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IOC_vs_XS_single.ipynb 778 KiB
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{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "a5e60c5d-0373-42ef-94b2-f3523416baa7",
   "metadata": {},
   "source": [
    "# PyDevice IOC calculation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "b9e7a8bc-0f95-4a43-b865-3ef104a06ca3",
   "metadata": {},
   "outputs": [],
   "source": [
    "import epics\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import time"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "0f2830ba-a556-43df-8266-faa53fe194f8",
   "metadata": {},
   "outputs": [],
   "source": [
    "energy_list = [i for i in range(6,26)]\n",
    "energies = np.asarray(energy_list)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "aa5ccd9c-1d4d-479f-8d2b-ef089de58051",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Horizontal slits size: 0.0003 m\n",
      "Vertical slit size: 0.0005 m\n"
     ]
    }
   ],
   "source": [
    "flag_HE = True\n",
    "\n",
    "slitH = epics.caget(\"100idPyCRL:testSSH1.VAL\")\n",
    "slitV = epics.caget(\"100idPyCRL:testSSV1.VAL\")\n",
    "epics.caput(\"100idPyCRL:CRL:thickerr_flag\", flag_HE)\n",
    "\n",
    "print(f'Horizontal slits size: {slitH} m\\nVertical slit size: {slitV} m')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "0f4e6fcc-c322-438b-b44c-8eefed926d69",
   "metadata": {},
   "outputs": [],
   "source": [
    "fSize_array = np.empty([len(energy_list),1024])\n",
    "epics.caput(\"100idPyCRL:CRL:EnergySelect\",0)\n",
    "for i in energies:\n",
    "    epics.caput(\"100idPyCRL:testMonoE.VAL\",float(i))\n",
    "    time.sleep(1)\n",
    "    fSize_array[i-6,:]=epics.caget(\"100idPyCRL:CRL:fSizes\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "170db4b6-29c7-4fca-804f-5fb4cbce5605",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(np.linspace(0,1023,1024), fSize_array.T)\n",
    "plt.yscale('log')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "cce1b6aa-0d77-447d-89be-45aa5529b4e6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Horizontal slits size: 0.0003 m\n",
      "Vertical slit size: 0.0005 m\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "flag_HE = False\n",
    "\n",
    "slitH = epics.caget(\"100idPyCRL:testSSH1.VAL\")\n",
    "slitV = epics.caget(\"100idPyCRL:testSSV1.VAL\")\n",
    "epics.caput(\"100idPyCRL:CRL:thickerr_flag\", flag_HE)\n",
    "\n",
    "print(f'Horizontal slits size: {slitH} m\\nVertical slit size: {slitV} m')\n",
    "\n",
    "fSize_array = np.empty([len(energy_list),1024])\n",
    "epics.caput(\"100idPyCRL:CRL:EnergySelect\",0)\n",
    "for i in energies:\n",
    "    epics.caput(\"100idPyCRL:testMonoE.VAL\",float(i))\n",
    "    time.sleep(1)\n",
    "    fSize_array[i-6,:]=epics.caget(\"100idPyCRL:CRL:fSizes\")\n",
    "\n",
    "plt.plot(np.linspace(0,1023,1024), fSize_array.T)\n",
    "plt.yscale('log')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "960d2960-6819-4433-8cdd-b698755b42af",
   "metadata": {},
   "source": [
    "# Xianbo Calculation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "3958c22c-5db9-4b09-8dbb-6767ec140290",
   "metadata": {},
   "outputs": [],
   "source": [
    "from scipy.optimize import root_scalar\n",
    "import xraylib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "bf5d208e-1db5-40d9-ad5e-7bc43a253360",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Lookup table where each entry is a tuple (column1, column2)\n",
    "Lens_diameter_table = [\n",
    "    (50, 450.0),\n",
    "    (100, 632.0),\n",
    "    (200, 894.0),\n",
    "    (300, 1095.0),\n",
    "    (500, 1414.0),\n",
    "    (1000, 2000.0),\n",
    "    (1500, 2450.0),\n",
    "    ]\n",
    "\n",
    "# Convert the lookup table to a dictionary for faster lookup\n",
    "Lens_diameter_dict = {int(col1): col2 for col1, col2 in Lens_diameter_table}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "b14894a8-8afc-4000-aabf-fb56a8973070",
   "metadata": {},
   "outputs": [],
   "source": [
