From 873949a1fca3eae2be8fca80f7baf12c684ea1c4 Mon Sep 17 00:00:00 2001 From: Alexander Clausen Date: Mon, 16 Sep 2024 15:28:21 +0200 Subject: [PATCH] Update low-level frame stream example This is now basically a demonstration of the Python API as exported via PyO3 from `libertem_qd_mpx`; including triggering the (simulated) detector. --- examples/low-level-frame-streams.ipynb | 1187 ++++-------------------- 1 file changed, 176 insertions(+), 1011 deletions(-) diff --git a/examples/low-level-frame-streams.ipynb b/examples/low-level-frame-streams.ipynb index a80f4524..5cae8140 100644 --- a/examples/low-level-frame-streams.ipynb +++ b/examples/low-level-frame-streams.ipynb @@ -9,13 +9,12 @@ "\n", "This notebook shows how you can access the stream of frames from a Merlin Medipix detector, without using the high-level features of LiberTEM, like user-defined functions (UDFs). You get access to the data in a chunked fashion, that is, you'll always get a small frame stack to work on.\n", "\n", - "\n", "### Usage with the simulator\n", "If you want to use this with the simulated data source, run something like this in the background:\n", "\n", "`libertem-live-mib-sim ~/Data/default.hdr --cached=MEM --wait-trigger`\n", "\n", - "The `--wait-trigger` option is important for this notebook to function correctly since that allows to drain the data socket before an acquisition like it is necessary for a real-world Merlin detector.\n", + "The `--wait-trigger` option is important for this notebook to function correctly, to properly model the real behavior.\n", "\n", "A suitable MIB dataset can be downloaded at https://zenodo.org/record/5113449.\n", "\n", @@ -25,6 +24,25 @@ { "cell_type": "code", "execution_count": 1, + "id": "fc84a252-0130-4e56-ae69-6c0e9e364d53", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "env: LIBERTEM_QD_LOG_LEVEL=error\n" + ] + } + ], + "source": [ + "# set to info, debug or trace to get more detailed logging:\n", + "%env LIBERTEM_QD_LOG_LEVEL=error" + ] + }, + { + "cell_type": "code", + "execution_count": 2, "id": "graphic-carbon", "metadata": {}, "outputs": [], @@ -36,22 +54,25 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 3, "id": "framed-resistance", "metadata": {}, "outputs": [], "source": [ - "%matplotlib nbagg" + "%matplotlib widget" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "id": "polished-feeling", "metadata": {}, "outputs": [], "source": [ "import time\n", + "import math\n", + "import os\n", + "import tempfile\n", "import logging\n", "import numpy as np\n", "import matplotlib.pyplot as plt" @@ -59,1078 +80,222 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "id": "single-spokesman", "metadata": {}, "outputs": [], "source": [ - "from libertem_live.detectors.merlin import MerlinDataSource\n", + "from libertem_qd_mpx import QdConnection, CamClient\n", "from libertem_live.detectors.merlin import MerlinControl" ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, + "id": "75f8e4af-2634-4041-9119-f1ce7feaa3e0", + "metadata": {}, + "outputs": [], + "source": [ + "def make_socket_path():\n", + " temp_path = tempfile.mkdtemp()\n", + " return os.path.join(temp_path, 'qd-shm-socket')" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "2300eb40-9e27-4549-a398-06a00d70fa30", + "metadata": {}, + "outputs": [], + "source": [ + "socket_path = make_socket_path()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, "id": "catholic-pierce", "metadata": {}, "outputs": [], "source": [ - "data_source = MerlinDataSource(host=MERLIN_DATA_SOCKET[0], port=MERLIN_DATA_SOCKET[1], pool_size=3)\n", + "conn = QdConnection(\n", + " data_host=MERLIN_DATA_SOCKET[0],\n", + " data_port=MERLIN_DATA_SOCKET[1],\n", + " frame_stack_size=16,\n", + " shm_handle_path=socket_path,\n", + " drain=False,\n", + " recovery_strategy=\"immediate_reconnect\",\n", + " huge=False,\n", + ")\n", "control = MerlinControl(host=MERLIN_CONTROL_SOCKET[0], port=MERLIN_CONTROL_SOCKET[1])" ] }, { "cell_type": "code", - "execution_count": 6, - "id": "exciting-stuff", + "execution_count": 9, + "id": "45c3ac9b-66d4-4e43-8896-0feb5a690867", "metadata": {}, "outputs": [], "source": [ - "result = np.zeros((256, 256), dtype=np.float32)\n", - "result_nav = np.zeros(128 * 128, dtype=np.float32)" + "# start the background thread:\n", + "conn.start_passive()" ] }, { "cell_type": "code", - "execution_count": 7, - "id": "informative-transcription", + "execution_count": 10, + "id": "730236dc-b923-4ac6-ba65-ae5d60949e75", "metadata": {}, "outputs": [], "source": [ - "# connect the control and data sockets, and close after the block automatically:\n", - "with control, data_source:\n", - " # Drain data from previous acquisitions out of the data socket,\n", - " # which could for example happen if a connection to the data socket was cancelled.