09_Stokes.ipynb

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    "Chapter 9 of [A guided tour of mathematical methods for the physical sciences](http://www.cambridge.org/nz/academic/subjects/physics/mathematical-methods/guided-tour-mathematical-methods-physical-sciences-3rd-edition#KUoGXYx5FTwytcUg.97) introduces the theorem of Stokes. In Chapter 7, you saw a special vector field, for which the divergence and curl are zero. This gave rise to a model for Hurricane winds and the magnetic field around a wire, captured in one of Maxwell's equations representing the Biot-Savart Law."
   ]
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   "cell_type": "markdown",
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    "### Biot-Savart Law\n",
    "The current in an long wire creates a magnetic field around it. If we align the wire with the z-axis, the field cannot vary with $z$, or $\\phi$, so that ${\\bf B}(r,\\phi,z) = {\\bf B}(r)$. The divergence of magnetic fields, and of incompressible flows, is zero, we found in Chapter 7 that\n",
    "\n",
    "$$ {\\bf B} = \\frac{A}{r} \\hat{\\mathbf \\phi}$$\n",
    "\n",
    "But how do we find the value of $A$? This is where we apply the theorem of Stokes to the Biot-Savart Law: "
   ]
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   "cell_type": "markdown",
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   "source": [
    "$$ \\nabla\\times{\\bf B} = \\mu_0{\\bf J}.$$\n",
    "Integrating this\n",
    "over a disk $d{\\bf S}$ centered on the wire of radius $r$ in the plane perpendicular to the wire, we have:\n",
    "$$ \\iint_S \\nabla\\times{\\bf B} \\cdot d{\\bf S}  =  \\iint_S\\mu_0{\\bf J}\\cdot d{\\bf S}.$$\n",
    "\n",
    "![figure 1](https://ndownloader.figshare.com/files/10244490)\n",
    "\n",
    "For the left hand side, we apply Stokes Theorem:\n",
    "$$ \\iint_S \\nabla\\times{\\bf B} \\cdot d{\\bf S}  = \\oint_C {\\bf B}\\cdot d{\\bf r} =  2\\pi r{\\bf B},$$\n",
    "because $\\bf B$ is constant for each circular path $C$ around the wire.\n",
    "\n",
    "For the right hand side, we recognize that as long as the radius of the disk $r$ is larger than the thickness of our wire:\n",
    "$$\\iint_S\\mu_0{\\bf J}\\cdot d{\\bf S}= \\mu_0 I,$$\n",
    "where $I$ is the current. Putting these two results together, we find that the magnetic field is \n",
    "$$ {\\bf B}(r) = \\frac{\\mu_0 I}{2\\pi r} \\hat{\\mathbf \\phi}.$$ Breaking the radius $r$ and the unit vector $\\hat{\\phi}$ down in an x- and y-component (see Problem c of Section 7.2 of the book), we define a python function for the three Cartesian components of the magnetic field: "
   ]
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   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "def B(I,x,y):                                         \n",
    "    mu0 = 1.26 * 10**(-6) \n",
    "    r = np.sqrt((x)**2+(y)**2)\n",
    "    c = mu0*I/(2*np.pi) \n",
    "    Bx = -y*c/r**2\n",
    "    By = x*c/r**2         \n",
    "    Bz = z*0                     \n",
    "    return Bx,By,Bz"
   ]
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   "source": [
    "Then, we set up a grid of points:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
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   "outputs": [],
   "source": [
    "from mpl_toolkits.mplot3d import axes3d\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "%matplotlib notebook\n",
    "\n",
    "X = np.linspace(-1,1,12)\n",
    "Y = np.linspace(-1,1,12)\n",
    "Z = np.linspace(-1,1,12)\n",
    "x,y,z = np.meshgrid(X,Y,Z)"
   ]
  },
  {
   "cell_type": "markdown",
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   "source": [
    "The magnetic field on the grid points around the wire with current $I$ is:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "metadata": {},
   "outputs": [],
   "source": [
    "I = 200000\n",
    "Bx,By,Bz = B(I,x,y)                            "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And finally, we plot of the magnetic field (our first 3D plot with matplotlib!):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "metadata": {},
   "outputs": [
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       "            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",
       "/*\n",
       " * return a copy of an object with only non-object keys\n",
       " * we need this to avoid circular references\n",
       " * http://stackoverflow.com/a/24161582/3208463\n",
       " */\n",
       "function simpleKeys (original) {\n",
       "  return Object.keys(original).reduce(function (obj, key) {\n",
       "    if (typeof original[key] !== 'object')\n",
       "        obj[key] = original[key]\n",
       "    return obj;\n",
       "  }, {});\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 * mpl.ratio;\n",
       "    var y = canvas_pos.y * mpl.ratio;\n",
       "\n",
       "    this.send_message(name, {x: x, y: y, button: event.button,\n",
       "                             step: event.step,\n",
       "                             guiEvent: simpleKeys(event)});\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",
       "                             guiEvent: simpleKeys(event)});\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",
       "    var width = fig.canvas.width/mpl.ratio\n",
       "    fig.root.unbind('remove')\n",
       "\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 + '\" width=\"' + width + '\">');\n",
       "    fig.close_ws(fig, msg);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.close_ws = function(fig, msg){\n",
       "    fig.send_message('closing', msg);\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 width = this.canvas.width/mpl.ratio\n",
       "    var dataURL = this.canvas.toDataURL();\n",
       "    this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\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 = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
       "    button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
       "    button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
       "    buttongrp.append(button);\n",
       "    var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
       "    titlebar.prepend(buttongrp);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function(el){\n",
       "    var fig = this\n",
       "    el.on(\"remove\", function(){\n",
       "\tfig.close_ws(fig, {});\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",
       "        // select the cell after this one\n",
       "        var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
       "        IPython.notebook.select(index + 1);\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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\" width=\"640\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "ax = fig.add_subplot(111, projection='3d')\n",
    "ax.quiver(x,y,z,Bx,By,Bz)                                   \n",
    "ax.plot([0, 0],[0, 0],[-1,1],linewidth=3,color='r')\n",
    "plt.xlabel('x')\n",
    "plt.ylabel('y')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You can now rotate the graph to look at this field from all angles, and/or change the current. From the top, it should look just like the flow in the python notebook for Chapter 7. What happens when we run the current in the other direction? Chapter 9 concludes with applications of Stokes' Theorem to introduce Lenz' Law, the mysterious quantum mechanical Aharanov-Bohm effect, and the impact of vortices at the tips of sails and wings. Let us now return to the [overview of jupyter notebooks](https://pal.blogs.auckland.ac.nz/2017/12/02/jupyter-notebooks-for-mathematical-methods-in-the-physical-sciences/)!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python [default]",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.5.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}