{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "%reload_ext watermark\n",
    "%watermark -v -m -p numpy,openpiv"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "from openpiv import windef\n",
    "\n",
    "import numpy as np\n",
    "import os\n",
    "from time import time\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline\n",
    "\n",
    "import matplotlib\n",
    "matplotlib.rcParams['figure.figsize'] = (8.0, 8.0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import glob\n",
    "file_list = sorted(glob.glob('../data/karman_16Hz_*.jpg'))\n",
    "file_list = file_list[-2:]\n",
    "file_list"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "settings = windef.Settings()\n",
    "\n",
    "# 'Data related settings'\n",
    "# Folder with the images to process\n",
    "# settings.filepath_images = '../data/'\n",
    "# Folder for the outputs\n",
    "settings.save_path = '../OpenPIV_results/'\n",
    "# Root name of the output Folder for Result Files\n",
    "settings.save_folder_suffix = 'Test_1'\n",
    "# Format and Image Sequence\n",
    "# settings.frame_pattern_a = 'karman_16Hz_000_A.jpg'\n",
    "# settings.frame_pattern_b = 'karman_16Hz_000_B.jpg'\n",
    "\n",
    "settings.filepath_images = '/home/user/Downloads/repos/openpiv-python/openpiv/examples/test10/'\n",
    "settings.frame_pattern_a = 'B001_1.tif'\n",
    "settings.frame_pattern_b = 'B001_2.tif'\n",
    "\n",
    "'Region of interest'\n",
    "# (50,300,50,300) #Region of interest: (xmin,xmax,ymin,ymax) or 'full' for full image\n",
    "settings.ROI = 'full'\n",
    "# settings.ROI = (200,400,500,900)\n",
    "# settings.ROI = (200,212,500,512)\n",
    "\n",
    "# settings.deformation_method = 'symmetric' \n",
    "settings.deformation_method = 'second image'\n",
    "\n",
    "\n",
    "settings.num_iterations = 1  # select the number of PIV passes\n",
    "\n",
    "# add the interrogation window size for each pass. \n",
    "# For the moment, it should be a power of 2 \n",
    "# settings.windowsizes=(64, 32, 16, 6)\n",
    "# settings.overlap=(32, 16, 8, 3)\n",
    "\n",
    "settings.windowsizes=(32,32)\n",
    "settings.overlap=(16,16)\n",
    "\n",
    "# settings.windowsizes = (128, 64, 32, 16, 8) # if longer than n iteration the rest is ignored\n",
    "# The overlap of the interroagtion window for each pass.\n",
    "# settings.overlap = (64, 32, 16, 8, 4) # This is 50% overlap\n",
    "\n",
    "\n",
    "# Has to be a value with base two. In general window size/2 is a good choice.\n",
    "# methode used for subpixel interpolation: 'gaussian','centroid','parabolic'\n",
    "settings.subpixel_method = 'gaussian'\n",
    "\n",
    "# order of the image interpolation for the window deformation\n",
    "settings.interpolation_order = 3\n",
    "settings.scaling_factor = 1  # scaling factor pixel/meter\n",
    "settings.dt = 1  # time between to frames (in seconds)\n",
    "\n",
    "# 'Signal to noise ratio options (only for the last pass)'\n",
    "# It is possible to decide if the S/N should be computed (for the last pass) or not\n",
    "# settings.extract_sig2noise = True  # 'True' or 'False' (only for the last pass)\n",
    "settings.sig2noise_threshold = 1.25\n",
    "# method used to calculate the signal to noise ratio 'peak2peak' or 'peak2mean'\n",
    "settings.sig2noise_method = 'peak2peak'\n",
    "# select the width of the masked to masked out pixels next to the main peak\n",
    "settings.sig2noise_mask = 2\n",
    "settings.sig2noise_validate = False\n",
    "\n",
    "# If extract_sig2noise==False the values in the signal to noise ratio\n",
    "# output column are set to NaN\n",
    "\n",
    "# only effecting the first pass of the interrogation the following passes\n",
    "# in the multipass will be validated\n",
    "\n",
    "'Output options'\n",
    "# Select if you want to save the plotted vectorfield: True or False\n",
    "settings.save_plot = False\n",
    "# Choose wether you want to see the vectorfield or not :True or False\n",
    "settings.show_plot = False\n",
    "settings.scale_plot = 100  # select a value to scale the quiver plot of the vectorfield\n",
    "# run the script with the given settings\n",
    "\n",
    "\n",
    "\n",