\n", - " # Draining might not be necessary with current Merlin software anymore.\n", - " data_source.socket.drain()\n", - "\n", + "cam_client = CamClient(handle_path=socket_path)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "informative-transcription", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "16384\n", + "done!\n" + ] + } + ], + "source": [ + "# connect the control socket, and close after the block automatically:\n", + "with control:\n", " # Tell the detector to send us some data:\n", " # (in a real setup, you probably want to properly configure triggering,\n", " # or even start the microscope scan here)\n", " control.cmd('STARTACQUISITION')\n", " control.cmd('SOFTTRIGGER')\n", "\n", + " # wait for an acquisition to start, with a timeout\n", + " # (as we just triggered one above, this should succeed immediately):\n", + " header = conn.wait_for_arm(timeout=10.0)\n", + " assert header is not None\n", + " print(header.frames_in_acquisition())\n", + "\n", + " # current frame temp. buffer (needs to be 3D to work with `decode_range_into_buffer`):\n", + " current_frames = np.zeros((16,) + header.detector_shape(), dtype=np.float32)\n", + "\n", + " # results\n", + " result = np.zeros(header.detector_shape(), dtype=np.float32)\n", + " result_nav = np.zeros((header.frames_in_acquisition(),), dtype=np.float32)\n", + " \n", " index = 0\n", "\n", - " for frames in data_source.stream(\n", - " # How many frames do we expect in total?\n", - " # If you put a too large number here, the loop will possibly block;\n", - " # a too small number means you won't get the data for the whole scan\n", - " # (should match the `result_nav` shape above)\n", - " num_frames=result_nav.size,\n", + " # get the data as stacks of frames:\n", + " while True:\n", + " frame_stack = conn.get_next_stack(max_size=16)\n", + " try:\n", + " # decode the whole stack:\n", + " cam_client.decode_range_into_buffer(\n", + " frame_stack,\n", + " current_frames,\n", + " 0,\n", + " len(frame_stack),\n", + " )\n", + " result += current_frames[:len(frame_stack)].sum(axis=0)\n", + " result_nav[index:index+len(frame_stack)] = current_frames[:len(frame_stack)].sum(axis=(1, 2))\n", + "\n", + " index += len(frame_stack)\n", "\n", - " # Get frames in chunks of N, which can have an effect on performance\n", - " # (too small or too large chunks are slower than the optimum, which depends\n", - " # on the CPU you are using):\n", - " chunk_size=16, \n", - " ):\n", - " result += frames.buf.sum(axis=0)\n", - " real_size = frames.buf.shape[0]\n", - " result_nav[index:index+real_size] = frames.buf.sum(axis=(1, 2))\n", - " index += real_size" + " # are we done yet?\n", + " if index == np.prod(result_nav.shape):\n", + " print(\"done!\")\n", + " break\n", + " finally:\n", + " # free up space in the shared memory area:\n", + " cam_client.done(frame_stack)" ] }, { "cell_type": "code", - "execution_count": 8, - "id": "present-threshold", + "execution_count": 12, + "id": "458d43a4-3ebc-465d-95a4-18deb588d397", + "metadata": {}, + "outputs": [], + "source": [ + "# close both the cam client and the connection:\n", + "cam_client.close()\n", + "conn.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "d59fa149-b8e7-4619-b3ac-1c7a4437abd3", "metadata": {}, "outputs": [ { "data": { - "application/javascript": [ - "/* Put everything inside the global mpl namespace */\n", - 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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", - "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", - "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], msg['forward']);\n", - " fig.send_message('refresh', {});\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", - " var x0 = msg['x0'] / fig.ratio;\n", - " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", - " var x1 = msg['x1'] / fig.ratio;\n", - " var y1 = (fig.canvas.height - msg['y1']) / fig.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,\n", - " 0,\n", - " fig.canvas.width / fig.ratio,\n", - " fig.canvas.height / fig.ratio\n", - " );\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", - " fig.canvas_div.style.cursor = msg['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.handle_history_buttons = function (fig, msg) {\n", - " for (var key in msg) {\n", - " if (!