added test for new morph data structure

This commit is contained in:
James McClure committed 2021-11-02 10:50:36 -04:00
1 parent 7ed5be99ba
commit ffab37f6fa
4 files changed
+582 -299

No files matched your search

+36 -114
View File
@@ -2,85 +2,52 @@
"cells": [
{
"cell_type": "code",
"execution_count": 37,
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"import random\n",
"import numpy as np\n",
"import matplotlib.pylab as plt\n"
"import matplotlib.pylab as plt\n",
"import pandas as pd\n",
"\n",
"Nx=3\n",
"Ny=128\n",
"Nz=128\n",
"dx = 1.0/(Nz-1)\n",
"ID = np.ones(Nx*Ny*Nz,dtype='uint8')\n",
"ID.shape = (Nz,Ny,Nx)"
]
},
{
"cell_type": "code",
"execution_count": 38,
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"for idx in range(len(D)):\n",
" #print(idx)\n",
" cx=D['cx'][idx] / dx\n",
" cy=D['cy'][idx] /dx\n",
" r=D['r'][idx] /dx\n",
" for i in range(0,Nz):\n",
" for j in range(0,Ny):\n",
" if ( (cx-i)*(cx-i) + (cy-j)*(cy-j) < r*r ):\n",
" ID[i,j,0] = 0\n",
" ID[i,j,1] = 0\n",
" ID[i,j,2] = 0\n",
"\n",
" \n",
"ID.tofile(\"discs_3x128x128.raw\")"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"473.53100883248396"
]
},
"execution_count": 38,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"Radius = 36\n",
"random.seed(23)\n",
"random.uniform(0,512)"
]
},
{
"cell_type": "code",
"execution_count": 203,
"metadata": {},
"outputs": [],
"source": [
"cx = [312, 70, 173, 250, 100, 30, 70, 210, 200, 112, 332, 346, 452, 431, 500, 480]\n",
"cy = [327, 64, 112, 20, 350, 450, 210, 438, 261, 500, 172, 455, 349, 60, 210, 460]\n",
"radius = [46, 42, 49, 48, 43, 48, 64, 56, 46, 30, 86, 62, 52, 38, 59, 41]\n",
"#for i in range(1,30):\n",
"# cx.append(random.uniform(0,512))\n",
"# cy.append(random.uniform(0,512))\n",
" "
]
},
{
"cell_type": "code",
"execution_count": 244,
"metadata": {},
"outputs": [],
"source": [
"Lid = np.ones((512,512),dtype=np.uint8)\n",
"ID = np.ones((512,512),dtype=np.uint8)\n",
"for i in range(len(radius)):\n",
" Cx = cx[i]\n",
" Cy = cy[i]\n",
" Radius = radius[i]\n",
" for i in range(np.int(Cx-Radius),np.int(Cx+Radius)):\n",
" for j in range(np.int(Cy-Radius),np.int(Cy+Radius)):\n",
