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{
"cells": [
{
"cell_type": "markdown",
"id": "a5e60c5d-0373-42ef-94b2-f3523416baa7",
"metadata": {},
"source": [
"# PyDevice IOC calculation"
]
},
{
"cell_type": "code",
"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",
"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": 5,
"id": "aa5ccd9c-1d4d-479f-8d2b-ef089de58051",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Horizontal slits size: 0.0005 m\n",
"Vertical slit size: 0.0003 m\n"
"slitH = epics.caget(\"100idPyCRL:testSSH.VAL\")\n",
"slitV = epics.caget(\"100idPyCRL:testSSV.VAL\")\n",
"epics.caput(\"100idPyCRL:CRL1:thickerr_flag\", flag_HE)\n",
"\n",
"print(f'Horizontal slits size: {slitH} m\\nVertical slit size: {slitV} m')"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "0f4e6fcc-c322-438b-b44c-8eefed926d69",
"metadata": {},
"outputs": [],
"source": [
"fSize_array = np.empty([len(energy_list),1024])\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:CRL1:fSizes\")"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "8b2b34e6-2b8c-4a16-af96-dcb83e359918",
"metadata": {},
"outputs": [
{
"data": {
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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()"
]
},
"execution_count": 8,
"id": "cce1b6aa-0d77-447d-89be-45aa5529b4e6",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Horizontal slits size: 0.0005 m\n",
"Vertical slit size: 0.0003 m\n"
]
},
{
"data": {
"image/png": 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",
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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:testSSH.VAL\")\n",
"slitV = epics.caget(\"100idPyCRL:testSSV.VAL\")\n",
"epics.caput(\"100idPyCRL:CRL1: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",
"for i in energies:\n",
" epics.caput(\"100idPyCRL:testMonoE.VAL\",float(i))\n",
" time.sleep(1)\n",
" fSize_array[i-6,:]=epics.caget(\"100idPyCRL:CRL1: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": 9,
"id": "3958c22c-5db9-4b09-8dbb-6767ec140290",
"metadata": {},
"outputs": [],
"source": [
"from scipy.optimize import root_scalar\n",
"import xraylib"
]
},
{
"cell_type": "code",
"execution_count": 10,
"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": 11,
"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": 12,
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"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": 13,
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"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": 14,
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"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": 15,
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"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": 16,
"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": 17,
"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):\n",
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" '''\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",
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" # 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",
" 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",
" FWHM_atsample_list = (FWHM1H_atsample_list*FWHM1V_atsample_list)**0.5\n",
"# if verbose:\n",
"# print(f'FWHM1H_list {FWHM1H_list}')\n",
"# print(f'FWHM1V_list {FWHM1V_list}' )\n",
"\n",
"\n",
" return FWHM_atsample_list\n",
" \n"
"execution_count": 18,
"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)"
"execution_count": 19,
"id": "4963838c-066b-4e51-9d09-325235fdbdef",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
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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": 20,
"id": "9d467ddb-c7dd-48c3-b911-e6951f62ba7c",
"metadata": {},
"outputs": [],
"source": [
"slitH = 0.0005\n",
"slitV = 0.0003\n",
"\n",
"epics.caput(\"100idPyCRL:testSSH.VAL\", slitH)\n",
"epics.caput(\"100idPyCRL:testSSV.VAL\", slitV)\n",
"epics.caput(\"100idPyCRL:CRL1: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",
"for i in energies:\n",
" epics.caput(\"100idPyCRL:testMonoE.VAL\",float(i))\n",
" fSize_array_A[i-6,:]=epics.caget(\"100idPyCRL:CRL1:fSizes\")\n",
" fSize_array_xs_A[i-6,:]=fSize_xs(i*1000.0, slit1_H = slitH, slit1_V = slitV, flag_HE = flag_HE)\n",
"ratio_A = fSize_array_A/fSize_array_xs_A"
]
},
{
"cell_type": "code",
"execution_count": 21,
"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": 22,
"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": 23,
"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": 24,
"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": 25,
"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": 26,
"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": 27,
"id": "a20bb8bb-89f7-46c0-8b3f-997fddfd5291",
"metadata": {},
"outputs": [],
"source": [
"slitH = 0.0005\n",
"slitV = 0.0003\n",
"\n",
"epics.caput(\"100idPyCRL:testSSH.VAL\", slitH)\n",
"epics.caput(\"100idPyCRL:testSSV.VAL\", slitV)\n",
"epics.caput(\"100idPyCRL:CRL1: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",
"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:CRL1:fSizes\")\n",
" fSize_array_xs_B[i-6,:]=fSize_xs(i*1000.0, slit1_H = slitH, slit1_V = slitV, flag_HE = flag_HE)\n",
"ratio_B = fSize_array_B/fSize_array_xs_B"
]
},
{
"cell_type": "code",
"execution_count": 28,
"id": "f2703d44-7a9f-44b3-b425-d862fa1366b0",
"metadata": {},
"outputs": [
{
"data": {
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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": 29,
"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": 30,
"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": 31,
"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": 32,
"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": 33,
"id": "36636b2d-c1c9-4760-90d9-9be79ddedcbb",
"metadata": {},
"outputs": [],
"source": [
"slitH = 0.001\n",
"slitV = 0.0005\n",
"\n",
"epics.caput(\"100idPyCRL:testSSH.VAL\", slitH)\n",
"epics.caput(\"100idPyCRL:testSSV.VAL\", slitV)\n",
"epics.caput(\"100idPyCRL:CRL1: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_C = np.empty([len(energy_list),1024])\n",
"fSize_array_xs_C = np.empty([len(energy_list),1024])\n",
"for i in energies:\n",
" epics.caput(\"100idPyCRL:testMonoE.VAL\",float(i))\n",
" time.sleep(1)\n",
" fSize_array_C[i-6,:]=epics.caget(\"100idPyCRL:CRL1:fSizes\")\n",
" fSize_array_xs_C[i-6,:]=fSize_xs(i*1000.0, slit1_H = slitH, slit1_V = slitV, flag_HE = flag_HE)\n",
"ratio_C = fSize_array_C/fSize_array_xs_C"
]
},
{
"cell_type": "code",
"execution_count": 34,
"id": "826a6e4a-c6dd-4901-8558-719ceaa8f2fb",
"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_C.T)\n",
"plt.title('Ratio of focal sizes')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 35,
"id": "890b2c31-48a0-4136-a47c-a2f369292b2a",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[0.00073821 0.00065674 0.00187481 0.0004958 0.00041242 0.00033356\n",
" 0.00025658 0.00020621 0.00018088]\n",
"[0.00073821 0.00065674 0.00187481 0.0004958 0.00041242 0.00033356\n",
" 0.00025658 0.00020621 0.00018088]\n"
]
}
],
"source": [
"# 6 keV -- low bit configurations\n",
"print(fSize_array_C[0,0:9])\n",
"print(fSize_array_xs_C[0,0:9])"
]
},
{
"cell_type": "code",
"execution_count": 36,
"id": "7f9fd270-d544-4fcb-9c49-846ab6944cf8",
"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_C[0,1014:1023])\n",
"print(fSize_array_xs_C[0,1014:1023])"
]
},
{
"cell_type": "code",
"execution_count": 37,
"id": "84bcc253-cb1d-4f71-87e3-01298365c525",
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[0.00049295 0.00048974 0.00048654 0.00048334 0.00048015 0.00047698\n",
" 0.00047381 0.0004717 0.00047066]\n",
"[0.00049295 0.00048974 0.00048654 0.00048334 0.00048015 0.00047698\n",
" 0.00047381 0.0004717 0.00047066]\n"