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@ketch
Created May 22, 2024 06:01
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{
"cells": [
{
"cell_type": "code",
"execution_count": 12,
"id": "855791f4-39b1-4ef6-9e56-a7b6b341c08b",
"metadata": {},
"outputs": [],
"source": [
"import stegoton\n",
"import matplotlib.pyplot as plt\n",
"from IPython.display import HTML\n",
"from matplotlib import animation"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "a403cb7a-6c50-49a8-9187-4cb93c2e965f",
"metadata": {},
"outputs": [],
"source": [
"import stegoton # Replace this with the name of your script"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "0d637eba-a45a-491c-a386-a4305d62af81",
"metadata": {},
"outputs": [],
"source": [
"claw = stegoton.setup() # replace with name of your script\n",
"claw.keep_copy = True"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "11bd6c49-7736-453a-ab4a-ce69a2e1c733",
"metadata": {},
"outputs": [],
"source": [
"claw.run()"
]
},
{
"cell_type": "markdown",
"id": "48e9c69a-581e-4894-8253-d887fe54dd06",
"metadata": {},
"source": [
"## Plot one frame"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "d26ff1c3-ff13-4d7b-a641-96b039e98b90",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[<matplotlib.lines.Line2D at 0x11431c290>]"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"eps = claw.frames[-1].q[0,:]\n",
"xc = claw.solution.grid.x.centers\n",
"plt.plot(xc,eps)"
]
},
{
"cell_type": "markdown",
"id": "66bd38db-7c19-4f1d-927f-010413c80cf1",
"metadata": {},
"source": [
"## Zoom in"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "6314ab8c-658a-4f80-9212-bf9b8c7d2185",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(25.0, 35.0)"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.plot(xc,eps)\n",
"plt.xlim(25,35)"
]
},
{
"cell_type": "markdown",
"id": "bcbf3db8-c3e5-4d8e-ad2d-93902d08b77a",
"metadata": {},
"source": [
"## Plot an animation"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "06abc2c3-d2a3-49df-a76b-99fbc05717aa",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"2024-05-22 08:57:55,890 INFO CLAW: Animation.save using <class 'matplotlib.animation.HTMLWriter'>\n",
"2024-05-22 08:58:33,804 WARNING CLAW: Animation size has reached 20993676 bytes, exceeding the limit of 20971520.0. If you're sure you want a larger animation embedded, set the animation.embed_limit rc parameter to a larger value (in MB). This and further frames will be dropped.\n"
]
},
{
"data": {
"text/html": [
"\n",
"<link rel=\"stylesheet\"\n",
"href=\"https://maxcdn.bootstrapcdn.com/font-awesome/4.4.0/css/font-awesome.min.css\">\n",
"<script language=\"javascript\">\n",
" function isInternetExplorer() {\n",
" ua = navigator.userAgent;\n",
" /* MSIE used to detect old browsers and Trident used to newer ones*/\n",
" return ua.indexOf(\"MSIE \") > -1 || ua.indexOf(\"Trident/\") > -1;\n",
" }\n",
"\n",
" /* Define the Animation class */\n",
" function Animation(frames, img_id, slider_id, interval, loop_select_id){\n",
" this.img_id = img_id;\n",
" this.slider_id = slider_id;\n",
" this.loop_select_id = loop_select_id;\n",
" this.interval = interval;\n",
" this.current_frame = 0;\n",
" this.direction = 0;\n",
" this.timer = null;\n",
" this.frames = new Array(frames.length);\n",
"\n",
" for (var i=0; i<frames.length; i++)\n",
" {\n",
" this.frames[i] = new Image();\n",
" this.frames[i].src = frames[i];\n",