    "# 'Processing Parameters'\n",
    "settings.correlation_method='circular'  # 'circular' or 'linear'\n",
    "settings.normalized_correlation = False\n",
    "\n",
    "# 'vector validation options'\n",
    "# choose if you want to do validation of the first pass: True or False\n",
    "settings.validation_first_pass = True\n",
    "\n",
    "\n",
    "settings.filter_method = 'localmean'\n",
    "\n",
    "\n",
    "settings.replace_vectors = True\n",
    "# maximum iterations performed to replace the outliers\n",
    "settings.max_filter_iteration = 4\n",
    "settings.filter_kernel_size = 2  # kernel size for the localmean method\n",
    "\n",
    "\n",
    "\n",
    "settings.MinMax_U_disp = (-10, 10)\n",
    "settings.MinMax_V_disp = (-10, 10)\n",
    "\n",
    "# The second filter is based on the global STD threshold\n",
    "settings.std_threshold = 5  # threshold of the std validation\n",
    "\n",
    "# The third filter is the median test (not normalized at the moment)\n",
    "settings.median_threshold = 3  # threshold of the median validation\n",
    "# On the last iteration, an additional validation can be done based on the S/N.\n",
    "settings.median_size = 2 # defines the size of the local median, it'll be 3 x 3\n",
    "\n",
    "# New settings for version 0.23.2c\n",
    "settings.image_mask = False\n",
    "\n",
    "# Image mask properties\n",
    "settings.dynamic_masking_method = 'None'\n",
    "settings.dynamic_masking_threshold = 0.1\n",
    "settings.dynamic_masking_filter_size = 21\n",
    "\n",
    "\n",
    "\n",
    "# Smoothing after the first pass\n",
    "settings.smoothn = False #Enables smoothing of the displacemenet field\n",
    "settings.smoothn_p = 0.5 # This is a smoothing parameter\n",
    "\n",
    "\n",
    "settings.show_all_plots = False"
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "import glob\n",
    "file_list = sorted(glob.glob('../data/karman_16Hz_*.jpg'))\n",
    "file_list = file_list[-2:]\n",
    "file_list"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 2 µs, sys: 1 µs, total: 3 µs\n",
      "Wall time: 4.05 µs\n",
      "global filter invalidated 3.0 vectors\n",
      "std filter invalidated 11.0 vectors\n",
      "median filter invalidated 1 vectors\n",
      "Image Pair 1\n"
     ]
    }
   ],
   "source": [
    "%time\n",
    "windef.piv(settings)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "from pivpy import pivpy, io, graphics\n",
    "import xarray as xr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['../OpenPIV_results/Open_PIV_results_32_Test_1/field_A000.txt']"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import glob\n",
    "\n",
    "file_list = sorted(glob.glob('../OpenPIV_results/Open_PIV_results_'+str(settings.windowsizes[settings.num_iterations-1])+'_Test_1/*.txt'))\n",
    "file_list"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "def read_data(file_list):\n",
    "    data = []\n",
    "    frame = 0\n",
    "    for f in file_list:\n",
    "        data.append(io.load_txt(f,frame=frame))\n",
    "        frame += 1\n",
    "\n",
    "    data = xr.concat(data,dim='t')\n",
    "    data.attrs['units']= ['pix','pix','pix/dt','pix/dt']\n",
    "    return data\n",
    "# file_list = sorted(glob.glob('../OpenPIV_results/Open_PIV_results_6_Test_1/*.txt'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "def plot_data(data):\n",
    "    fig, ax = plt.subplots(1,1,figsize=(20,12))\n",
    "    # for ax in axs:\n",
    "    ax.quiver(data.x.data, data.y.data, data.u.isel(t=0).data.T, data.v.isel(t=0).data.T, color='r', scale=120)\n",
    "    vort = (data.differentiate('x')['v'] - data.differentiate('y')['u'])\n",
    "    s = ax.pcolor(data.x,data.y,vort.T.isel(t=0), shading='interp', vmin=-.3, vmax=.3,alpha=0.7)\n",
    "    # s = ax.pcolor(data.x,data.y,data.w.T.isel(t=0), shading='interp', vmin=-.1, vmax=.1,alpha=0.7)\n",
    "    # ax.invert_yaxis()\n",
    "    ax.set_aspect(1)\n",
    "    fig.colorbar(s, ax=ax,)\n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x864 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "data = read_data(file_list)\n",
    "plot_data(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
       "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
