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{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Buildings.Examples.Tutorial.SpaceCooling.System3\n",
"\n",
"LBNL の [Modelica Buildings Library](https://simulationresearch.lbl.gov/modelica/index.html) の例題\n",
"[System3](https://simulationresearch.lbl.gov/modelica/releases/latest/help/Buildings_Examples_Tutorial_SpaceCooling.html#Buildings.Examples.Tutorial.SpaceCooling.System3)\n",
"を実行します。\n",
"\n",
"- [OpenModelica(とJModelica)でBuildingsライブラリを学ぶ_その9](https://kinonotofu.hatenablog.com/entry/2018/08/05/205951)\n",
"- [Google ColaboratoryでJModelica](https://kinonotofu.hatenablog.com/entry/2018/12/12/015319)\n",
"\n",
"に解説があります。\n",
"\n",
"ライブラリを使用する方法は、環境変数 MODELICAPATH にライブラリのパスを設定する方法と、compile_fmu の引数のファイル名としてライブラリのファイル名やディレクトリ名をフルパスで指定する方法があります。前者の方法を実施します。\n",
"\n",
"\n",
"#### Macの場合\n",
"Mac で\n",
"\n",
"[JModelica.org の Docker イメージを作って Jupyter Notebook で利用する](https://www.amane.to/archives/710)\n",
"\n",
"のようにDocker コンテナにインストールした JModelica.org を使用する場合、Docker コンテナから見えるようにマウントしたディレクトリの中に Building ライブラリを格納します。ここではライブラリ用のディレクトリ\n",
"\n",
"/Users/ユーザー名/jmodelica/lib\n",
"\n",
"を作成して、そこにダウンロードした Buildings-v6.0.0.zip を解凍しました。ディレクトリは \n",
"/Users/ユーザー名/jmodelica/lib/Buildings 6.0.0 となります。Docker コンテナから見たライブラリのパスは\n",
"\n",
"/home/jmodelica/jmodelica/lib\n",
"\n",
"です。MSL のパスは\n",
"\n",
"/usr/local/jmodelica/ThirdParty/MSL\n",
"に\n",
"です。これらを環境変数 MODELICAPATH に設定します。\n",
"\n",
"```\n",
"import os\n",
"os.environ['MODELICAPATH'] = '/usr/local/jmodelica/ThirdParty/MSL:/home/jmodelica/jmodelica/lib'\n",
"```\n",
"\n",
"\n",
"\n",
"#### Windows の場合\n",
"Windows にインストールした JModelica.org を使用する場合は Buildings ライブラリを任意のパスに置きます。例えば、\n",
"\n",
"C:\\Users\\ユーザー名\\jmodelica\\lib\n",
"\n",
"を作成して、そこに Buildings ライブラリを解凍します。ディレクトリは\n",
"C:\\Users\\ユーザー名\\jmodelica\\lib\\Buildings 6.0.0 です。\n",
"MSL のパスはデフォルトでインストールした場合、\n",
"\n",
"C:\\JModelica.org-2.14\\install\\ThirdParty\\MSL\n",
"\n",
"です。これらを環境変数 MODELICAPATH に設定します。 \n",
"\n",
"```\n",
"import os\n",
"os.environ['MODELICAPATH'] = 'C:\\\\JModelica.org-2.14\\\\install\\\\ThirdParty\\\\MSL;C:\\\\Users\\\\ユーザー名\\\\jmodelica\\\\lib'\n",
"```\n",
"\n",
"この環境変数 MODELICAPATH は Dymola でもライブラリのサーチパスとして使用されています。"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"'/usr/local/jmodelica/ThirdParty/MSL:/home/jmodelica/jmodelica/lib'"
]
},
"execution_count": 1,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"import os\n",
"os.environ['MODELICAPATH'] = '/usr/local/jmodelica/ThirdParty/MSL:/home/jmodelica/jmodelica/lib'\n",
"os.environ['MODELICAPATH']"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"例題のモデル System3 をコンパイルして FMU を作成します。"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"scrolled": true
},
"outputs": [],
"source": [
"from pymodelica import compile_fmu\n",
"fmu = compile_fmu('Buildings.Examples.Tutorial.SpaceCooling.System3')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"FMUをロードします。"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"from pyfmi import load_fmu\n",
"model = load_fmu(fmu)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"計算開始時刻 startTime、計算終了時刻 stopTime、から ncp (number of communication points, ソルバーとモデルが通信する回数)を計算します。"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"1440\n"
]
}
],
"source": [
"startTime = 15552000.\n",
"stopTime = 15638400.\n",
"ncp = int((stopTime - startTime)/60)\n",
"print(ncp)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"オプションを設定して、シミュレーションを実行します。\n",
"ソルバーを Radau5ODE にして relative tolerance を 1.0e-6 としています。"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Final Run Statistics: --- \n",
"\n",
" Number of steps : 2311\n",
" Number of function evaluations : 13742\n",
" Number of Jacobian evaluations : 301\n",
" Number of function eval. due to Jacobian eval. : 7224\n",
" Number of error test failures : 39\n",
" Number of LU decompositions : 1905\n",
" Number of state function evaluations : 3061\n",
" Number of state events : 78\n",
"\n",
"Solver options:\n",
"\n",
" Solver : Radau5 (explicit)\n",
" Tolerances (absolute) : [ 1.00000000e-09 1.00000000e-08 1.00000000e-08 1.00000000e-08\n",
" 3.00000000e-06 1.00000000e-03 1.00000000e-08 1.00000000e-03\n",
" 1.00000000e-08 3.00000000e-06 1.00000000e-03 1.00000000e-03\n",
" 1.00000000e-08 3.00000000e-06 1.00000000e-03 1.00000000e-03\n",
" 1.00000000e-08 3.00000000e-06 1.00000000e-03 1.00000000e-03\n",
" 1.00000000e-08 1.00000000e-08 1.00000000e-08 1.00000000e-08]\n",