" }\n",
" var slider = document.getElementById(this.slider_id);\n",
" slider.max = this.frames.length - 1;\n",
" if (isInternetExplorer()) {\n",
" // switch from oninput to onchange because IE <= 11 does not conform\n",
" // with W3C specification. It ignores oninput and onchange behaves\n",
" // like oninput. In contrast, Microsoft Edge behaves correctly.\n",
" slider.setAttribute('onchange', slider.getAttribute('oninput'));\n",
" slider.setAttribute('oninput', null);\n",
" }\n",
" this.set_frame(this.current_frame);\n",
" }\n",
"\n",
" Animation.prototype.get_loop_state = function(){\n",
" var button_group = document[this.loop_select_id].state;\n",
" for (var i = 0; i < button_group.length; i++) {\n",
" var button = button_group[i];\n",
" if (button.checked) {\n",
" return button.value;\n",
" }\n",
" }\n",
" return undefined;\n",
" }\n",
"\n",
" Animation.prototype.set_frame = function(frame){\n",
" this.current_frame = frame;\n",
" document.getElementById(this.img_id).src =\n",
" this.frames[this.current_frame].src;\n",
" document.getElementById(this.slider_id).value = this.current_frame;\n",
" }\n",
"\n",
" Animation.prototype.next_frame = function()\n",
" {\n",
" this.set_frame(Math.min(this.frames.length - 1, this.current_frame + 1));\n",
" }\n",
"\n",
" Animation.prototype.previous_frame = function()\n",
" {\n",
" this.set_frame(Math.max(0, this.current_frame - 1));\n",
" }\n",
"\n",
" Animation.prototype.first_frame = function()\n",
" {\n",
" this.set_frame(0);\n",
" }\n",
"\n",
" Animation.prototype.last_frame = function()\n",
" {\n",
" this.set_frame(this.frames.length - 1);\n",
" }\n",
"\n",
" Animation.prototype.slower = function()\n",
" {\n",
" this.interval /= 0.7;\n",
" if(this.direction > 0){this.play_animation();}\n",
" else if(this.direction < 0){this.reverse_animation();}\n",
" }\n",
"\n",
" Animation.prototype.faster = function()\n",
" {\n",
" this.interval *= 0.7;\n",
" if(this.direction > 0){this.play_animation();}\n",
" else if(this.direction < 0){this.reverse_animation();}\n",
" }\n",
"\n",
" Animation.prototype.anim_step_forward = function()\n",
" {\n",
" this.current_frame += 1;\n",
" if(this.current_frame < this.frames.length){\n",
" this.set_frame(this.current_frame);\n",
" }else{\n",
" var loop_state = this.get_loop_state();\n",
" if(loop_state == \"loop\"){\n",
" this.first_frame();\n",
" }else if(loop_state == \"reflect\"){\n",
" this.last_frame();\n",
" this.reverse_animation();\n",
" }else{\n",
" this.pause_animation();\n",
" this.last_frame();\n",
" }\n",
" }\n",
" }\n",
"\n",
" Animation.prototype.anim_step_reverse = function()\n",
" {\n",
" this.current_frame -= 1;\n",
" if(this.current_frame >= 0){\n",
" this.set_frame(this.current_frame);\n",
" }else{\n",
" var loop_state = this.get_loop_state();\n",
" if(loop_state == \"loop\"){\n",
" this.last_frame();\n",
" }else if(loop_state == \"reflect\"){\n",
" this.first_frame();\n",
" this.play_animation();\n",
" }else{\n",
" this.pause_animation();\n",
" this.first_frame();\n",
" }\n",
" }\n",
" }\n",
"\n",
" Animation.prototype.pause_animation = function()\n",
" {\n",
" this.direction = 0;\n",
" if (this.timer){\n",
" clearInterval(this.timer);\n",
" this.timer = null;\n",
" }\n",
" }\n",
"\n",
" Animation.prototype.play_animation = function()\n",
" {\n",
" this.pause_animation();\n",
" this.direction = 1;\n",
" var t = this;\n",