       "<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
       "</symbol>\n",
       "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
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       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
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       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
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       "\n",
       ".xr-attrs dd {\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:  (t: 1, x: 31, y: 31)\n",
       "Coordinates:\n",
       "  * x        (x) float64 16.0 32.0 48.0 64.0 80.0 ... 448.0 464.0 480.0 496.0\n",
       "  * y        (y) float64 496.0 480.0 464.0 448.0 432.0 ... 64.0 48.0 32.0 16.0\n",
       "  * t        (t) int64 0\n",
       "Data variables:\n",
       "    u        (x, y, t) float64 0.9635 0.9866 0.9936 ... -0.6609 -0.6342 -0.6043\n",
       "    v        (x, y, t) float64 0.7933 0.8538 0.8973 ... -0.7644 -0.6542 -0.6479\n",
       "    chc      (x, y, t) float64 1.369 1.387 1.391 1.408 ... 1.323 1.323 1.35\n",
       "Attributes:\n",
       "    variables:  [&#x27;x&#x27;, &#x27;y&#x27;, &#x27;u&#x27;, &#x27;v&#x27;, &#x27;s2n&#x27;]\n",
       "    units:      [&#x27;pix&#x27;, &#x27;pix&#x27;, &#x27;pix/dt&#x27;, &#x27;pix/dt&#x27;]\n",
       "    dt:         1.0\n",
       "    files:      ../OpenPIV_results/Open_PIV_results_32_Test_1/field_A000.txt</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-a7591903-b8ce-4d01-a757-8a703e1d8336' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a7591903-b8ce-4d01-a757-8a703e1d8336' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>t</span>: 1</li><li><span class='xr-has-index'>x</span>: 31</li><li><span class='xr-has-index'>y</span>: 31</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-b100bc11-56c1-43bc-9b99-1f02467a2df9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b100bc11-56c1-43bc-9b99-1f02467a2df9' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>16.0 32.0 48.0 ... 480.0 496.0</div><input id='attrs-e392abb7-fd98-4232-a6d4-0131537b7d36' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e392abb7-fd98-4232-a6d4-0131537b7d36' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a651f6a7-7afb-4b4b-a61e-35b83127e8f0' class='xr-var-data-in' type='checkbox'><label for='data-a651f6a7-7afb-4b4b-a61e-35b83127e8f0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 16.,  32.,  48.,  64.,  80.,  96., 112., 128., 144., 160., 176., 192.,\n",
       "       208., 224., 240., 256., 272., 288., 304., 320., 336., 352., 368., 384.,\n",
       "       400., 416., 432., 448., 464., 480., 496.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>496.0 480.0 464.0 ... 32.0 16.0</div><input id='attrs-e790ccd4-0a95-4ce4-9d4d-0f65db29f602' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e790ccd4-0a95-4ce4-9d4d-0f65db29f602' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ca7d0bc-3288-4ab7-842c-21917b5a81bf' class='xr-var-data-in' type='checkbox'><label for='data-7ca7d0bc-3288-4ab7-842c-21917b5a81bf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([496., 480., 464., 448., 432., 416., 400., 384., 368., 352., 336., 320.,\n",
       "       304., 288., 272., 256., 240., 224., 208., 192., 176., 160., 144., 128.,\n",
       "       112.,  96.,  80.,  64.,  48.,  32.,  16.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>t</span></div><div class='xr-var-dims'>(t)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-ec29c3d6-971f-407c-910d-9b47db17cd22' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ec29c3d6-971f-407c-910d-9b47db17cd22' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0201cf77-be7d-41dd-b094-2bc01c13eda6' class='xr-var-data-in' type='checkbox'><label for='data-0201cf77-be7d-41dd-b094-2bc01c13eda6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c2807453-b92a-415b-ac1b-a0788496b376' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c2807453-b92a-415b-ac1b-a0788496b376' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>u</span></div><div class='xr-var-dims'>(x, y, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.9635 0.9866 ... -0.6342 -0.6043</div><input id='attrs-18a12ca8-05cd-4936-959c-99c8ee46d7de' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-18a12ca8-05cd-4936-959c-99c8ee46d7de' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1e00f8de-ffbf-40f9-8ec6-ae5e65f4b8a7' class='xr-var-data-in' type='checkbox'><label for='data-1e00f8de-ffbf-40f9-8ec6-ae5e65f4b8a7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[ 9.6350e-01],\n",