    "def lookup_diameter(lens_radius):\n",
    "    # Convert the input float to an integer\n",
    "    input_int = int(round(lens_radius*1.0e6))\n",
    "    return Lens_diameter_dict.get(input_int, (lens_radius*1.0e6)**0.5*63.222+ 0.73)/1.0e6"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "d24d7d73-530d-438f-9e31-01d8b15bc06a",
   "metadata": {},
   "outputs": [],
   "source": [
    "def index_to_binary_list(index, length):\n",
    "    \"\"\"\n",
    "    Converts an index number to its binary representation as a list of digits,\n",
    "    and pads the list with zeros in front to achieve the desired length.\n",
    "\n",
    "    Parameters:\n",
    "        index (int): The index number to be converted.\n",
    "        length (int): The desired length of the binary list.\n",
    "\n",
    "    Returns:\n",
    "        list: A list of digits representing the binary representation of the index.\n",
    "    \"\"\"\n",
    "    # Convert the index to a binary string and remove the '0b' prefix\n",
    "    binary_str = bin(index)[2:]\n",
    "\n",
    "    # Pad the binary string with zeros in front to achieve the desired length\n",
    "    #padded_binary_str = binary_str.zfill(length)\n",
    "\n",
    "    # Reverse the binary string\n",
    "    reversed_binary_str = binary_str[::-1]\n",
    "\n",
    "    # Convert the reversed binary string to a list of integers\n",
    "    binary_list = [int(digit) for digit in reversed_binary_str]\n",
    "\n",
    "    # Pad the list with zeros at the end to achieve the desired length\n",
    "    while len(binary_list) < length:\n",
    "        binary_list.append(0)\n",
    "\n",
    "    return binary_list"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "fdd4556b-c715-452b-b33f-42cac4d41766",
   "metadata": {},
   "outputs": [],
   "source": [
    "def binary_list_to_index(binary_list, length):\n",
    "    \"\"\"\n",
    "    Converts a list of binary digits in reverse order to its integer representation,\n",
    "    padding the list with zeros at the end to have a fixed number of elements.\n",
    "\n",
    "    Parameters:\n",
    "        binary_list (list): A list of digits representing the binary number in reverse order.\n",
    "        length (int): The fixed number of elements the list should have.\n",
    "\n",
    "    Returns:\n",
    "        int: The integer representation of the binary number.\n",
    "    \"\"\"\n",
    "    # Pad the list with zeros at the end to achieve the desired length\n",
    "    while len(binary_list) < length:\n",
    "        binary_list.append(0)\n",
    "\n",
    "    # Convert the binary list to an integer\n",
    "    index = 0\n",
    "    for i, digit in enumerate(binary_list):\n",
    "        index += digit * 2**i\n",
    "\n",
    "    return index"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "5e670a97-7a09-4e8f-b356-391355c3425b",
   "metadata": {},
   "outputs": [],
   "source": [
    "def materials_to_deltas(material_list, energy):\n",
    "    \"\"\"\n",
    "    Convert a list of material names to a list of delta values at a given energy.\n",
    "    Parameters:\n",
    "        material_list (list): A list of material names.\n",
    "        energy (float): The energy in keV.\n",
    "    Returns:\n",
    "        list: A list of delta values for the given materials at the given energy.\n",
    "    \"\"\"\n",
    "\n",
    "    # The list to store delta values\n",
    "    delta_list = []\n",
    "\n",
    "    # Iterate through each material in the input list\n",
    "    for material in material_list:\n",
    "        # Compute the delta value for the current material at the given energy\n",
    "        Z = xraylib.SymbolToAtomicNumber(material)\n",
    "        density = xraylib.ElementDensity(Z)\n",
    "        delta = 1.0-xraylib.Refractive_Index_Re(material, energy, density)\n",
    "\n",
    "        # Add the delta value to the delta list\n",
    "        delta_list.append(delta)\n",
    "\n",