" if (!this.timer) this.timer = setInterval(function() {\n",
" t.anim_step_forward();\n",
" }, this.interval);\n",
" }\n",
"\n",
" Animation.prototype.reverse_animation = function()\n",
" {\n",
" this.pause_animation();\n",
" this.direction = -1;\n",
" var t = this;\n",
" if (!this.timer) this.timer = setInterval(function() {\n",
" t.anim_step_reverse();\n",
" }, this.interval);\n",
" }\n",
"</script>\n",
"\n",
"<style>\n",
".animation {\n",
" display: inline-block;\n",
" text-align: center;\n",
"}\n",
"input[type=range].anim-slider {\n",
" width: 374px;\n",
" margin-left: auto;\n",
" margin-right: auto;\n",
"}\n",
".anim-buttons {\n",
" margin: 8px 0px;\n",
"}\n",
".anim-buttons button {\n",
" padding: 0;\n",
" width: 36px;\n",
"}\n",
".anim-state label {\n",
" margin-right: 8px;\n",
"}\n",
".anim-state input {\n",
" margin: 0;\n",
" vertical-align: middle;\n",
"}\n",
"</style>\n",
"\n",
"<div class=\"animation\">\n",
" <img id=\"_anim_img465f772ae914443baadc1eac3b0fc1ea\">\n",
" <div class=\"anim-controls\">\n",
" <input id=\"_anim_slider465f772ae914443baadc1eac3b0fc1ea\" type=\"range\" class=\"anim-slider\"\n",
" name=\"points\" min=\"0\" max=\"1\" step=\"1\" value=\"0\"\n",
" oninput=\"anim465f772ae914443baadc1eac3b0fc1ea.set_frame(parseInt(this.value));\">\n",
" <div class=\"anim-buttons\">\n",
" <button title=\"Decrease speed\" aria-label=\"Decrease speed\" onclick=\"anim465f772ae914443baadc1eac3b0fc1ea.slower()\">\n",
" <i class=\"fa fa-minus\"></i></button>\n",
" <button title=\"First frame\" aria-label=\"First frame\" onclick=\"anim465f772ae914443baadc1eac3b0fc1ea.first_frame()\">\n",
" <i class=\"fa fa-fast-backward\"></i></button>\n",
" <button title=\"Previous frame\" aria-label=\"Previous frame\" onclick=\"anim465f772ae914443baadc1eac3b0fc1ea.previous_frame()\">\n",
" <i class=\"fa fa-step-backward\"></i></button>\n",
" <button title=\"Play backwards\" aria-label=\"Play backwards\" onclick=\"anim465f772ae914443baadc1eac3b0fc1ea.reverse_animation()\">\n",
" <i class=\"fa fa-play fa-flip-horizontal\"></i></button>\n",
" <button title=\"Pause\" aria-label=\"Pause\" onclick=\"anim465f772ae914443baadc1eac3b0fc1ea.pause_animation()\">\n",
" <i class=\"fa fa-pause\"></i></button>\n",
" <button title=\"Play\" aria-label=\"Play\" onclick=\"anim465f772ae914443baadc1eac3b0fc1ea.play_animation()\">\n",
" <i class=\"fa fa-play\"></i></button>\n",
" <button title=\"Next frame\" aria-label=\"Next frame\" onclick=\"anim465f772ae914443baadc1eac3b0fc1ea.next_frame()\">\n",
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" <button title=\"Last frame\" aria-label=\"Last frame\" onclick=\"anim465f772ae914443baadc1eac3b0fc1ea.last_frame()\">\n",
" <i class=\"fa fa-fast-forward\"></i></button>\n",
" <button title=\"Increase speed\" aria-label=\"Increase speed\" onclick=\"anim465f772ae914443baadc1eac3b0fc1ea.faster()\">\n",
" <i class=\"fa fa-plus\"></i></button>\n",
" </div>\n",
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" class=\"anim-state\">\n",
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" <input type=\"radio\" name=\"state\" value=\"reflect\" id=\"_anim_radio3_465f772ae914443baadc1eac3b0fc1ea\"\n",
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" <label for=\"_anim_radio3_465f772ae914443baadc1eac3b0fc1ea\">Reflect</label>\n",
" </form>\n",
" </div>\n",
"</div>\n",
"\n",
"\n",
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