       "        [ 9.8660e-01],\n",
       "        [ 9.9360e-01],\n",
       "        [ 1.0070e+00],\n",
       "        [ 1.0005e+00],\n",
       "        [ 9.5470e-01],\n",
       "        [ 9.2040e-01],\n",
       "        [ 8.8180e-01],\n",
       "        [ 8.1000e-01],\n",
       "        [ 7.2500e-01],\n",
       "        [ 5.8840e-01],\n",
       "        [ 3.6690e-01],\n",
       "        [ 2.2930e-01],\n",
       "        [ 1.3140e-01],\n",
       "        [ 1.4600e-02],\n",
       "        [-1.1640e-01],\n",
       "        [-1.8860e-01],\n",
       "        [-3.0660e-01],\n",
       "        [-4.7850e-01],\n",
       "        [-5.6220e-01],\n",
       "...\n",
       "        [ 6.7900e-02],\n",
       "        [ 2.2300e-02],\n",
       "        [-1.4600e-02],\n",
       "        [-4.1800e-02],\n",
       "        [-9.3200e-02],\n",
       "        [-1.4370e-01],\n",
       "        [-1.9240e-01],\n",
       "        [-2.5630e-01],\n",
       "        [-3.0310e-01],\n",
       "        [-3.3110e-01],\n",
       "        [-3.8530e-01],\n",
       "        [-4.6590e-01],\n",
       "        [-4.9320e-01],\n",
       "        [-5.3200e-01],\n",
       "        [-5.7860e-01],\n",
       "        [-5.9530e-01],\n",
       "        [-6.2240e-01],\n",
       "        [-6.6090e-01],\n",
       "        [-6.3420e-01],\n",
       "        [-6.0430e-01]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v</span></div><div class='xr-var-dims'>(x, y, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.7933 0.8538 ... -0.6542 -0.6479</div><input id='attrs-d889332a-2cab-474f-b713-19006ad4907e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d889332a-2cab-474f-b713-19006ad4907e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a11dc4df-2a14-45d8-9482-f1f110902a53' class='xr-var-data-in' type='checkbox'><label for='data-a11dc4df-2a14-45d8-9482-f1f110902a53' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[ 7.9330e-01],\n",
       "        [ 8.5380e-01],\n",
       "        [ 8.9730e-01],\n",
       "        [ 9.7210e-01],\n",
       "        [ 1.0779e+00],\n",
       "        [ 1.1402e+00],\n",
       "        [ 1.2409e+00],\n",
       "        [ 1.3640e+00],\n",
       "        [ 1.5202e+00],\n",
       "        [ 1.5931e+00],\n",
       "        [ 1.7141e+00],\n",
       "        [ 1.7766e+00],\n",
       "        [ 1.8080e+00],\n",
       "        [ 1.7853e+00],\n",
       "        [ 1.7693e+00],\n",
       "        [ 1.7409e+00],\n",
       "        [ 1.6529e+00],\n",
       "        [ 1.5286e+00],\n",
       "        [ 1.4159e+00],\n",
       "        [ 1.2788e+00],\n",
       "...\n",
       "        [-1.0044e+00],\n",
       "        [-9.8420e-01],\n",
       "        [-1.0226e+00],\n",
       "        [-1.0360e+00],\n",
       "        [-1.0422e+00],\n",
       "        [-1.0509e+00],\n",
       "        [-1.0571e+00],\n",
       "        [-1.0439e+00],\n",
       "        [-1.0475e+00],\n",
       "        [-1.0421e+00],\n",
       "        [-9.8960e-01],\n",
       "        [-9.5560e-01],\n",
       "        [-9.6740e-01],\n",
       "        [-8.7110e-01],\n",
       "        [-8.5970e-01],\n",
       "        [-8.1600e-01],\n",
       "        [-8.0540e-01],\n",
       "        [-7.6440e-01],\n",
       "        [-6.5420e-01],\n",
       "        [-6.4790e-01]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>chc</span></div><div class='xr-var-dims'>(x, y, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.369 1.387 1.391 ... 1.323 1.35</div><input id='attrs-643bcc0f-243f-4eba-8a6b-ab189645dc42' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-643bcc0f-243f-4eba-8a6b-ab189645dc42' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b00a3ff4-d34d-4700-8c2a-bb4cdef79d33' class='xr-var-data-in' type='checkbox'><label for='data-b00a3ff4-d34d-4700-8c2a-bb4cdef79d33' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[1.3688],\n",
       "        [1.3869],\n",