    "    return delta_list"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "4806ed83-6433-4ee6-9088-1ff85250e805",
   "metadata": {},
   "outputs": [],
   "source": [
    "def materials_to_linear_attenuation(material_list, energy):\n",
    "    \"\"\"\n",
    "    Convert a list of material names to a list of linear attenuation coefficients at a given energy.\n",
    "    Parameters:\n",
    "        material_list (list): A list of material names.\n",
    "        energy (float): The energy in keV.\n",
    "\n",
    "    Returns:\n",
    "        list: A list of linear attenuation coefficient values (in m^-1) for the given materials at the given energy.\n",
    "    \"\"\"\n",
    "    # The list to store linear attenuation coefficient values\n",
    "    mu_list = []\n",
    "\n",
    "    # Iterate through each material in the input list\n",
    "    for material in material_list:\n",
    "        # Compute the delta value for the current material at the given energy\n",
    "        Z = xraylib.SymbolToAtomicNumber(material)\n",
    "        density = xraylib.ElementDensity(Z)\n",
    "\n",
    "        # Compute the mass attenuation coefficient in cm^2/g\n",
    "        #mass_attenuation = xraylib.CS_Photo(Z, energy)\n",
    "        mass_attenuation = xraylib.CS_Total(Z, energy)\n",
    "\n",
    "        # Convert mass attenuation coefficient to linear attenuation coefficient in m^-1\n",
    "        mu = mass_attenuation * density * 100.0       \n",
    "\n",
    "        # Add the linear attenuation coefficient value to the list\n",
    "        mu_list.append(mu)\n",
    " \n",
    "    return mu_list"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "61fe72cd-5aca-431c-b9d8-ffb23c5a9bce",
   "metadata": {},
   "outputs": [],
   "source": [
    "def absorptionaperture(x, n1mud, sigma, n1mur):\n",
    "\n",
    "    numerator = np.exp(-(x**2/(2*sigma**2))) * np.exp(-n1mur*(x**2) - n1mud)\n",
    "    denominator = np.exp(-n1mud)\n",
    "\n",
    "    return numerator / denominator - 0.5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 144,
   "id": "3de72f2b-723a-4fca-8e44-78fb3e2a7fb3",
   "metadata": {},
   "outputs": [],
   "source": [
    "def find_levels(array, levels, direction='forward'):\n",
    "    \"\"\"\n",
    "    Find the first indices at which the array crosses specified levels and the corresponding crossed values.\n",
    "\n",
    "    Parameters:\n",
    "        array (numpy.ndarray): An array of numbers.\n",
    "        levels (float or numpy.ndarray): A number or an array of levels to find crossings.\n",
    "        direction (str, optional): The searching direction. Defaults to 'forward'.\n",
    "                                   Can be either 'forward' or 'backward'.\n",
    "\n",
    "    Returns:\n",
    "        tuple: A tuple containing two arrays:\n",
    "            - An array of first indices at which the array crosses the specified levels.\n",
    "            - An array of first crossed values at the corresponding indices.\n",
    "    \"\"\"\n",
    "\n",
    "    # Convert a single level to a numpy array\n",
    "    if isinstance(levels, (int, float)):\n",
    "        levels = np.array([levels])\n",
    "\n",
    "    indices = []\n",
    "    values = []\n",
    "\n",
    "    # Compute the max and min of the array ignoring NaNs\n",
    "    max_val = np.nanmax(array)\n",
    "    min_val = np.nanmin(array)\n",
    "\n",
    "    for level in levels:\n",
    "        # If level is out of bounds\n",
    "        if level > max_val or level < min_val:\n",
    "            indices.append(-1)\n",
    "            values.append(np.nan)\n",
    "            continue\n",
    "\n",
    "        crossings = []\n",
    "\n",
    "        if direction == 'forward':\n",
    "            for i in range(1, len(array)):\n",
    "                if np.isnan(array[i - 1]) or np.isnan(array[i]):\n",
    "                    continue\n",
    "                if (array[i - 1] < level <= array[i]) or (array[i - 1] > level >= array[i]):\n",
    "                    crossings.append(i - 1)\n",