(key in fig.buttons)) {\n", - " continue;\n", - " }\n", - " fig.buttons[key].disabled = !msg[key];\n", - " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", - " if (msg['mode'] === 'PAN') {\n", - " fig.buttons['Pan'].classList.add('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " } else if (msg['mode'] === 'ZOOM') {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.add('active');\n", - " } else {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " }\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", - " var img = evt.data;\n", - " if (img.type !== 'image/png') {\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", - " img.type = 'image/png';\n", - " }\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", - "\n", - " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", - " img\n", - " );\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " } else if (\n", - " typeof evt.data === 'string' &&\n", - " evt.data.slice(0, 21) === 'data:image/png;base64'\n", - " ) {\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(\n", - " \"No handler for the '\" + msg_type + \"' message type: \",\n", - " msg\n", - " );\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(\n", - " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", - " e,\n", - " e.stack,\n", - " msg\n", - " );\n", - " }\n", - " }\n", - " };\n", - "};\n", - "\n", - "\n", - "/*\n", - " * return a copy of an object with only non-object keys\n", - " * we need this to avoid circular references\n", - " * https://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", - " }\n", - " return obj;\n", - " }, {});\n", - "}\n", - "\n", - "mpl.figure.prototype.mouse_event = function (event, name) {\n", - " if (name === 'button_press') {\n", - " this.canvas.focus();\n", - " this.canvas_div.focus();\n", - " }\n", - "\n", - " // from https://stackoverflow.com/q/1114465\n", - " var boundingRect = this.canvas.getBoundingClientRect();\n", - " var x = (event.clientX - boundingRect.left) * this.ratio;\n", - " var y = (event.clientY - boundingRect.top) * this.ratio;\n", - "\n", - " this.send_message(name, {\n", - " x: x,\n", - " y: y,\n", - " button: event.button,\n", - " step: event.step,\n", - " guiEvent: simpleKeys(event),\n", - " });\n", - "\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", - " // Prevent repeat events\n", - " if (name === 'key_press') {\n", - " if (event.key === this._key) {\n", - " return;\n", - " } else {\n", - " this._key = event.key;\n", - " }\n", - " }\n", - " if (name === 'key_release') {\n", - " this._key = null;\n", - " }\n", - "\n", - " var value = '';\n", - " if (event.ctrlKey && event.key !== 'Control') {\n", - " value += 'ctrl+';\n", - " }\n", - " else if (event.altKey && event.key !== 'Alt') {\n", - " value += 'alt+';\n", - " }\n", - " else if (event.shiftKey && event.key !== 'Shift') {\n", - " value += 'shift+';\n", - " }\n", - "\n", - " value += 'k' + event.key;\n", - "\n", - " this._key_event_extra(event, name);\n", - "\n", - " this.send_message(name, { key: value, 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", - "\n", - "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", - "// prettier-ignore\n", - "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", - "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis\", \"fa fa-square-o\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o\", \"download\"]];\n", - "\n", - "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\", \"webp\"];\n", - "\n", - "mpl.default_extension = \"png\";/* global mpl */\n", - "\n", - "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.binaryType = comm.kernel.ws.binaryType;\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " function updateReadyState(_event) {\n", - " if (comm.kernel.ws) {\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " } else {\n", - " ws.readyState = 3; // Closed state.\n", - " }\n", - " }\n", - " comm.kernel.ws.addEventListener('open', updateReadyState);\n", - " comm.kernel.ws.addEventListener('close', updateReadyState);\n", - " comm.kernel.ws.addEventListener('error', updateReadyState);\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", - " var data = msg['content']['data'];\n", - " if (data['blob'] !== undefined) {\n", - " data = {\n", - " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", - " };\n", - " }\n", - " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", - " ws.onmessage(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 = document.getElementById(id);\n", - " var ws_proxy = comm_websocket_adapter(comm);\n", - "\n", - " function ondownload(figure, _format) {\n", - " window.open(figure.canvas.toDataURL());\n", - " }\n", - "\n", - " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\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;\n", - " fig.cell_info = mpl.find_output_cell(\"
