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simpeg/simpegPF/notebooks/SimPEG Tutorial - MAG Linear Problem.ipynb
T
D Fournier c61da61061 Change u for f (field) in Jvec and Jtvec.
Update the Notebook in preperation for example.
2016-04-07 10:23:40 -07:00

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801 KiB
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"**Objective:** \n",
"\n",
"In this tutorial we will create a simple magnetic problem from scratch using the SimPEG framework.\n",
"\n",
"We are using the integral form of the magnetostatic problem. In the absence of free-currents or changing magnetic field, magnetic material can give rise to a secondary magnetic field according to:\n",
"\n",
"$$\\vec b = \\frac{\\mu_0}{4\\pi} \\int_{V} \\vec M \\cdot \\nabla \\nabla \\left(\\frac{1}{r}\\right) \\; dV $$\n",
"\n",
"Where $\\mu_0$ is the magnetic permealitity of free-space, $\\vec M$ is the magnetization per unit volume and $r$ defines the distance between the observed field $\\vec b$ and the magnetized object. Assuming a purely induced response, the strenght of magnetization can be written as:\n",
"\n",
"$$ \\vec M = \\mu_0 \\kappa \\vec H_0 $$\n",
"\n",
"where $\\vec H$ is an external inducing magnetic field, and $\\kappa$ the magnetic susceptibility of matter.\n",
"As derived by Sharma 1966, the integral can be evaluated for rectangular prisms such that:\n",
"\n",
"$$ \\vec b(P) = \\mathbf{T} \\cdot \\vec H_0 \\; \\kappa $$\n",
"\n",
"Where the tensor matrix $\\bf{T}$ relates the three components of magnetization $\\vec M$ to the components of the field $\\vec b$:\n",
"\n",
"$$\\mathbf{T} =\n",
"\t \\begin{pmatrix}\n",
" \t\tT_{xx} & T_{xy} & T_{xz} \\\\\n",
"\t\tT_{yx} & T_{yy} & T_{yz} \\\\\n",
"\t\tT_{zx} & T_{zy} & T_{zz} \n",
"\t\\end{pmatrix} $$\n",
" \n",
"In general, we discretize the earth into a collection of cells, each contributing to the magnetic data such that:\n",
"\n",
"$$\\vec b(P) = \\sum_{j=1}^{nc} \\mathbf{T}_j \\cdot \\vec H_0 \\; \\kappa_j$$\n",
"\n",
"giving rise to a linear problem.\n",
"\n",
"The remaining of this notebook goes through all the important components of a 3D magnetic experiment. From mesh creation, topography, data and inverse problem. \n",
"\n",
"Enjoy.\n"
]
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"text": [
"Using matplotlib backend: nbAgg\n",
"Populating the interactive namespace from numpy and matplotlib\n"
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"output_type": "stream",
"text": [
"WARNING: pylab import has clobbered these variables: ['linalg']\n",
"`%matplotlib` prevents importing * from pylab and numpy\n"
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"source": [
"%matplotlib notebook\n",
"%pylab\n",
"from SimPEG import *\n",
"import simpegPF as PF\n",
"from simpegPF import BaseMag as MAG\n"
]
},
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"text": [
"C:\\Users\\dominiquef.MIRAGEOSCIENCE\\Documents\\GIT\\SimPEG\\simpeg\\SimPEG\\Maps.py:533: FutureWarning: `ActiveCells` is deprecated and will be removed in future versions. Use `InjectActiveCells` instead\n",
" FutureWarning)\n"
]
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"source": [