    "                    break\n",
    "        elif direction == 'backward':\n",
    "            for i in range(len(array) - 2, -1, -1):\n",
    "                if np.isnan(array[i + 1]) or np.isnan(array[i]):\n",
    "                    continue\n",
    "                if (array[i + 1] < level <= array[i]) or (array[i + 1] > level >= array[i]):\n",
    "                    crossings.append(i)\n",
    "                    break\n",
    "        else:\n",
    "            raise ValueError(\"Invalid direction. It should be either 'forward' or 'backward'.\")\n",
    "\n",
    "        if len(crossings) > 0:\n",
    "            idx = crossings[0]\n",
    "            indices.append(idx)\n",
    "            values.append(array[idx])\n",
    "        else:\n",
    "            # In case no crossing is found within the range\n",
    "            indices.append(-1)\n",
    "            values.append(np.nan)\n",
    "\n",
    "    return np.array(indices), np.array(values)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "id": "6a268126-2cad-4450-b2bb-b5f97ac702d9",
   "metadata": {},
   "outputs": [],
   "source": [
    "def fSize_xs(energy, slit1_H = 500.0e-6, slit1_V = 300.0e-6, flag_HE = False, verbose = False, unsort = False):\n",
    "    '''\n",
    "    energy [eV]\n",
    "    slit1_H [m]\n",
    "    slit1_v [m]\n",
    "    '''    \n",
    "    \n",
    "    energy_keV = energy/1000.0  # Energy in keV\n",
    "    wl = 1239.84 / (energy * 10**9)\n",
    "    d_StoL1 = 51.9              # Source-to-CRL1 distance, in m\n",
    "    d_StoL2 = 62.1              # Source-to-CRL2 distance, in m\n",
    "    d_Stof  = 66.2              # Source-to-focus distance, in m\n",
    "\n",
    "#    slit1_H = 500.0e-6          # H slit size before CRL 1\n",
    "#    slit1_V = 300.0e-6          # V slit size before CRL 1\n",
    "\n",
    "    # CRL input block\n",
    "    d_min   = 3.0e-5            # Minimum thickness at the apex in m\n",
    "    stack_d = 50.0e-3           # Stack thickness in m\n",
    "    L1_n    = np.array([1,      1,      1,      1,      1,      1,      2,      4,      8,      16])                # CRL1 number of lenses in each stack\n",
    "    L1_R    = np.array([2.0e-3, 1.0e-3, 5.0e-4, 3.0e-4, 2.0e-4, 1.0e-4, 1.0e-4, 1.0e-4, 1.0e-4, 1.0e-4])            # CRL1 lens radius in each stack\n",
    "    L1_mater= np.array([\"Be\",   \"Be\",   \"Be\",   \"Be\",   \"Be\",   \"Be\",   \"Be\",   \"Be\",   \"Be\",   \"Be\"])              # CRL1 lens material in each stack\n",
    "    L1_loc  = np.array([4.5,    3.5,    2.5,    1.5,    0.5,    -0.5,   -1.5,   -2.5,   -3.5,   -4.5])*stack_d      # CRL1 lens stack location relative to center stack, positive means upstream\n",
    "    L1_HE   = np.array([1.0e-6, 1.0e-6, 1.0e-6, 1.0e-6, 1.0e-6, 1.0e-6, 1.4e-6, 2.0e-6, 2.8e-6, 4.0e-6])            # CRL1 lens RMS thickness error\n",
    "\n",
    "    # Source size input block\n",
    "    L_und = 4.7                 # undulator length\n",
    "    sigmaH_e = 14.8e-6          # Sigma electron source size in H direction in m\n",
    "    sigmaV_e = 3.7e-6           # Sigma electron source size in V direction in m\n",
    "    sigmaHp_e = 2.8e-6          # Sigma electron divergence in H direction in rad\n",
    "    sigmaVp_e = 1.5e-6          # Sigma electron divergence in V direction in rad\n",
    "\n",
    "    sigmaH = (sigmaH_e**2 + wl*L_und/2/np.pi/np.pi)**0.5\n",
    "    sigmaV = (sigmaV_e**2 + wl*L_und/2/np.pi/np.pi)**0.5\n",
    "    sigmaHp = (sigmaHp_e**2 + wl/L_und/2)**0.5\n",
    "    sigmaVp = (sigmaVp_e**2 + wl/L_und/2)**0.5\n",
    "    L1_D        = np.zeros(L1_R.size)                                   # CRL1 diameters for each stack\n",
    "    for i in range(L1_R.size):\n",
    "        L1_D[i] = lookup_diameter(L1_R[i])\n",
    "    L1_delta    = materials_to_deltas(L1_mater, energy_keV)             # delta values for CRL1 stacks\n",
    "    L1_mu       = materials_to_linear_attenuation(L1_mater, energy_keV) # mu values for CRL1 stacks\n",