" Tolerances (relative) : 1e-06\n",
"\n",
"Simulation interval : 15552000.0 - 15638400.0 seconds.\n",
"Elapsed simulation time: 1.71796178818 seconds.\n"
]
}
],
"source": [
"opts = model.simulate_options()\n",
"opts['ncp']=ncp\n",
"opts['solver']='Radau5ODE'\n",
"opts['Radau5ODE_options']['rtol']=1.0e-6\n",
"res = model.simulate(start_time=startTime, final_time=stopTime, options=opts)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"シミュレーション結果の空気の温度をプロットします。\n",
"\n",
"コイルクーラーの入口(Cooler Inlet)、出口(Cooler Outlet)、室温(Room)、外気温(Weather)です。"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\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",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\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",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.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 backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\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 * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\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'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\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",
" fig.waiting = false;\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",
" fig.waiting = false;\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",
"/*\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",
" 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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\" width=\"640\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"%matplotlib notebook\n",
"import matplotlib.pyplot as plt\n",
"t = res['time']\n",
"volT = res['vol.T']\n",
"outT = res['weaDat.TDryBul_in_internal']\n",
"coolIn1 = res['cooCoi.sta_a2.T']\n",
"coolOut1 = res['cooCoi.sta_b2.T']\n",
"plt.figure(1)\n",
"plt.plot(t, coolIn1, linestyle='dotted')\n",
"plt.plot(t, coolOut1, linestyle='dotted')\n",
"plt.plot(t, volT, t, outT)\n",
"plt.legend(['Cooler Inlet','Cooler Outlet','Room','Weather'])\n",
"plt.ylabel('Temperature [K]')\n",
"plt.xlabel('Time [s]')\n",
"plt.xlim(startTime,stopTime)\n",
"plt.grid(b=True)\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"制御系によってオンオフされるコイルクーラーの冷却水の流量(Water Mass Flow Rate)、コイルクーラー入口の水温(Water Inlet Temperature)、コイルクーラー出口の水温(Water Outlet Temperature)をプロットします。"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\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",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\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",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.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 backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\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 * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\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'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\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",
" fig.waiting = false;\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",
" fig.waiting = false;\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",
"/*\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",
" 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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\" width=\"640\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"mflow = res['souWat.m_flow_in']\n",
"cooInT2 = res['cooCoi.sta_a1.T']\n",
"cooOutT2 = res['cooCoi.sta_b1.T']\n",
"plt.figure(2)\n",
"plt.subplot(3,1,1)\n",
"plt.plot(t, mflow)\n",
"plt.legend([\"Water Mass Flow Rate\"],loc='upper right')\n",
"plt.ylim(-0.1,3.2)\n",
"plt.ylabel('[kg/s]')\n",
"plt.xlim(startTime, stopTime)\n",
"plt.xticks(color='None')\n",
"\n",
"plt.subplot(3,1,2)\n",
"plt.plot(t, cooInT2)\n",
"plt.legend([\"Water Inlet Temperature\"], loc='lower right')\n",
"plt.ylim(284,298)\n",
"plt.grid(b=True)\n",
"plt.xticks(color='None')\n",
"plt.xlim(startTime, stopTime)\n",
"plt.ylabel('[K]')\n",
"\n",
"plt.subplot(3,1,3)\n",
"plt.plot(t, cooOutT2)\n",
"plt.ylim(284,298)\n",
"plt.legend([\"Water Outlet Temperature\"], loc='lower right')\n",
"plt.grid(b=True)\n",
"plt.xlim(startTime, stopTime)\n",
"plt.ylabel('[K]')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"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": "2.7.17"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
@finback-at
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