"# First we need to define the direction of the inducing field\n",
"# As a simple case, we pick a vertical inducing field of magnitude 50,000nT. \n",
"# From old convention, field orientation is given as an azimuth from North \n",
"# (positive clockwise) and dip from the horizontal (positive downward).\n",
"H0 = (50000.,90.,0.)\n",
"\n",
"\n",
"# Create a mesh\n",
"dx = 5.\n",
"\n",
"hxind = [(dx,5,-1.3), (dx, 20), (dx,5,1.3)]\n",
"hyind = [(dx,5,-1.3), (dx, 20), (dx,5,1.3)]\n",
"hzind = [(dx,5,-1.3),(5, 10)]\n",
"\n",
"mesh = Mesh.TensorMesh([hxind, hyind, hzind], 'CCC')\n",
"\n",
"# Get index of the center\n",
"midx = int(mesh.nCx/2)\n",
"midy = int(mesh.nCy/2)\n",
"\n",
"# Lets create a simple Gaussian topo and set the active cells\n",
"[xx,yy] = np.meshgrid(mesh.vectorNx,mesh.vectorNy)\n",
"zz = -np.exp( ( xx**2 + yy**2 )/ 75**2 ) + mesh.vectorNz[-1]\n",
"\n",
"topo = np.c_[mkvc(xx),mkvc(yy),mkvc(zz)] # We would usually load a topofile\n",
"\n",
"actv = PF.Magnetics.getActiveTopo(mesh,topo,'N') # Go from topo to actv cells\n",
"\n",
"#nC = mesh.nC \n",
"#actv = np.asarray(range(mesh.nC))\n",
"\n",
"# Create active map to go from reduce space to full\n",
"actvMap = Maps.ActiveCells(mesh, actv, -100)\n",
"nC = len(actv)\n",
"\n",
"# Create and array of observation points\n",
"xr = np.linspace(-20., 20., 20)\n",
"yr = np.linspace(-20., 20., 20)\n",
"X, Y = np.meshgrid(xr, yr)\n",
"\n",
"# Let just put the observation above the topo\n",
"Z = -np.exp( ( X**2 + Y**2 )/ 75**2 ) + mesh.vectorNz[-1] + 5. \n",
"\n",
"# Create a MAGsurvey\n",
"rxLoc = np.c_[Utils.mkvc(X.T), Utils.mkvc(Y.T), Utils.mkvc(Z.T)]\n",
"rxLoc = MAG.RxObs(rxLoc)\n",
"srcField = MAG.SrcField([rxLoc],H0)\n",
"survey = MAG.LinearSurvey(srcField) \n"
]
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"Now that we have all our spatial components, we can create our linear system. For a single location and single component of the data, the system would look like this:\n",
"\n",
"$$ b_x =\n",
"\t\\begin{bmatrix}\n",
"\tT_{xx}^1 &... &T_{xx}^{nc} & T_{xy}^1 & ... & T_{xy}^{nc} & T_{xz}^1 & ... & T_{xz}^{nc}\\\\\n",
"\t \\end{bmatrix}\n",
"\t \\begin{bmatrix}\n",
"\t\t\\mathbf{M}_x \\\\ \\mathbf{M}_y \\\\ \\mathbf{M}_z\n",
"\t\\end{bmatrix} \\\\ $$\n",
"\n",
"where each of $T_{xx},\\;T_{xy},\\;T_{xz}$ are [nc x 1] long. For the $y$ and $z$ component, we need the two other rows of the tensor $\\mathbf{T}$.\n",
"In our simple induced case, the magnetization direction $\\mathbf{M_x,\\;M_y\\;,Mz}$ are known and assumed to be constant everywhere, so we can reduce the size of the system such that: \n",
"\n",
"$$ \\vec{\\mathbf{d}}_{\\text{pred}} = (\\mathbf{T\\cdot M})\\; \\kappa$$\n",
"\n",
"\n",
"\n",
"In most geophysical surveys, we are not collecting all three components, but rather the magnitude of the field, or $Total\\;Magnetic\\;Intensity$ (TMI) data.\n",
"Because the inducing field is really large, we will assume that the anomalous fields are parallel to $H_0$:\n",
"\n",
"$$ d^{TMI} = \\hat H_0 \\cdot \\vec d$$\n",
"\n",
"We then end up with a much smaller system:\n",
"\n",
"$$ d^{TMI} = \\mathbf{F\\; \\kappa}$$\n",
"\n",
"where $\\mathbf{F} \\in \\mathbb{R}^{nd \\times nc}$ is our $forward$ operator."