    "    L1_Feq      = L1_R/(2*L1_n*L1_delta) + L1_loc                       # CRL1 equivalent f in m for each stack\n",
    "    L1_index_n  = 2**L1_Feq.size                                        # Total number of combinations for CRL1\n",
    "    L1_invF_list= np.zeros(L1_index_n)                                  # List of equivalent 1/f in m^-1 for CRL1\n",
    "    for i in range(L1_index_n):\n",
    "        L1_invF_list[i] = np.sum(index_to_binary_list(i, L1_Feq.size)/L1_Feq)\n",
    "\n",
    "    # comparing to IOC\n",
    "    if verbose:\n",
    "        print(L1_Feq)\n",
    "        print(L1_invF_list)\n",
    "    \n",
    "    # Sort the L1_invF list (to avoid zigzagging)\n",
    "    L1_invF_list_sort_indices = np.argsort(L1_invF_list)\n",
    "    L1_invF_list_sorted       = L1_invF_list[L1_invF_list_sort_indices]\n",
    "    q1_list  = 1/(L1_invF_list_sorted - 1/d_StoL1)      # focal position of CRL1 for all configurations (sorted)\n",
    "    dq1_list = q1_list - (d_Stof - d_StoL1)\n",
    "\n",
    "#    if verbose:\n",
    "#        print(f'L1_invF_list_sort_indices {L1_invF_list_sort_indices}')\n",
    "#        print(f'L1_invF_list_sorted {L1_invF_list_sorted}')\n",
    "#        print(f'q1_list {q1_list}')\n",
    "#        print(f'dq1_list {dq1_list}')\n",
    "    \n",
    "    # Start generating focal size list as a function of CRL1 setting\n",
    "    sigma1H         = (sigmaH**2 + (sigmaHp*d_StoL1)**2)**0.5   # sigma beam size before CRL1\n",
    "    sigma1V         = (sigmaV**2 + (sigmaVp*d_StoL1)**2)**0.5   # sigma beam size before CRL1\n",
    "    L1_n1mud_list   = np.zeros(L1_index_n)                      # List of n1*mu*d_min for all possible CRL1 configurations\n",
    "    L1_n1muR_list   = np.zeros(L1_index_n)                      # List of n1*mu/R for all possible CRL1 configurations\n",
    "    aperL1H_list    = np.zeros(L1_index_n)                      # absorption H aperture of CRL1 for all configurations\n",
    "    aperL1V_list    = np.zeros(L1_index_n)                      # absorption V aperture of CRL1 for all configurations\n",
    "    diameter1_list  = np.zeros(L1_index_n)                      # CRL1 diameter for all possible configurations\n",
    "    FWHM1H_list     = np.zeros(L1_index_n)                      # H focal size at the focus of CRL1\n",
    "    FWHM1V_list     = np.zeros(L1_index_n)                      # V focal size at the focus of CRL1\n",
    "    Strehl_list     = np.zeros(L1_index_n)                      # Strehl ratio based on lens thickness error\n",
    "\n",
    "    for i in range(L1_index_n):\n",
    "        # absorption aperture is a function of CRL absorption/physical aperture, incident beam size, and physical slits\n",
    "        L1_n1mud_list[i] = np.sum(index_to_binary_list(L1_invF_list_sort_indices[i], L1_Feq.size)*np.array(L1_mu*L1_n*d_min))\n",
    "        L1_n1muR_list[i] = np.sum(index_to_binary_list(L1_invF_list_sort_indices[i], L1_Feq.size)*np.array(L1_mu*L1_n/L1_R))\n",
    "        solution = root_scalar(absorptionaperture, args=(L1_n1mud_list[i], sigma1H, L1_n1muR_list[i]), bracket=[0.0, 2*sigma1H], method='bisect')\n",
    "        aperL1H_list[i] = solution.root*2.0\n",
    "        solution = root_scalar(absorptionaperture, args=(L1_n1mud_list[i], sigma1V, L1_n1muR_list[i]), bracket=[0.0, 2*sigma1V], method='bisect')\n",
    "        aperL1V_list[i] = solution.root*2.0\n",
    "        mask = (np.array(index_to_binary_list(L1_invF_list_sort_indices[i], L1_Feq.size)) == 1)\n",
    "\n",
    "        if np.all(mask == False):\n",
    "            diameter1_list[i] = np.inf\n",
    "        else:\n",
    "            diameter1_list[i] = np.min(L1_D[mask])\n",
    "        aperL1H_list[i] = min(aperL1H_list[i], diameter1_list[i], slit1_H)\n",
    "        aperL1V_list[i] = min(aperL1V_list[i], diameter1_list[i], slit1_V)\n",
    "\n",
    "        phase_error_tmp = np.linalg.norm(index_to_binary_list(L1_invF_list_sort_indices[i], L1_Feq.size)*np.array(L1_HE*L1_delta)*2*np.pi/wl)\n",