\");\n", - " if (!fig.cell_info) {\n", - " console.error('Failed to find cell for figure', id, fig);\n", - " return;\n", - " }\n", - " fig.cell_info[0].output_area.element.on(\n", - " 'cleared',\n", - " { fig: fig },\n", - " fig._remove_fig_handler\n", - " );\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_close = function (fig, msg) {\n", - " var width = fig.canvas.width / fig.ratio;\n", - " fig.cell_info[0].output_area.element.off(\n", - " 'cleared',\n", - " fig._remove_fig_handler\n", - " );\n", - " fig.resizeObserverInstance.unobserve(fig.canvas_div);\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.innerHTML =\n", - " '';\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 / this.ratio;\n", - " var dataURL = this.canvas.toDataURL();\n", - " this.cell_info[1]['text/html'] =\n", - " '';\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 () {\n", - " fig.push_to_output();\n", - " }, 1000);\n", - "};\n", - "\n", - "mpl.figure.prototype._init_toolbar = function () {\n", - " var fig = this;\n", - "\n", - " var toolbar = document.createElement('div');\n", - " toolbar.classList = 'btn-toolbar';\n", - " this.root.appendChild(toolbar);\n", - "\n", - " function on_click_closure(name) {\n", - " return function (_event) {\n", - " return fig.toolbar_button_onclick(name);\n", - " };\n", - " }\n", - "\n", - " function on_mouseover_closure(tooltip) {\n", - " return function (event) {\n", - " if (!event.currentTarget.disabled) {\n", - " return fig.toolbar_button_onmouseover(tooltip);\n", - " }\n", - " };\n", - " }\n", - "\n", - " fig.buttons = {};\n", - " var buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " var button;\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", - " /* Instead of a spacer, we start a new button group. */\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - " buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " continue;\n", - " }\n", - "\n", - " button = fig.buttons[name] = document.createElement('button');\n", - " button.classList = 'btn btn-default';\n", - " button.href = '#';\n", - " button.title = name;\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', on_click_closure(method_name));\n", - " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " // Add the status bar.\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message pull-right';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "\n", - " // Add the close button to the window.\n", - " var buttongrp = document.createElement('div');\n", - " buttongrp.classList = 'btn-group inline pull-right';\n", - " button = document.createElement('button');\n", - " button.classList = 'btn btn-mini btn-primary';\n", - " button.href = '#';\n", - " button.title = 'Stop Interaction';\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', function (_evt) {\n", - " fig.handle_close(fig, {});\n", - " });\n", - " button.addEventListener(\n", - " 'mouseover',\n", - " on_mouseover_closure('Stop Interaction')\n", - " );\n", - " buttongrp.appendChild(button);\n", - " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", - " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", - "};\n", - "\n", - "mpl.figure.prototype._remove_fig_handler = function (event) {\n", - " var fig = event.data.fig;\n", - " if (event.target !== this) {\n", - " // Ignore bubbled events from children.\n", - " return;\n", - " }\n", - " fig.close_ws(fig, {});\n", - "};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (el) {\n", - " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (el) {\n", - " // this is important to make the div 'focusable\n", - " el.setAttribute('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", - " } else {\n", - " // location in version 2\n", - " IPython.keyboard_manager.register_events(el);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (event, _name) {\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", - "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(\n", - " 'matplotlib',\n", - " mpl.mpl_figure_comm\n", - " );\n", - "}\n" - ], "text/plain": [ - "" + "128" ] }, + "execution_count": 13, "metadata": {}, - "output_type": "display_data" - }, + "output_type": "execute_result" + } + ], + "source": [ + "# assuming a square scan:\n", + "side = int(math.sqrt(header.frames_in_acquisition()))\n", + "side" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "present-threshold", + "metadata": {}, + "outputs": [ { "data": { - "text/html": [ - "" - ], "text/plain": [ - "" + "" ] }, + "execution_count": 14, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" }, { "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "30efae517ba448a49e6aa183f3e36813", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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", 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