{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# XYZ masks"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2020-05-02T01:09:10.730111Z",
     "start_time": "2020-05-02T01:09:07.208936Z"
    }
   },
   "outputs": [],
   "source": [
    "from diffractio import degrees, np, um, mm\n",
    "from diffractio.scalar_masks_XY import Scalar_mask_XY\n",
    "from diffractio.scalar_masks_XYZ import Scalar_mask_XYZ"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# change to pv.set_jupyter_backend('trame') for dynamic images.\n",
    "import pyvista as pv\n",
    "pv.set_jupyter_backend('static')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Sphere"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2020-05-02T01:09:17.265445Z",
     "start_time": "2020-05-02T01:09:10.732795Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": 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A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBRXP/APCd+D/+hr0P/wAGMP8A8VR/wnfg/wD6GvQ//BjD/wDFUAdBXP8Ajv8A5J54l/7BV1/6Kaj/AITvwf8A9DXof/gxh/8Aiqw/GnjTwrdeBfENvb+JdGmnl0y5SOOO/iZnYxMAAA2SSeMUAbngT/knnhr/ALBVr/6KWugrg/BfjTwra+BfD1vceJdGhni0y2SSOS/iVkYRKCCC2QQeMVuf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQUVz/APwnfg//AKGvQ/8AwYw//FUf8J34P/6GvQ//AAYw/wDxVAHQVz/jv/knniX/ALBV1/6Kaj/hO/B//Q16H/4MYf8A4qsPxp408K3XgXxDb2/iXRpp5dMuUjjjv4mZ2MTAAANkknjFAH//2Q==",
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",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=1024x768>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "length = 100*um\n",
    "numdataX = 128\n",
    "numdataZ = 128\n",
    "\n",
    "\n",
    "x0 = np.linspace(-length/2, length/2, numdataX)\n",
    "y0 = np.linspace(-length/2, length/2, numdataX)\n",
    "z0 = np.linspace(-length/2, length/2, numdataX)\n",
    "wavelength = 0.55*um\n",
    "\n",
    "uxyz = Scalar_mask_XYZ(\n",
    "    x=x0, y=y0, z=z0, wavelength=wavelength, n_background=1., info='')\n",
    "uxyz.sphere( r0=(0*um, 0*um, 0*um), radius=(20*um, 30*um, 40*um), refractive_index=2)\n",
    "\n",
    "uxyz.draw_XYZ(kind= \"refractive_index\", drawing= \"projections\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Square"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2020-05-02T01:09:22.232508Z",
     "start_time": "2020-05-02T01:09:19.438783Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": 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ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQUVz/wDwnfg//oa9D/8ABjD/APFUf8J34P8A+hr0P/wYw/8AxVAHQVz/AI7/AOSeeJf+wVdf+imo/wCE78H/APQ16H/4MYf/AIqsPxp408K3XgXxDb2/iXRpp5dMuUjjjv4mZ2MTAAANkknjFAH/2Q==",