    "        Strehl_list[i] = np.exp(-phase_error_tmp**2)\n",
    "\n",
    "#    if verbose:\n",
    "#        print(f'L1_n1mud_list {L1_n1mud_list}')\n",
    "#        print(f'L1_n1muR_list {L1_n1muR_list}' )\n",
    "#       print(f'aperL1H_list {aperL1H_list}')\n",
    "#        print(f'aperL1V_list {aperL1V_list}')\n",
    "#        print(f'diameter1_list {diameter1_list}')\n",
    "#        print(f'wl {wl}')\n",
    "#        print(f'd_StoL1 {d_StoL1}')\n",
    "#        print(f'sigmaH {sigmaH}')\n",
    "#        print(f'sigmaV {sigmaV}')\n",
    "\n",
    "    \n",
    "    # FWHMbeam size at CRL1 focus\n",
    "    FWHM1H_list  = ((0.88*wl*q1_list/aperL1H_list)**2 + (2.355*sigmaH*q1_list/d_StoL1)**2)**0.5\n",
    "    FWHM1V_list  = ((0.88*wl*q1_list/aperL1V_list)**2 + (2.355*sigmaV*q1_list/d_StoL1)**2)**0.5\n",
    "    if flag_HE:\n",
    "        FWHM1H_list *= (Strehl_list)**(-0.5)\n",
    "        FWHM1V_list *= (Strehl_list)**(-0.5)\n",
    "#    FWHM_list   = (FWHM1H_list*FWHM1V_list)**0.5\n",
    "\n",
    "    FWHM1H_atsample_list = (FWHM1H_list**2 + (aperL1H_list*dq1_list/q1_list)**2)**0.5\n",
    "    FWHM1V_atsample_list = (FWHM1V_list**2 + (aperL1V_list*dq1_list/q1_list)**2)**0.5\n",
    "    if unsort:\n",
    "        # Unsorting to match original indices which correspond to lens configurations\n",
    "        FWHM_atsample_list = np.empty(FWHM1V_atsample_list.shape)\n",
    "        FWHM_atsample_list[L1_invF_list_sort_indices]   = (FWHM1H_atsample_list*FWHM1V_atsample_list)**0.5\n",
    "    else:\n",
    "        # Keeping in order of focal distance\n",
    "        FWHM_atsample_list   = (FWHM1H_atsample_list*FWHM1V_atsample_list)**0.5\n",
    "\n",
    "#   if verbose:\n",
    "#       print(f'FWHM1H_list {FWHM1H_list}')\n",
    "#       print(f'FWHM1V_list {FWHM1V_list}' )\n",
    "\n",
    "\n",
    "    return FWHM_atsample_list, L1_invF_list_sorted, L1_invF_list_sort_indices\n",
    "   \n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 146,
   "id": "a685fe79-c259-4a02-ae56-a90ad5337808",
   "metadata": {},
   "outputs": [],
   "source": [
    "def find_config_xs(fSize, energy, slit1_H = 500.0e-6, slit1_V = 300.0e-6, flag_HE = False, verbose = False, unsort = False):\n",
    "    FWHM_atsample_list, L1_invF_list_sorted, L1_invF_list_sort_indices = fSize_xs(energy, slit1_H = slit1_H, slit1_V = slit1_V, flag_HE = flag_HE, verbose = verbose, unsort = unsort)\n",
    "\n",
    "    indices, values = find_levels(FWHM_atsample_list, fSize, direction='forward')\n",
    "    index2 = indices[0]\n",
    "    \n",
    "    if index2 == -1:\n",
    "        print(f\"Cannot achieve the bame size {fsize*1.0e6:.2f} μm at sample\")\n",
    "        return -1, -1\n",
    "    else:\n",
    "        return FWHM_atsample_list[index2], L1_invF_list_sort_indices[index2] \n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "id": "57faa922-8607-440a-b353-30f8cabb406a",
   "metadata": {},
   "outputs": [],
   "source": [
    "fSize_array_xs = np.empty([len(energy_list),1024])\n",
    "for i in energies:\n",
    "    fSize_array_xs[i-6,:], _, _=fSize_xs(i*1000.0, slit1_H = slitH, slit1_V = slitV, flag_HE = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "id": "4963838c-066b-4e51-9d09-325235fdbdef",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(np.linspace(0,1023,1024), fSize_array_xs.T)\n",
    "plt.yscale('log')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "518ae6e7-b743-4a96-bb60-4718579f0eb8",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "bada7867-3eeb-4d71-a5b7-737c48babf48",
   "metadata": {},
   "source": [
    "# Comparison"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fede3052-6caf-40af-8cd3-09cbc734a4dc",
   "metadata": {},
   "source": [
    "## 100 um x 100 um"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 107,
   "id": "9d467ddb-c7dd-48c3-b911-e6951f62ba7c",
   "metadata": {},
   "outputs": [],
   "source": [
    "slitH = 0.0005\n",
    "slitV = 0.0003\n",
    "flag_HE = True\n",
    "\n",