       "        [1.3914],\n",
       "        [1.4076],\n",
       "        [1.4034],\n",
       "        [0.    ],\n",
       "        [1.3973],\n",
       "        [1.3138],\n",
       "        [1.3172],\n",
       "        [1.3796],\n",
       "        [0.    ],\n",
       "        [1.3687],\n",
       "        [1.3582],\n",
       "        [1.3917],\n",
       "        [1.427 ],\n",
       "        [1.3834],\n",
       "        [1.3306],\n",
       "        [1.344 ],\n",
       "        [1.2905],\n",
       "        [1.3136],\n",
       "...\n",
       "        [1.3532],\n",
       "        [1.4378],\n",
       "        [1.4816],\n",
       "        [1.4158],\n",
       "        [1.3698],\n",
       "        [1.3595],\n",
       "        [1.4202],\n",
       "        [1.4332],\n",
       "        [1.4037],\n",
       "        [1.3499],\n",
       "        [1.2962],\n",
       "        [1.3405],\n",
       "        [1.3227],\n",
       "        [1.3109],\n",
       "        [1.2977],\n",
       "        [1.3147],\n",
       "        [1.3043],\n",
       "        [1.3226],\n",
       "        [1.3231],\n",
       "        [1.3501]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-13caaa4c-fc2f-4e5e-98df-3340348b4688' class='xr-section-summary-in' type='checkbox'  checked><label for='section-13caaa4c-fc2f-4e5e-98df-3340348b4688' class='xr-section-summary' >Attributes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>variables :</span></dt><dd>[&#x27;x&#x27;, &#x27;y&#x27;, &#x27;u&#x27;, &#x27;v&#x27;, &#x27;s2n&#x27;]</dd><dt><span>units :</span></dt><dd>[&#x27;pix&#x27;, &#x27;pix&#x27;, &#x27;pix/dt&#x27;, &#x27;pix/dt&#x27;]</dd><dt><span>dt :</span></dt><dd>1.0</dd><dt><span>files :</span></dt><dd>../OpenPIV_results/Open_PIV_results_32_Test_1/field_A000.txt</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:  (t: 1, x: 31, y: 31)\n",
       "Coordinates:\n",
       "  * x        (x) float64 16.0 32.0 48.0 64.0 80.0 ... 448.0 464.0 480.0 496.0\n",
       "  * y        (y) float64 496.0 480.0 464.0 448.0 432.0 ... 64.0 48.0 32.0 16.0\n",
       "  * t        (t) int64 0\n",
       "Data variables:\n",
       "    u        (x, y, t) float64 0.9635 0.9866 0.9936 ... -0.6609 -0.6342 -0.6043\n",
       "    v        (x, y, t) float64 0.7933 0.8538 0.8973 ... -0.7644 -0.6542 -0.6479\n",
       "    chc      (x, y, t) float64 1.369 1.387 1.391 1.408 ... 1.323 1.323 1.35\n",
       "Attributes:\n",
       "    variables:  ['x', 'y', 'u', 'v', 's2n']\n",
       "    units:      ['pix', 'pix', 'pix/dt', 'pix/dt']\n",
       "    dt:         1.0\n",
       "    files:      ../OpenPIV_results/Open_PIV_results_32_Test_1/field_A000.txt"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "import openpiv.original_windef as original_windef"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[('filepath_images',\n",
       "  '/home/user/Downloads/repos/openpiv-python/openpiv/examples/test10/'),\n",
       " ('save_path', '../OpenPIV_results/'),\n",
       " ('save_folder_suffix', 'Test_2'),\n",
       " ('frame_pattern_a', 'B001_1.tif'),\n",
       " ('frame_pattern_b', 'B001_2.tif'),\n",
       " ('ROI', 'full'),\n",
       " ('dynamic_masking_method', 'None'),\n",
       " ('dynamic_masking_threshold', 0.1),\n",
       " ('dynamic_masking_filter_size', 21),\n",
       " ('correlation_method', 'circular'),\n",
       " ('num_iterations', 1),\n",
       " ('windowsizes', (32, 32)),\n",
       " ('overlap', (16, 16)),\n",
       " ('subpixel_method', 'gaussian'),\n",
       " ('interpolation_order', 3),\n",
       " ('scaling_factor', 1),\n",
       " ('dt', 1),\n",
       " ('extract_sig2noise', False),\n",
       " ('sig2noise_method', 'peak2peak'),\n",
       " ('sig2noise_mask', 2),\n",
       " ('validation_first_pass', True),\n",
       " ('MinMax_U_disp', (-10, 10)),\n",
       " ('MinMax_V_disp', (-10, 10)),\n",
       " ('std_threshold', 5),\n",
       " ('median_threshold', 3),\n",
       " ('median_size', 2),\n",
       " ('do_sig2noise_validation', False),\n",
       " ('sig2noise_threshold', 1.25),\n",
       " ('replace_vectors', True),\n",
       " ('smoothn', False),\n",
       " ('smoothn_p', 0.5),\n",
       " ('filter_method', 'localmean'),\n",
       " ('max_filter_iteration', 4),\n",