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",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=1024x768>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "length = 100*um\n",
    "\n",
    "\n",
    "x0 = np.linspace(-length/2, length/2, 128)\n",
    "y0 = np.linspace(-length/2, length/2, 128)\n",
    "z0 = np.linspace(-length/2, length/2, 128)\n",
    "wavelength = 0.55*um\n",
    "\n",
    "\n",
    "uxyz = Scalar_mask_XYZ(\n",
    "    x=x0, y=y0, z=z0, wavelength=wavelength, n_background=1., info='')\n",
    "uxyz.cube(\n",
    "    r0=(0*um, 0*um, 0*um),\n",
    "    size=(50*um, 50*um, 50*um),\n",
    "    refractive_index=2)\n",
    "uxyz.draw_XYZ(kind= \"refractive_index\", drawing= \"projections\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Cylinder"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2020-05-02T01:09:29.334550Z",
     "start_time": "2020-05-02T01:09:24.171084Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": 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      "image/png": 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",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=1024x768>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "size = 100*um\n",
    "\n",
    "\n",
    "x0 = np.linspace(-size/2, size/2, 128)\n",
    "y0 = np.linspace(-size/2, size/2, 128)\n",
    "z0 = np.linspace(-size/2, size/2, 128)\n",
    "wavelength = 0.55*um\n",
    "\n",
    "\n",
    "uxyz = Scalar_mask_XYZ(\n",
    "    x=x0, y=y0, z=z0, wavelength=wavelength, n_background=1., info='')\n",
    "uxyz.cylinder(r0=(0*um, 0*um, 0*um),\n",
    "              radius=(25*um, 25*um),\n",
    "              length=25*um,\n",
    "              refractive_index=2)\n",
    "uxyz.draw_XYZ(kind= \"refractive_index\", drawing= \"projections\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Aspheric_lens"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": 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",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=1024x768>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "size = 1000*um\n",
    "\n",
    "\n",
    "x0 = np.linspace(-size/2, size/2, 128)\n",
    "y0 = np.linspace(-size/2, size/2, 128)\n",
    "z0 = np.linspace(-size/2, size/2, 128)\n",
    "wavelength = 0.55*um\n",
    "\n",
    "uxyz = Scalar_mask_XYZ(\n",
    "    x=x0, y=y0, z=z0, wavelength=wavelength, n_background=1., info='')\n",
    "\n",
    "\n",
    "a=[(0, 1e-12), (0, 0), (0, 0), (0, 0), (0, 0), (0, 0)]\n",
    "\n",
    "rotation = dict(kind = 'axis', point=(0,50,0), axis=(0,1,0), angle=10*degrees)\n",