    "epics.caput(\"100idPyCRL:testSSH1.VAL\", slitH)\n",
    "epics.caput(\"100idPyCRL:testSSV1.VAL\", slitV)\n",
    "epics.caput(\"100idPyCRL:CRL:thickerr_flag\", flag_HE)\n",
    "\n",
    "energy_list = [i for i in range(6,26)]\n",
    "energies = np.asarray(energy_list)\n",
    "\n",
    "fSize_array_A = np.empty([len(energy_list),1024])\n",
    "fSize_array_xs_A = np.empty([len(energy_list),1024])\n",
    "epics.caput(\"100idPyCRL:CRL:EnergySelect\",0)\n",
    "for i in energies:\n",
    "    epics.caput(\"100idPyCRL:testMonoE.VAL\",float(i))\n",
    "    time.sleep(2)\n",
    "    fSize_array_A[i-6,:]=epics.caget(\"100idPyCRL:CRL:fSizes\")\n",
    "    fSize_array_xs_A[i-6,:], _, _=fSize_xs(i*1000.0, slit1_H = slitH, slit1_V = slitV, flag_HE = flag_HE, unsort = False)\n",
    "ratio_A = fSize_array_A/fSize_array_xs_A"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 108,
   "id": "0a229b04-a66c-4cdd-8fa0-427cd2448ddf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(np.linspace(0,1023,1024), ratio_A.T)\n",
    "plt.title('Ratio of focal sizes')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 109,
   "id": "148af061-0eb0-4abb-9e36-f8904262341e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.00041407 0.00041224 0.00041278 0.00041568 0.0004191  0.00043016\n",
      " 0.00048102 0.00076924 0.00127524 0.00213622]\n",
      "[0.00041407 0.00041224 0.00041278 0.00041568 0.0004191  0.00043016\n",
      " 0.00048102 0.00076924 0.00127524 0.00213622]\n"
     ]
    }
   ],
   "source": [
    "print# 6 keV -- low bit configurations\n",
    "print(fSize_array_A[13,20:30])\n",
    "print(fSize_array_xs_A[13,20:30])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 110,
   "id": "1f4b55a5-d625-4549-8a0e-6009c92ab77d",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.0004957  0.00044946 0.00217414 0.00034982 0.00028845 0.00023463\n",
      " 0.00018181 0.00014688 0.00012938]\n",
      "[0.0004957  0.00044946 0.00217414 0.00034982 0.00028845 0.00023463\n",
      " 0.00018181 0.00014688 0.00012938]\n"
     ]
    }
   ],
   "source": [
    "# 6 keV -- low bit configurations\n",
    "print(fSize_array_A[0,0:9])\n",
    "print(fSize_array_xs_A[0,0:9])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 111,
   "id": "f5de2ded-bdbe-4098-ba2b-61933c5520f9",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.0250141  0.02501354 0.02501339 0.02501283 0.0250121  0.02501142\n",
      " 0.02501061 0.02500997 0.02500929]\n",
      "[0.0250141  0.02501354 0.02501339 0.02501283 0.0250121  0.02501142\n",
      " 0.02501061 0.02500997 0.02500929]\n"
     ]
    }
   ],
   "source": [
    "# 6 keV -- high bit configurations\n",
    "print(fSize_array_A[0,1014:1023])\n",
    "print(fSize_array_xs_A[0,1014:1023])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 112,
   "id": "2327865c-199b-4d15-bf3a-01438766a0b6",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.00046619 0.00046324 0.0004603  0.00045736 0.00045443 0.00045151\n",
      " 0.0004486  0.00044666 0.0004457 ]\n",
      "[0.00046619 0.00046324 0.0004603  0.00045736 0.00045443 0.00045151\n",
      " 0.0004486  0.00044666 0.0004457 ]\n"
     ]
    }
   ],
   "source": [
    "# 25 keV\n",
    "print(fSize_array_A[19,0:9])\n",
    "print(fSize_array_xs_A[19,0:9])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 113,
   "id": "da76ff4b-a498-46d9-b1ff-049f5d0517e9",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.00115101 0.00115235 0.00115302 0.00115436 0.00115636 0.00115837\n",
      " 0.00116038 0.00116238 0.00116438]\n",
      "[0.00115101 0.00115235 0.00115302 0.00115436 0.00115636 0.00115837\n",
      " 0.00116038 0.00116238 0.00116438]\n"
     ]
    }
   ],
   "source": [
    "# 25 keV -- high bit configurations\n",
    "print(fSize_array_A[19,1014:1023])\n",
    "print(fSize_array_xs_A[19,1014:1023])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8a4bcd48-ca4d-4c4f-b1fe-1b3818dcb22f",
   "metadata": {},
   "source": [
    "## 500 um x 300 um"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 114,
   "id": "a20bb8bb-89f7-46c0-8b3f-997fddfd5291",