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"text": [
"Begin calculation of forward operator: ind\n",
"Done 0.0 %\n",
"Done 10.0 %\n",
"Done 20.0 %\n",
"Done 30.0 %\n",
"Done 40.0 %\n",
"Done 50.0 %\n",
"Done 60.0 %\n",
"Done 70.0 %\n",
"Done 80.0 %\n",
"Done 90.0 %\n",
"Done 100% ...forward operator completed!!\n",
"\n"
]
}
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"source": [
"# We can now create a susceptibility model and generate data\n",
"# Lets start with a simple block in half-space\n",
"model = np.zeros((mesh.nCx,mesh.nCy,mesh.nCz))\n",
"model[(midx-2):(midx+2),(midy-2):(midy+2),-6:-2] = 0.01\n",
"model = mkvc(model)\n",
"model = model[actv]\n",
"\n",
"# Create active map to go from reduce set to full\n",
"actvMap = Maps.InjectActiveCells(mesh, actv, -100)\n",
"\n",
"# Creat reduced identity map\n",
"idenMap = Maps.IdentityMap(nP = len(actv))\n",
"\n",
"# Create the forward model operator\n",
"prob = PF.Magnetics.MagneticIntegral(mesh, mapping = idenMap, actInd = actv)\n",
"\n",
"# Pair the survey and problem\n",
"survey.pair(prob)\n",
"\n",
"# Compute linear forward operator and compute some data\n",
"d = prob.fields(model)"
]
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"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x;\n",
" var y = canvas_pos.y;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overriden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\">');\n",
" fig.send_message('closing', {});\n",
" fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-danger\" href=\"#\" title=\"Close figure\"><i class=\"fa fa-times icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Close figure', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
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"<IPython.core.display.Javascript object>"
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},
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\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<matplotlib.colorbar.Colorbar instance at 0x0000000016712A48>"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"\n",
"\n",
"# Plot the model\n",
"figure()\n",
"ax = subplot(212)\n",
"mesh.plotSlice(actvMap * model, ax = ax, normal = 'Y', ind=midy, grid=True, clim = (-1e-3, model.max()))\n",
"title('A simple block model.')\n",
"xlabel('x');ylabel('z')\n",
"plt.gca().set_aspect('equal', adjustable='box')\n",
"\n",
"# We can now generate data\n",
"data = d + randn(len(d)) # We add some random Gaussian noise (1nT)\n",
"wd = np.ones(len(data))*1. # Assign flat uncertainties\n",
"\n",
"\n",
"subplot(221)\n",
"imshow(d.reshape(X.shape), extent=[xr.min(), xr.max(), yr.min(), yr.max()])\n",
"title('True data.')\n",
"plt.gca().set_aspect('equal', adjustable='box')\n",
"plt.colorbar()\n",
"\n",
"subplot(222)\n",
"imshow(data.reshape(X.shape), extent=[xr.min(), xr.max(), yr.min(), yr.max()])\n",
"title('Data + Noise')\n",
"plt.gca().set_aspect('equal', adjustable='box')\n",
"plt.colorbar()\n"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support.' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" fig.waiting = false;\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" this.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width);\n",
" canvas.attr('height', height);\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option)\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'];\n",
" var y0 = fig.canvas.height - msg['y0'];\n",
" var x1 = msg['x1'];\n",