    "\n",
    "uxyz.clear_refractive_index()\n",
    "focal, ipasa = uxyz.aspheric_lens(\n",
    "    r0=(0 * um, 0 * um, 0*um),\n",
    "    refractive_index=4,\n",
    "    cx=(1 / (.5 * mm), 1 / (.4 * mm)),\n",
    "    Qx=(0, 0),\n",
    "    a=a,\n",
    "    thickness=0.1 * mm,\n",
    "    diameter=1 * mm,\n",
    "    mask=(50 * um, 1 + 2.05j),\n",
    "    rotation=rotation,\n",
    ")\n",
    "\n",
    "uxyz.draw_XYZ(kind= \"refractive_index\", drawing= \"projections\", opacity=0.1)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Lens"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=1024x768>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "x0 = np.linspace(-500 * um, 500 * um, 128)\n",
    "y0 = np.linspace(-500 * um, 500 * um, 128)\n",
    "z0 = np.linspace(-500 * um, 500 * um, 128)\n",
    "wavelength = .5 * um\n",
    "\n",
    "rotation = None\n",
    "rotation = dict(kind = 'axis', point=(0,0,0), axis=(0,1,0), angle=25*degrees)\n",
    "\n",
    "txyz = Scalar_mask_XYZ(\n",
    "    x=x0, y=y0, z=z0, wavelength=wavelength, n_background=1., info='')\n",
    "\n",
    "\n",
    "focal, _ = txyz.lens(r0=(0,0,-0.125*mm), diameter = 1*mm, radii = (1.5*mm, -1.5*mm), thickness= 0.25*mm,\n",
    "            refractive_index= 2, rotation=rotation)\n",
    "\n",
    "txyz.draw_XYZ(kind= \"refractive_index\", drawing= \"projections\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## STL file"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": 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",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=1024x768>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# provide info about size of frame, and part is enclosed in this size\n",
    "\n",
    "length = 200*um\n",
    "\n",
    "num_x = 128\n",
    "num_y = 128\n",
    "num_z = 128\n",
    "\n",
    "\n",
    "x0 = np.linspace(-length/2, length/2, numdataX)\n",
    "y0 = np.linspace(-length/2, length/2, numdataX)\n",
    "z0 = np.linspace(-length/2, length/2, numdataZ)\n",
    "wavelength = 0.55*um\n",
    "\n",
    "\n",
    "uxyz = Scalar_mask_XYZ(\n",
    "    x=x0, y=y0, z=z0, wavelength=wavelength)\n",
    "\n",
    "uxyz.stl(filename=\"Meissner_Tetrahedron.stl\", refractive_index=1.5)\n",
    "\n",