       " ('filter_kernel_size', 2),\n",
       " ('save_plot', False),\n",
       " ('show_plot', False),\n",
       " ('scale_plot', 100),\n",
       " ('show_all_plots', False),\n",
       " ('normalized_correlation', False),\n",
       " ('_FrozenClass__isfrozen', True)]"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# %pdb\n",
    "\n",
    "newsettings = original_windef.Settings()\n",
    "for att in newsettings.__dict__:\n",
    "    if hasattr(settings, att):\n",
    "        setattr(newsettings,att,getattr(settings,att))\n",
    "\n",
    "\n",
    "\n",
    "newsettings.do_sig2noise_validation = settings.sig2noise_validate\n",
    "newsettings.extract_sig2noise = settings.sig2noise_validate\n",
    "newsettings.save_folder_suffix = 'Test_2'\n",
    "newsettings.normalized_correlation=False\n",
    "# newsettings.num_iterations = settings.num_iterations\n",
    "\n",
    "# settings.correlation_method='linear'\n",
    "# settings.show_all_plots = True\n",
    "\n",
    "attrs = vars(newsettings)\n",
    "[item for item in attrs.items()]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 2 µs, sys: 2 µs, total: 4 µs\n",
      "Wall time: 6.91 µs\n",
      "global filter invalidated 3.0 vectors\n",
      "std filter invalidated 11.0 vectors\n",
      "median filter invalidated 2 vectors\n",
      "Image Pair 1\n"
     ]
    }
   ],
   "source": [
    "%time\n",
    "original_windef.piv(newsettings)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['../OpenPIV_results/Open_PIV_results_32_Test_2/field_A000.txt']"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "file_list = sorted(glob.glob('../OpenPIV_results/Open_PIV_results_'+str(newsettings.windowsizes[newsettings.num_iterations-1])+'_Test_2/*.txt'))\n",
    "file_list"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x864 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "data = read_data(file_list)\n",
    "plot_data(data)"
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "for att in tmp.__dict__:\n",
    "    setattr(tmp,att,getattr(settings,att))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
       "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
       "<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
       "</symbol>\n",
       "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
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       "\n",
       ".xr-var-data > table {\n",
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       "\n",
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       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
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       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
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       "  padding-right: 10px;\n",
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       "\n",
       ".xr-attrs dd {\n",
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       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
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       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:  (t: 1, x: 31, y: 31)\n",
       "Coordinates:\n",
       "  * x        (x) float64 16.0 32.0 48.0 64.0 80.0 ... 448.0 464.0 480.0 496.0\n",
       "  * y        (y) float64 496.0 480.0 464.0 448.0 432.0 ... 64.0 48.0 32.0 16.0\n",
       "  * t        (t) int64 0\n",
       "Data variables:\n",
       "    u        (x, y, t) float64 0.9635 0.9866 0.9936 ... -0.6609 -0.6342 -0.6043\n",
       "    v        (x, y, t) float64 0.7933 0.8538 0.8973 ... -0.7644 -0.6542 -0.6479\n",
       "    chc      (x, y, t) float64 nan nan nan nan nan nan ... nan nan nan nan nan\n",
       "Attributes:\n",
       "    variables:  [&#x27;x&#x27;, &#x27;y&#x27;, &#x27;u&#x27;, &#x27;v&#x27;, &#x27;s2n&#x27;]\n",
       "    units:      [&#x27;pix&#x27;, &#x27;pix&#x27;, &#x27;pix/dt&#x27;, &#x27;pix/dt&#x27;]\n",
       "    dt:         1.0\n",