" var y1 = fig.canvas.height - msg['y1'];\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x;\n",
" var y = canvas_pos.y;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overriden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\">');\n",
" fig.send_message('closing', {});\n",
" fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-danger\" href=\"#\" title=\"Close figure\"><i class=\"fa fa-times icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Close figure', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Create distance weights from our linera forward operator\n",
"wr = np.sum(prob.G**2.,axis=0)**0.5\n",
"wr = ( wr/np.max(wr) )\n",
"\n",
"\n",
"wr_FULL = actvMap * wr\n",
"plt.figure()\n",
"ax = subplot()\n",
"mesh.plotSlice(wr_FULL, ax = ax, normal = 'Y', ind=midx, grid=True, clim = (0, wr.max()))\n",
"title('Distance weighting')\n",
"xlabel('x');ylabel('z')\n",
"plt.gca().set_aspect('equal', adjustable='box')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Once we have our problem, we can use the inversion tools in SimPEG to run our inversion:"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"#survey.makeSyntheticData(data, std=0.01)\n",
"survey.dobs=data\n",
"survey.std = np.ones(len(data))\n",
"survey.mtrue = model\n",
"\n",
"# Create a regularization\n",
"reg = Regularization.Simple(mesh, indActive = actv, mapping = idenMap)\n",
"reg.wght = wr\n",
"\n",
"# Directive to cool the trade-off parameter beta\n",
"beta = Directives.BetaSchedule(coolingFactor=2, coolingRate=1)\n",
"beta_in = 1e+4\n",
"\n",
"# Create a jacobi pre-conditioner\n",
"diagA = np.sum(prob.G**2.,axis=0) + beta_in*(reg.W.T*reg.W).diagonal()*wr\n",
"PC = Utils.sdiag(diagA**-1.)\n",
"\n",
"# Define the misfit function\n",
"dmis = DataMisfit.l2_DataMisfit(survey)\n",
"dmis.Wd = 1./survey.std\n",
"\n",
"\n",
"# Solver for the optimization problem\n",
"opt = Optimization.ProjectedGNCG(maxIter=10, lower=0.,upper=1., maxIterCG= 30, tolCG = 1e-3)\n",
"opt.approxHinv = PC\n",
"\n",
"# Put everything together\n",
"invProb = InvProblem.BaseInvProblem(dmis, reg, opt, beta = beta_in)\n",
"target = Directives.TargetMisfit()\n",
"\n",
"inv = Inversion.BaseInversion(invProb, directiveList=[beta,target])\n",
"m0 = np.ones(mesh.nC)*1e-4\n",
"m0 = m0[actv]"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"SimPEG.InvProblem will set Regularization.mref to m0.\n",
"SimPEG.InvProblem is setting bfgsH0 to the inverse of the eval2Deriv.\n",
" ***Done using same Solver and solverOpts as the problem***\n",
"=============================== Projected GNCG ===============================\n",
" # beta phi_d phi_m f |proj(x-g)-x| LS Comment \n",
"-----------------------------------------------------------------------------\n",
" 0 1.00e+04 6.70e+04 0.00e+00 6.70e+04 8.30e+01 0 \n",
" 1 5.00e+03 2.94e+03 4.20e-02 3.15e+03 6.89e+01 0 \n",
" 2 2.50e+03 3.61e+02 6.08e-02 5.13e+02 7.04e+01 0 \n",
" 3 1.25e+03 2.58e+02 5.84e-02 3.31e+02 8.36e+01 0 Skip BFGS \n",
"------------------------- STOP! -------------------------\n",
"1 : |fc-fOld| = 0.0000e+00 <= tolF*(1+|f0|) = 6.6998e+03\n",
"1 : |xc-x_last| = 8.5475e-03 <= tolX*(1+|x0|) = 1.0111e-01\n",
"0 : |proj(x-g)-x| = 8.3598e+01 <= tolG = 1.0000e-01\n",
"0 : |proj(x-g)-x| = 8.3598e+01 <= 1e3*eps = 1.0000e-02\n",
"0 : maxIter = 10 <= iter = 4\n",
"------------------------- DONE! -------------------------\n"
]
}
],
"source": [
"mrec = inv.run(m0)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Inversion has converged. We can plot sections through the model."