    "uxyz.draw_XYZ(kind= \"refractive_index\", drawing= \"projections\", filename='n_cylinder.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": 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v+/zf41C2r6l/0ELv/v8AN/jXUHwRn/mI/wDkH/7KmHwJn/mJf+QP/sq0Vaj/AEiHQr/0zlG1jVP+glef9/2/xqJta1X/AKCd5/3/AG/xrrT4Az/zE/8AyB/9lUZ+Hmf+Yp/5L/8A2VUq9D+kS8PiO34/8E5Btb1b/oKXv/gQ/wDjULa7q/8A0Fb7/wACH/xrsj8OM/8AMV/8l/8A7KmH4aZ/5i//AJLf/ZVSxGH/AKRLw2J7fj/wTi217WP+gtf/APgS/wDjULeINa/6C9//AOBL/wCNdufhhn/mMf8Akt/9nTD8LM/8xn/yV/8As6pYnDd/w/4Avq2J7fj/AME4VvEOt/8AQY1D/wACX/xqFvEeuf8AQZ1H/wACn/xrvD8KM/8AMa/8lf8A7OmH4SZ/5jf/AJKf/Z1SxOG7/h/wBfVsT2/H/gnAt4k13/oNaj/4FP8A41C3ibX/APoN6l/4Fyf416CfhBn/AJjv/kp/9nUZ+Dmf+Y9/5J//AGdV9awvf8P+AH1bE9vx/wCCeet4n8Qf9BzU/wDwLk/xqFvFPiH/AKD2qf8AgZJ/jXop+DOf+Y//AOSf/wBnTD8Fc/8AMwf+Sf8A9sp/WsL3/D/gD+rYnt+P/BPOG8VeIv8AoP6p/wCBkn+NRN4r8R/9DBqv/gZJ/jXpJ+COf+Zh/wDJL/7ZTD8Ds/8AMxf+SX/2yj61he/4f8Af1bE9vx/4J5o3i3xJ/wBDDq3/AIGyf41E3i7xL/0MOrf+Bsn/AMVXpp+BWf8AmY//ACR/+2U0/AfP/Myf+SP/ANsqXicN3/D/AIBosPiP6Z5g3i/xN/0MWr/+Bsn/AMVUTeMPE/8A0Mer/wDgdL/8VXqJ+Amf+Zl/8kf/ALZTT8Ac/wDMzf8Akh/9srN4jD9/w/4BoqNb+md18MLy61D4daVdXtzNc3D+dvlmcu7YlcDJPJ4AH4V11YvhLw//AMIt4Ys9G+1favs2/wDfeXs3bnZumTj72OvatqvKqNOba2PQgmopMK5/x3/yTzxL/wBgq6/9FNXQVz/jv/knniX/ALBV1/6KaoKDwJ/yTzw1/wBgq1/9FLXQVwfgvxp4VtfAvh63uPEujQzxaZbJJHJfxKyMIlBBBbIIPGK3P+E78H/9DXof/gxh/wDiqAOgorn/APhO/B//AENeh/8Agxh/+Ko/4Tvwf/0Neh/+DGH/AOKoA6Ciuf8A+E78H/8AQ16H/wCDGH/4qj/hO/B//Q16H/4MYf8A4qgDoKK5/wD4Tvwf/wBDXof/AIMYf/iqP+E78H/9DXof/gxh/wDiqAOgorn/APhO/B//AENeh/8Agxh/+Ko/4Tvwf/0Neh/+DGH/AOKoA6Ciuf8A+E78H/8AQ16H/wCDGH/4qj/hO/B//Q16H/4MYf8A4qgDoKK5/wD4Tvwf/wBDXof/AIMYf/iqP+E78H/9DXof/gxh/wDiqAOgorn/APhO/B//AENeh/8Agxh/+Ko/4Tvwf/0Neh/+DGH/AOKoA6Ciuf8A+E78H/8AQ16H/wCDGH/4qj/hO/B//Q16H/4MYf8A4qgDoKK5/wD4Tvwf/wBDXof/AIMYf/iqP+E78H/9DXof/gxh/wDiqAOgorn/APhO/B//AENeh/8Agxh/+Ko/4Tvwf/0Neh/+DGH/AOKoA6Ciuf8A+E78H/8AQ16H/wCDGH/4qj/hO/B//Q16H/4MYf8A4qgDoKK5/wD4Tvwf/wBDXof/AIMYf/iqP+E78H/9DXof/gxh/wDiqAOgorn/APhO/B//AENeh/8Agxh/+Ko/4Tvwf/0Neh/+DGH/AOKoA6Ciuf8A+E78H/8AQ16H/wCDGH/4qj/hO/B//Q16H/4MYf8A4qgDoKK5/wD4Tvwf/wBDXof/AIMYf/iqP+E78H/9DXof/gxh/wDiqAOgorn/APhO/B//AENeh/8Agxh/+Ko/4Tvwf/0Neh/+DGH/AOKoA6Ciuf8A+E78H/8AQ16H/wCDGH/4qj/hO/B//Q16H/4MYf8A4qgDoKK5/wD4Tvwf/wBDXof/AIMYf/iqP+E78H/9DXof/gxh/wDiqAOgorn/APhO/B//AENeh/8Agxh/+Ko/4Tvwf/0Neh/+DGH/AOKoA6Ciuf8A+E78H/8AQ16H/wCDGH/4qj/hO/B//Q16H/4MYf8A4qgDoKK5/wD4Tvwf/wBDXof/AIMYf/iqP+E78H/9DXof/gxh/wDiqAOgorn/APhO/B//AENeh/8Agxh/+Ko/4Tvwf/0Neh/+DGH/AOKoA6Ciuf8A+E78H/8AQ16H/wCDGH/4qj/hO/B//Q16H/4MYf8A4qgDoKK5/wD4Tvwf/wBDXof/AIMYf/iqP+E78H/9DXof/gxh/wDiqAOgorn/APhO/B//AENeh/8Agxh/+Ko/4Tvwf/0Neh/+DGH/AOKoA6Ciuf8A+E78H/8AQ16H/wCDGH/4qj/hO/B//Q16H/4MYf8A4qgDoKK5/wD4Tvwf/wBDXof/AIMYf/iqP+E78H/9DXof/gxh/wDiqAOgorn/APhO/B//AENeh/8Agxh/+Ko/4Tvwf/0Neh/+DGH/AOKoA6Ciuf8A+E78H/8AQ16H/wCDGH/4qj/hO/B//Q16H/4MYf8A4qgDoKK5/wD4Tvwf/wBDXof/AIMYf/iqP+E78H/9DXof/gxh/wDiqAOgrn/Hf/JPPEv/AGCrr/0U1H/Cd+D/APoa9D/8GMP/AMVWH408aeFbrwL4ht7fxLo008umXKRxx38TM