   "metadata": {},
   "outputs": [],
   "source": [
    "slitH = 0.0005\n",
    "slitV = 0.0003\n",
    "flag_HE = True\n",
    "\n",
    "epics.caput(\"100idPyCRL:testSSH1.VAL\", slitH)\n",
    "epics.caput(\"100idPyCRL:testSSV1.VAL\", slitV)\n",
    "epics.caput(\"100idPyCRL:CRL:thickerr_flag\", flag_HE)\n",
    "\n",
    "energy_list = [i for i in range(6,26)]\n",
    "energies = np.asarray(energy_list)\n",
    "\n",
    "fSize_array_B = np.empty([len(energy_list),1024])\n",
    "fSize_array_xs_B = np.empty([len(energy_list),1024])\n",
    "epics.caput(\"100idPyCRL:CRL:EnergySelect\",0)\n",
    "\n",
    "for i in energies:\n",
    "    epics.caput(\"100idPyCRL:testMonoE.VAL\",float(i))\n",
    "    time.sleep(1)\n",
    "    fSize_array_B[int(i-6),:]=epics.caget(\"100idPyCRL:CRL:fSizes\")\n",
    "    fSize_array_xs_B[i-6,:], _, _=fSize_xs(i*1000.0, slit1_H = slitH, slit1_V = slitV, flag_HE = flag_HE, unsort = False)\n",
    "ratio_B = fSize_array_B/fSize_array_xs_B"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 115,
   "id": "f2703d44-7a9f-44b3-b425-d862fa1366b0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(np.linspace(0,1023,1024), ratio_B.T)\n",
    "plt.title('Ratio of focal sizes')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 116,
   "id": "2f892cab-1678-46c1-8de5-2b9a4ad3e833",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.0004957  0.00044946 0.00217414 0.00034982 0.00028845 0.00023463\n",
      " 0.00018181 0.00014688 0.00012938]\n",
      "[0.0004957  0.00044946 0.00217414 0.00034982 0.00028845 0.00023463\n",
      " 0.00018181 0.00014688 0.00012938]\n"
     ]
    }
   ],
   "source": [
    "# 6 keV -- low bit configurations\n",
    "print(fSize_array_B[0,0:9])\n",
    "print(fSize_array_xs_B[0,0:9])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 117,
   "id": "5ef8370f-895f-4439-a25f-001ae1a5c482",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.0250141  0.02501354 0.02501339 0.02501283 0.0250121  0.02501142\n",
      " 0.02501061 0.02500997 0.02500929]\n",
      "[0.0250141  0.02501354 0.02501339 0.02501283 0.0250121  0.02501142\n",
      " 0.02501061 0.02500997 0.02500929]\n"
     ]
    }
   ],
   "source": [
    "# 6 keV -- high bit configurations\n",
    "print(fSize_array_B[0,1014:1023])\n",
    "print(fSize_array_xs_B[0,1014:1023])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 118,
   "id": "6adc6b8a-9100-4da4-9bed-65c80d3fc1b1",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.00046619 0.00046324 0.0004603  0.00045736 0.00045443 0.00045151\n",
      " 0.0004486  0.00044666 0.0004457 ]\n",
      "[0.00046619 0.00046324 0.0004603  0.00045736 0.00045443 0.00045151\n",
      " 0.0004486  0.00044666 0.0004457 ]\n"
     ]
    }
   ],
   "source": [
    "# 25 keV\n",
    "print(fSize_array_B[19,0:9])\n",
    "print(fSize_array_xs_B[19,0:9])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 119,
   "id": "d9dc3d33-8242-4159-bc62-3f634076e48e",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.00115101 0.00115235 0.00115302 0.00115436 0.00115636 0.00115837\n",
      " 0.00116038 0.00116238 0.00116438]\n",
      "[0.00115101 0.00115235 0.00115302 0.00115436 0.00115636 0.00115837\n",
      " 0.00116038 0.00116238 0.00116438]\n"
     ]
    }
   ],
   "source": [
    "# 25 keV -- high bit configurations\n",
    "print(fSize_array_B[19,1014:1023])\n",
    "print(fSize_array_xs_B[19,1014:1023])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0695b053-9c74-4a1b-8a93-70f0c8146058",
   "metadata": {},
   "source": [
    "## 1 mm x 0.5 mm"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 120,
   "id": "36636b2d-c1c9-4760-90d9-9be79ddedcbb",
   "metadata": {},
   "outputs": [],
   "source": [
    "slitH = 0.001\n",
    "slitV = 0.0005\n",
    "flag_HE = True\n",
    "\n",
    "epics.caput(\"100idPyCRL:testSSH1.VAL\", slitH)\n",
    "epics.caput(\"100idPyCRL:testSSV1.VAL\", slitV)\n",
    "epics.caput(\"100idPyCRL:CRL:thickerr_flag\", flag_HE)\n",
    "\n",
    "energy_list = [i for i in range(6,26)]\n",