       "    files:      ../OpenPIV_results/Open_PIV_results_32_Test_2/field_A000.txt</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-f3159984-cdac-4dab-8da9-f47a04f77833' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f3159984-cdac-4dab-8da9-f47a04f77833' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>t</span>: 1</li><li><span class='xr-has-index'>x</span>: 31</li><li><span class='xr-has-index'>y</span>: 31</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-269d719a-8b08-4a73-afc2-ce5a8d7aa840' class='xr-section-summary-in' type='checkbox'  checked><label for='section-269d719a-8b08-4a73-afc2-ce5a8d7aa840' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>16.0 32.0 48.0 ... 480.0 496.0</div><input id='attrs-d433c9a6-c072-4acb-b674-46c5f813cf8f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d433c9a6-c072-4acb-b674-46c5f813cf8f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6170d200-0c79-45bd-8f8a-33c2978a631f' class='xr-var-data-in' type='checkbox'><label for='data-6170d200-0c79-45bd-8f8a-33c2978a631f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 16.,  32.,  48.,  64.,  80.,  96., 112., 128., 144., 160., 176., 192.,\n",
       "       208., 224., 240., 256., 272., 288., 304., 320., 336., 352., 368., 384.,\n",
       "       400., 416., 432., 448., 464., 480., 496.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>496.0 480.0 464.0 ... 32.0 16.0</div><input id='attrs-842c3706-ac5d-4010-b52c-55a700e701f2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-842c3706-ac5d-4010-b52c-55a700e701f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c1725424-ad1f-4416-87bd-0e42cade1ef3' class='xr-var-data-in' type='checkbox'><label for='data-c1725424-ad1f-4416-87bd-0e42cade1ef3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([496., 480., 464., 448., 432., 416., 400., 384., 368., 352., 336., 320.,\n",
       "       304., 288., 272., 256., 240., 224., 208., 192., 176., 160., 144., 128.,\n",
       "       112.,  96.,  80.,  64.,  48.,  32.,  16.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>t</span></div><div class='xr-var-dims'>(t)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-ee63f64a-3d8d-4930-987f-2a76bc6dc1c7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ee63f64a-3d8d-4930-987f-2a76bc6dc1c7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a9b2f197-661e-450e-9bd6-5fa2234cda65' class='xr-var-data-in' type='checkbox'><label for='data-a9b2f197-661e-450e-9bd6-5fa2234cda65' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5a42cff0-f994-4ff5-9d1c-3b52a3777f30' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5a42cff0-f994-4ff5-9d1c-3b52a3777f30' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>u</span></div><div class='xr-var-dims'>(x, y, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.9635 0.9866 ... -0.6342 -0.6043</div><input id='attrs-071b36ca-9673-400f-9c5d-7d75400fe6d0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-071b36ca-9673-400f-9c5d-7d75400fe6d0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-979d8ec3-79f9-4016-b10d-4d961b860656' class='xr-var-data-in' type='checkbox'><label for='data-979d8ec3-79f9-4016-b10d-4d961b860656' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[ 9.6350e-01],\n",
       "        [ 9.8660e-01],\n",
       "        [ 9.9360e-01],\n",
       "        [ 1.0070e+00],\n",
       "        [ 1.0005e+00],\n",
       "        [ 9.5470e-01],\n",
       "        [ 9.2040e-01],\n",
       "        [ 8.8180e-01],\n",
       "        [ 8.1000e-01],\n",
       "        [ 7.2500e-01],\n",
       "        [ 5.8840e-01],\n",
       "        [ 3.6690e-01],\n",
       "        [ 2.2930e-01],\n",
       "        [ 1.3140e-01],\n",
       "        [ 1.4600e-02],\n",
       "        [-1.1640e-01],\n",
       "        [-1.8860e-01],\n",
       "        [-3.0660e-01],\n",
       "        [-4.7850e-01],\n",
       "        [-5.6220e-01],\n",
       "...\n",
       "        [ 6.7900e-02],\n",
       "        [ 2.2300e-02],\n",
       "        [-1.4600e-02],\n",
       "        [-4.1800e-02],\n",
       "        [-9.3200e-02],\n",
       "        [-1.4370e-01],\n",
       "        [-1.9240e-01],\n",
       "        [-2.5630e-01],\n",
       "        [-3.0310e-01],\n",
       "        [-3.3110e-01],\n",
       "        [-3.8530e-01],\n",
       "        [-4.6590e-01],\n",
       "        [-4.9320e-01],\n",
       "        [-5.3200e-01],\n",
       "        [-5.7860e-01],\n",
       "        [-5.9530e-01],\n",
       "        [-6.2240e-01],\n",
       "        [-6.6090e-01],\n",