]
},
{
"cell_type": "code",
"execution_count": 28,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support.' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" fig.waiting = false;\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" this.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width);\n",
" canvas.attr('height', height);\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option)\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'];\n",
" var y0 = fig.canvas.height - msg['y0'];\n",
" var x1 = msg['x1'];\n",
" var y1 = fig.canvas.height - msg['y1'];\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x;\n",
" var y = canvas_pos.y;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overriden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\">');\n",
" fig.send_message('closing', {});\n",
" fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-danger\" href=\"#\" title=\"Close figure\"><i class=\"fa fa-times icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Close figure', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Here is the recovered susceptibility model\n",
"plt.figure()\n",
"ax = subplot(121)\n",
"mesh.plotSlice(actvMap * mrec, ax = ax, normal = 'Z', ind=-2, clim = (-1e-3, model.max()))\n",
"title('Recovered model.')\n",
"xlabel('x');ylabel('y')\n",
"plt.gca().set_aspect('equal', adjustable='box')\n",
"\n",
"\n",
"# Horizontalsection\n",
"ax = subplot(122)\n",
"mesh.plotSlice(actvMap * mrec, ax = ax, normal = 'Y', ind=midx, clim = (-1e-3, model.max()))\n",
"title('Recovered model.')\n",
"xlabel('x');ylabel('z')\n",
"plt.gca().set_aspect('equal', adjustable='box')\n",
"\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Great, we have a 3D model of susceptibility, but the job is not done yet.\n",
"A VERY important step of the inversion workflow is to look at how well the model can predict the observed data.\n",
"The figure below compares the observed, predicted and normalized residual.\n"
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support.' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" fig.waiting = false;\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" this.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width);\n",
" canvas.attr('height', height);\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option)\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'];\n",
" var y0 = fig.canvas.height - msg['y0'];\n",
" var x1 = msg['x1'];\n",
" var y1 = fig.canvas.height - msg['y1'];\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x;\n",
" var y = canvas_pos.y;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overriden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\">');\n",
" fig.send_message('closing', {});\n",
" fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-danger\" href=\"#\" title=\"Close figure\"><i class=\"fa fa-times icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Close figure', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/html": [
"<img 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\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<matplotlib.colorbar.Colorbar instance at 0x0000000020177B48>"
]
},
"execution_count": 29,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Plot predicted data and residual\n",
"plt.figure()\n",
"pred = prob.fields(mrec) #: this is matrix multiplication!!\n",
"\n",
"subplot(221)\n",
"imshow(data.reshape(X.shape))\n",
"title('Observed data.')\n",
"plt.gca().set_aspect('equal', adjustable='box')\n",
"colorbar()\n",
"\n",
"subplot(222)\n",
"imshow(pred.reshape(X.shape))\n",
"title('Predicted data.')\n",
"plt.gca().set_aspect('equal', adjustable='box')\n",
"colorbar()\n",
"\n",
"subplot(223)\n",
"imshow(data.reshape(X.shape) - pred.reshape(X.shape))\n",
"title('Residual data.')\n",
"plt.gca().set_aspect('equal', adjustable='box')\n",
"colorbar()\n",
"\n",
"subplot(224)\n",
"imshow( (data.reshape(X.shape) - pred.reshape(X.shape)) / wd.reshape(X.shape) )\n",
"title('Normalized Residual')\n",
"plt.gca().set_aspect('equal', adjustable='box')\n",
"colorbar()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Good job! \n",
"Hopefully we covered all the important points regarding the inversion of magnetic field data using the integral formulation.\n",
"\n",
"Make sure you visit the notebook for the compact norms regularization.\n",
"\n",
"Cheers!"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 2",
"language": "python",
"name": "python2"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 2
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython2",
"version": "2.7.11"
}
},
"nbformat": 4,
"nbformat_minor": 0
}