7GJgAAGySTxigDc8Cf8k88Nf9gq1/8ARS10FcH4L8aeFbXwL4et7jxLo0M8WmWySRyX8SsjCJQQQWyCDxitz/hO/B//AENeh/8Agxh/+KoA6Ciuf/4Tvwf/ANDXof8A4MYf/iqP+E78H/8AQ16H/wCDGH/4qgDoKK5//hO/B/8A0Neh/wDgxh/+Ko/4Tvwf/wBDXof/AIMYf/iqAOgorn/+E78H/wDQ16H/AODGH/4qj/hO/B//AENeh/8Agxh/+KoA6Ciuf/4Tvwf/ANDXof8A4MYf/iqP+E78H/8AQ16H/wCDGH/4qgDoKK5//hO/B/8A0Neh/wDgxh/+Ko/4Tvwf/wBDXof/AIMYf/iqAOgorn/+E78H/wDQ16H/AODGH/4qj/hO/B//AENeh/8Agxh/+KoA6Ciuf/4Tvwf/ANDXof8A4MYf/iqP+E78H/8AQ16H/wCDGH/4qgDoKK5//hO/B/8A0Neh/wDgxh/+Ko/4Tvwf/wBDXof/AIMYf/iqAOgorn/+E78H/wDQ16H/AODGH/4qj/hO/B//AENeh/8Agxh/+KoA6Ciuf/4Tvwf/ANDXof8A4MYf/iqP+E78H/8AQ16H/wCDGH/4qgDoKK5//hO/B/8A0Neh/wDgxh/+Ko/4Tvwf/wBDXof/AIMYf/iqAOgorn/+E78H/wDQ16H/AODGH/4qj/hO/B//AENeh/8Agxh/+KoA6Ciuf/4Tvwf/ANDXof8A4MYf/iqP+E78H/8AQ16H/wCDGH/4qgDoKK5//hO/B/8A0Neh/wDgxh/+Ko/4Tvwf/wBDXof/AIMYf/iqAOgorn/+E78H/wDQ16H/AODGH/4qj/hO/B//AENeh/8Agxh/+KoA6Ciuf/4Tvwf/ANDXof8A4MYf/iqP+E78H/8AQ16H/wCDGH/4qgDoKK5//hO/B/8A0Neh/wDgxh/+Ko/4Tvwf/wBDXof/AIMYf/iqAOgorn/+E78H/wDQ16H/AODGH/4qj/hO/B//AENeh/8Agxh/+KoA6Ciuf/4Tvwf/ANDXof8A4MYf/iqP+E78H/8AQ16H/wCDGH/4qgDoKK5//hO/B/8A0Neh/wDgxh/+Ko/4Tvwf/wBDXof/AIMYf/iqAOgorn/+E78H/wDQ16H/AODGH/4qj/hO/B//AENeh/8Agxh/+KoA6Ciuf/4Tvwf/ANDXof8A4MYf/iqP+E78H/8AQ16H/wCDGH/4qgDoKK5//hO/B/8A0Neh/wDgxh/+Ko/4Tvwf/wBDXof/AIMYf/iqAOgorn/+E78H/wDQ16H/AODGH/4qj/hO/B//AENeh/8Agxh/+KoA6Ciuf/4Tvwf/ANDXof8A4MYf/iqP+E78H/8AQ16H/wCDGH/4qgDoKK5//hO/B/8A0Neh/wDgxh/+Ko/4Tvwf/wBDXof/AIMYf/iqAOgorn/+E78H/wDQ16H/AODGH/4qj/hO/B//AENeh/8Agxh/+KoA6Ciuf/4Tvwf/ANDXof8A4MYf/iqP+E78H/8AQ16H/wCDGH/4qgDoKK5//hO/B/8A0Neh/wDgxh/+Ko/4Tvwf/wBDXof/AIMYf/iqAOgorn/+E78H/wDQ16H/AODGH/4qj/hO/B//AENeh/8Agxh/+KoA6Cuf8d/8k88S/wDYKuv/AEU1H/Cd+D/+hr0P/wAGMP8A8VWH408aeFbrwL4ht7fxLo008umXKRxx38TM7GJgAAGySTxigD//2Q==",
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",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=1024x768>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# size acquired in .stl file. Dx, Dy and Dz are over_size.\n",
    "\n",
    "length = 100*um\n",
    "\n",
    "x0 = np.linspace(-length/2, length/2, 128)\n",
    "y0 = np.linspace(-length/2, length/2, 128)\n",
    "z0 = np.linspace(-length/2, length/2, 128)\n",
    "wavelength = 0.55*um\n",
    "\n",
    "uxyz = Scalar_mask_XYZ(x=x0, y=y0, z=z0, wavelength=wavelength)\n",
    "\n",
    "uxyz.stl(filename=\"Meissner_Tetrahedron.stl\", Dx=(5,5), Dy=(5,5), Dz=(5,5), refractive_index=1.5)\n",
    "\n",
    "uxyz.draw_XYZ(kind= \"refractive_index\", drawing= \"projections\", filename='n_cylinder.png')"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": ".venv",
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