" if i>1 and i<512 and j>1 and j<512:\n",
" if ((i-Cx)*(i-Cx) + (j-Cy)*(j-Cy) < Radius*Radius):\n",
" ID[i,j] = 0\n",
" \n",
"for i in range(512):\n",
" ID[1,i] = 0\n",
" ID[2,i] = 0\n",
" ID[510,i] = 0\n",
" ID[511,i] = 0"
]
},
{
"cell_type": "code",
"execution_count": 245,
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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 truncated
"image/png": "iVBORw0KGgoAAAANSUhEUgAAAXcAAAEICAYAAACktLTqAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4xLjEsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy8QZhcZAAAaHklEQVR4nO3df7RddXnn8ffHBBBywYDgnZAbCWrEImtqOFGYWq0xVIERQ1udCavVWHFlzSypONo1QFlTmE7pSBvp4BJrnYaaVuCKKENkhpE0XmqdmaC5BEkwUgIoXIjEH6FwlWJjn/ljfy9sDufcH+ecfc7e+35ea+11z/79nL3Pee5zvvuXIgIzM6uXFw06ADMz6z0ndzOzGnJyNzOrISd3M7MacnI3M6shJ3czsxpycjfrEUnvk/T1NuNeLmlS0oJ+x2Xzk5O7WSLpDkkfKGLZEfFwRAxFxM+LWL5ZMyd3M7MacnK3npF0kaRHJT0l6T5Ja9LwF0m6WNIDkn4k6UZJx+Tme6+k76Vx/0nSdyWdkcZdLukLkj6XlrtL0qslXSJpv6RHJL0tt6yXSNokaV+K5Q+nmkKmmk0kbZR0QNJDks5K464A3gR8MjWffDINf42krZJ+nN7Tv8mt66WStkh6UtI3gFdOs22WSwpJC1P/HSm2/5vW9+W0vOvS8r4paXlu/qvTe31S0rikN+XGHS5pc3pPeyT9R0kTufHHS/qipB+k9/yhDnexVYiTu/WEpJOAC4DXR8SRwNuB76bRHwLOBX4FOB44AFyT5jsZ+BTwm8AS4CXA0qbFnwP8NXA0sBP4CtlndynwB8Cf56bdDBwEXgWsBN4G5JtaTgPuA44F/hjYJEkRcSnwd8AFqfnkAkmLgK3A9cDLgPOAT0l6bVrWNcA/prjfn7q5WAe8J72PVwL/D/hL4BhgD3BZbtpvAq9L464HviDpxWncZcBy4BXArwK/NTWTpBcBXwa+ldazBviwpLfPMVarmohw567rjiyZ7gfOAA5pGrcHWJPrXwL8E7AQ+H3ghty4I4CfAWek/suBrbnx5wCTwILUfyQQwGJgGHgGODw3/XnAWHr9PmBv07oC+Bep/w7gA7nx/xb4u6b38udkyXRBeg+vyY37I+DrbbbP8rSuhbl1XZob/3Hgtqb3efc02/sA8Ivp9YPA23PjPgBMpNenAQ83zXsJ8JeD/sy4K7ZbONt/AmbTiYi9kj5MloxfK+krwEci4jHgBOBmSf+cm+XnZMn4eOCR3HJ+KulHTYt/PPf6aeCH8dyByafT36G0rEOAfZKmpn9RfvnA95vWNTVvKycAp0l6IjdsIdmviOPS6/yyv9dmOe00v6/m/mfjkvRRsqR9PNk/iaPIfn1A0zZsen0CcHzTe1hA9ivFaszJ3XomIq4Hrpd0FFmFeyVZs8MjwPsj4v80zyNpH3BSrv9w4KUdhvAIWeV+bEQc7GD+5lukPgL8bUT8avOEqR3/ILAM+E4a/PIO1jmj1L5+EVmTyr0R8c+SDgBT/8H2ASPAt1P/stzsjwAPRcSKImKz8nKbu/WEpJMkvVXSYWTt0E+TVecAnwaukHRCmvY4SWvTuJuAcyT9kqRDgf/Mc0lrTiJiH3A78HFJR6UDua+U9CuzXMTjZO3WU24FXi3pPZIOSd3rJf1C+uXwJeBySUekYwfrO4l7Fo4k+0fyA2ChpN8nq9yn3AhcIuloSUvJjn1M+QbwZDrYfbikBZJOkfT6gmK1knByt145DPgY8EOypo+XAb+Xxl0NbAFul/QUsJ2sLZiIuBf4HWCUrAJ9iqzt/pkO43gvcChZFXuA7J/HklnOezXwrnTWySci4imyA7LrgMfS+7oyvVfIkuhQGv5ZsoOhRfgKcBvw92RNP//I85te/gCYAB4C/obsPT8DkP4JnUN2MPYhsv3zF2QHrq3GFOGHdVh5SBoCngBWRMRDg46niiT9e2BdRMz2F4vVkCt3GzhJ56SmjUXARmAXz51GaTOQtETSG1Mz1EnAR4GbBx2XDZaTu5XBWrJmj8eAFWRVp39Szt6hZAewnwK+CtxCdu2AzWNuljEzqyFX7mZmNVSK89yPPfbYWL58ecfz/+QnP2HRokW9C6hAVYm1KnFCdWKtSpxQnVirEicUE+v4+PgPI+K4liMHfYlsRNBoNKIbY2NjXc3fT1WJtSpxRlQn1qrEGVGdWKsSZ0QxsQI7ok1edbOMmVkNObmbmdWQk7uZWQ05uZuZ1ZCTu5lZDTm5m5nVkJO7mVkNObmbmdWQk7uZWQ3NmNwlXStpv6TduWF/Iuk7ku6RdLOkxblxl0jaK+k+P2HdzGwwZlO5fxY4s2nYVuCUiPiXZE+HuQQgPWpsHfDaNM+n0rMmzcysj2ZM7hHxNeDHTcNuj+ceQLyd7OG8kN2XezQinonsKTp7gTf0MF4zM5uFWd3PXdJy4NaIOKXFuC8Dn4+Iz0n6JLA9Ij6Xxm0CbouIm1rMtwHYADA8PNwYHR3t+E1MTk4yNDTU8fz9VJVYqxInVCfWqsQJ1Ym1KnFCMbGuXr16PCJWtRzZ7o5i+Q5YDuxuMfxSssd5Tf2TuAb4rdz4TcBvzLR83xWyfKoSZ0R1Yq1KnBHVibUqcUb0/66QHd/PXdJ64B3AmrQSyJ7Aviw32QjZo9OsZoaktuMm/XQvs4Hr6FRISWcCFwHvjIif5kZtAdZJOkzSiWTPw/xG92GamdlczFi5S7oBeAtwrKQJ4DKys2MOA7Yqq+C2R8S/i4h7Jd0IfBs4CHwwIn5eVPBWvOkq9E7mcVVv1h8zJveIOK/F4E3TTH8FcEU3QZmZWXd8hao9z5DEkMTO8fGOqvbZLr+IZZvZc0rxgGwbvEEk2+Z1usnGrHdcuZuZ1ZAr93msbE0jQ5Krd7MeceVuZlZDrtznobJV7HlTsbmCN+uOK/d5psyJPc9n1Jh1x8ndzKyGnNyt1FzBm3XGyd3MrIZ8QHWecPVrNr+4cq+5ujRr1OE9mPWTk7uZWQ05uZuZ1ZCTu5lZDTm5W2XU5fiBWT84uZuZ1ZCTe425yjWbv5zczcxqyMndzKyGnNytcnxgtVj5Z+g2d1YdTu5mZjXke8uYzUOdVuHTzecHrJSLk7vZPFF0s0p++U70g+dmGTOzGpoxuUu6VtJ+Sbtzw46RtFXS/env0Wm4JH1C0l5J90g6tcjgzWxmgzgY6gOwgzebyv2zwJlNwy4GtkXECmBb6gc4C1iRug3An/UmTDMzm4sZk3tEfA34cdPgtcDm9HozcG5u+F9FZjuwWNKSXgVrZnMz6OrZp1EOjmIWBz4kLQdujYhTUv8TEbE4N/5ARBwt6VbgYxHx9TR8G3BRROxoscwNZNU9w8PDjdHR0Y7fxOTkJENDQx3P30/9jHXn+HjH8y4dGeHRiYkeRtN7KxsNoDr7vyr7Hord/1P7rReqsu+hmFhXr149HhGrWo6MiBk7YDmwO9f/RNP4A+nv/wR+OTd8G9CYafmNRiO6MTY21tX8/dTPWBdBx91VGzd2NX8/ukFs025UZd8Xvf97qSr7PqKYWIEd0Savdnq2zONTzS3p7/40fAJYlptuBHisw3WYtTQZ4VPt2nATiE3pNLlvAdan1+uBW3LD35vOmjkd+IeI2NdljGZmNkczXsQk6QbgLcCxkiaAy4CPATdKOh94GHh3mvx/AWcDe4GfAr9dQMxm1kJVKvapOP3rq1gzJveIOK/NqDUtpg3gg90GZWZm3fEVqjXmysjKrCq/NKrK95axyvA/q9acJK0VV+5mZjXk5F5zPm3QbH5ycjczqyG3uVsl+NfHC9Whrd2nRRbHlfs84eYZs/nFyd3MrIac3OeZqlXv/sVh1hkndzOzGvIB1XloqhIu8wE5V+tm3XFyn8fKmOSd1M16w80yZmY15ORupamWyxKHWR04uZuZ1ZCTuwHPnXLYz1MPB7FOs/nCyd3MrIZ8toy1tLLRKORsGlfoZv3h5G4zckI2qx43y5iZ1ZCTu1lF+UC0TcfJ3cyshtzmbmYD418exXHlblZxbp6xVpzczcxqqKvkLuk/SLpX0m5JN0h6saQTJd0p6X5Jn5d0aK+CNbP68K+NYnWc3CUtBT4ErIqIU4AFwDrgSuBPI2IFcAA4vxeBmpnZ7HXbLLMQOFzSQuAIYB/wVuCmNH4zcG6X6zCzWahKJexjBP2h6GIjS7oQuAJ4GrgduBDYHhGvSuOXAbelyr553g3ABoDh4eHG6Ohox3FMTk4yNDTU8fz9VJVYqxInVCfWfsa5c3y8q/mXjozw6MREj6J5vpWNRs+WVZV9D8XEunr16vGIWNVyZER01AFHA18FjgMOAf4H8B5gb26aZcCumZbVaDSiG2NjY13N309VibUqcUZUJ9Z+xrkIuuqu2rix62W063qpKvs+ophYgR3RJq92c577GcBDEfEDAElfAn4JWCxpYUQcBEaAx7pYh5nVhJti+qubNveHgdMlHSFJwBrg28AY8K40zXrglu5CNDOzueo4uUfEnWQHTu8CdqVlfQa4CPiIpL3AS4FNPYjTzOagbA9BKUsc80lXtx+IiMuAy5oGPwi8oZvlmpXFbO5lX/bEVcR9+We7ThscX6FqZlZDvnGYzXvdVrTt5i9b9ZqPp4gqvmzvd75z5W5mVkNO7jYvDUnPdv1YRz/bu2cjf8C1k4Ov3cxr/eHkbmZWQ07uNm8MuoreOT5eyio+b6oKX9lotK3uXaVXgw+oWu2VMZlOxeREaUVx5W5mVkOu3K12ylipt5OP1VW89ZIrdzOzGnJyt1qpUtXerOwHW61anNzNzGrIyd3MrIZ8QNVqoU7NGT5N0nrBlbuZWQ05uVulDUldPwy6rOr0a8T6z8ndzKyGnNzNzGrIyd0qaz40W/jcd+uUk7uZWQ05uZuZ1ZCTu5lZDfkiJquc+dgG7QubbK5cuZuZ1ZCTu5lZDXWV3CUtlnSTpO9I2iPpX0k6RtJLine truncated
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
@@ -94,57 +61,12 @@
"source": [
"plt.figure(1)\n",
"plt.title('segmented image')\n",
"plt.pcolormesh(ID[:,:],cmap='hot')\n",
"plt.pcolormesh(ID[:,:,1],cmap='hot')\n",
"plt.grid(True)\n",
"plt.axis('equal')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 246,
"metadata": {},
"outputs": [],
"source": [
"Data = np.transpose(np.array([Lid,ID,ID,ID,ID,ID,ID,ID,ID,ID,ID,ID,ID,ID,ID,ID,ID,Lid]))"
]
},
{
"cell_type": "code",
"execution_count": 248,
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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 truncated
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.figure(1)\n",
"plt.title('segmented image')\n",
"plt.pcolormesh(Data[:,:,9],cmap='hot')\n",
"plt.grid(True)\n",
"plt.axis('equal')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 249,
"metadata": {},
"outputs": [],
"source": [
"Data.tofile(\"discs512x512x18.raw\")"
]
},
{
"cell_type": "code",
"execution_count": null,
@@ -169,7 +91,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.8.3"
"version": "3.7.4"
}
},
"nbformat": 4,