       "        [-6.3420e-01],\n",
       "        [-6.0430e-01]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v</span></div><div class='xr-var-dims'>(x, y, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.7933 0.8538 ... -0.6542 -0.6479</div><input id='attrs-4abc7c12-c849-45c1-b1a0-f9fcea59fdaf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4abc7c12-c849-45c1-b1a0-f9fcea59fdaf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0406eddb-d34b-4935-9d8a-789f4310a3af' class='xr-var-data-in' type='checkbox'><label for='data-0406eddb-d34b-4935-9d8a-789f4310a3af' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[ 7.9330e-01],\n",
       "        [ 8.5380e-01],\n",
       "        [ 8.9730e-01],\n",
       "        [ 9.7210e-01],\n",
       "        [ 1.0779e+00],\n",
       "        [ 1.1402e+00],\n",
       "        [ 1.2409e+00],\n",
       "        [ 1.3640e+00],\n",
       "        [ 1.5202e+00],\n",
       "        [ 1.5931e+00],\n",
       "        [ 1.7141e+00],\n",
       "        [ 1.7766e+00],\n",
       "        [ 1.8080e+00],\n",
       "        [ 1.7853e+00],\n",
       "        [ 1.7693e+00],\n",
       "        [ 1.7409e+00],\n",
       "        [ 1.6529e+00],\n",
       "        [ 1.5286e+00],\n",
       "        [ 1.4159e+00],\n",
       "        [ 1.2788e+00],\n",
       "...\n",
       "        [-1.0044e+00],\n",
       "        [-9.8420e-01],\n",
       "        [-1.0226e+00],\n",
       "        [-1.0360e+00],\n",
       "        [-1.0422e+00],\n",
       "        [-1.0509e+00],\n",
       "        [-1.0571e+00],\n",
       "        [-1.0439e+00],\n",
       "        [-1.0475e+00],\n",
       "        [-1.0421e+00],\n",
       "        [-9.8960e-01],\n",
       "        [-9.5560e-01],\n",
       "        [-9.6740e-01],\n",
       "        [-8.7110e-01],\n",
       "        [-8.5970e-01],\n",
       "        [-8.1600e-01],\n",
       "        [-8.0540e-01],\n",
       "        [-7.6440e-01],\n",
       "        [-6.5420e-01],\n",
       "        [-6.4790e-01]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>chc</span></div><div class='xr-var-dims'>(x, y, t)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-c05dc148-be0f-41fb-8986-151026441a55' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c05dc148-be0f-41fb-8986-151026441a55' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9de11bfa-2519-4206-be87-67dd3e915778' class='xr-var-data-in' type='checkbox'><label for='data-9de11bfa-2519-4206-be87-67dd3e915778' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "...\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan],\n",
       "        [nan]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d8bc8260-06e5-4fb8-b6b2-aaa1178f3311' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d8bc8260-06e5-4fb8-b6b2-aaa1178f3311' class='xr-section-summary' >Attributes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>variables :</span></dt><dd>[&#x27;x&#x27;, &#x27;y&#x27;, &#x27;u&#x27;, &#x27;v&#x27;, &#x27;s2n&#x27;]</dd><dt><span>units :</span></dt><dd>[&#x27;pix&#x27;, &#x27;pix&#x27;, &#x27;pix/dt&#x27;, &#x27;pix/dt&#x27;]</dd><dt><span>dt :</span></dt><dd>1.0</dd><dt><span>files :</span></dt><dd>../OpenPIV_results/Open_PIV_results_32_Test_2/field_A000.txt</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:  (t: 1, x: 31, y: 31)\n",
       "Coordinates:\n",
       "  * x        (x) float64 16.0 32.0 48.0 64.0 80.0 ... 448.0 464.0 480.0 496.0\n",
       "  * y        (y) float64 496.0 480.0 464.0 448.0 432.0 ... 64.0 48.0 32.0 16.0\n",
       "  * t        (t) int64 0\n",
       "Data variables:\n",
       "    u        (x, y, t) float64 0.9635 0.9866 0.9936 ... -0.6609 -0.6342 -0.6043\n",
       "    v        (x, y, t) float64 0.7933 0.8538 0.8973 ... -0.7644 -0.6542 -0.6479\n",
       "    chc      (x, y, t) float64 nan nan nan nan nan nan ... nan nan nan nan nan\n",
       "Attributes:\n",
       "    variables:  ['x', 'y', 'u', 'v', 's2n']\n",
       "    units:      ['pix', 'pix', 'pix/dt', 'pix/dt']\n",
       "    dt:         1.0\n",
       "    files:      ../OpenPIV_results/Open_PIV_results_32_Test_2/field_A000.txt"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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