Example_ARPES.ipynb 518 KB
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{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "55652ce9-55f5-4a9c-b394-d9de8ce49fde",
   "metadata": {},
   "source": [
    "# Example of ARPES/XPS Experiment"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d4c04e2f-0b70-4185-9a1a-637436fb009e",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> Top cell is where we define functions and sample positions </span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "0b1dccd5-b42a-405e-84fc-d47c68cc075c",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "#top: Bi2Se3\n",
    "S_top=[-0.7, -0.0, 12.4, 0.0, 0.0, 0.0]\n",
    "#middle: Mn-Bi2Se3\n",
    "S_middle=[-0.6, -0.18, 15.1, 0.0, 0.0, 0.0]\n",
    "#bottom: Au\n",
    "#z=16.9"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "61719e69-e763-40ad-a634-689671796dcc",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> Setting the energy for finding the samples (hv = 500 is often a good place to start)  </span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "fa2526c2-a3a0-4ff2-b1c9-25c65042827e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MAIN SHUTTER CLOSED !!! Tue 20 Jul 2021 14:06:49\n",
      "ID now in user mode -Tue 20 Jul 2021 14:06:49\n",
      "Opening Main Shutter...\n",
      "MAIN SHUTTER CLOSED !!! Tue 20 Jul 2021 14:06:59\n",
      "ID now in user mode -Tue 20 Jul 2021 14:06:59\n",
      "Opening Main Shutter...\n",
      "ID Ready\n",
      "\n",
      "ID SET : 740.6 eV\n",
      "ID RBV : 737.3 eV\n",
      "Down Table\n",
      "Mono set to 725 eV\n",
      "\n",
      "\n",
      "Mono set to 725 eV\n"
     ]
    }
   ],
   "source": [
    "energy(725)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "817a1abe-8388-4962-a78e-82ef3a2b4e96",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> Getting the EA (electron analzyer) current settings  </span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "164bfddd-3305-46ad-aa4e-1720853a73d2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'PHV': '29idcScienta:HV:',\n",
       " '_Pcam': '29idcScienta:basler:cam1:',\n",
       " '_savePlugin': '29idcScienta:HDF1:',\n",
       " '_statsPlugin': '29idcScienta:Stats4:',\n",
       " 'dtype': 'h5',\n",
       " 'wk': 0.0,\n",
       " 'ElementSet': 0,\n",
       " 'LensMode': 'Transmission',\n",
       " 'PassEnergy': 200.0,\n",
       " 'KineticEnergy': 615.0,\n",
       " 'SpectraMode': 'Fixed',\n",
       " 'ExpFrames': 1.0,\n",
       " 'Sweeps': 1}"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "EA.get()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "86ff0cda-fb94-40a4-9d38-85ecfa522ee9",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> Use the cursors on cam2 as a good starting point (top hat x ~ 0, flat plate x ~ 2.5) \n",
    "Scanning z to find centers of samples\n",
    "</span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "889c536e-2f14-44ae-806d-c76c135e4439",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Scan1: 29idc:m3.VAL= 6.0 / 20.0 / 0.1\n",
      "ARPES_1143 started at  Tue 20 Jul 2021 14:23:54\n",
      "ARPES_1143 finished at  Tue 20 Jul 2021 14:29:32\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "scanz(6,20,.1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "fed2dda7-fbcf-4531-918a-e20e0b36d7d1",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/home/beams/29IDUSER/Documents/User_Folders/Staff/lastfigure.png\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x252 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#z-scan\n",
    "plot_mda(1143,17)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b3d22266-ab3a-46a0-8e80-2ef38eb125f5",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> Picking top sample (smallest z value)\n",
    "</span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "d5844be9-c70e-40cf-a182-71173c35c29e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "z = 12.401\n"
     ]
    }
   ],
   "source": [
    "mvz(12.4)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cbeaf074-6a5d-4fea-a86f-158a8e738b83",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> Scanning laterally (y) to find the center - Note: y is a left handed motor </span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "f8ac8f6c-fdee-499e-9cca-f7854ae6b466",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "start, stop, step = -2.752, 3.248, 0.1\n",
      "Scan1: 29idc:m2.VAL= -2.752 / 3.248 / 0.1\n",
      "ARPES_1144 started at  Tue 20 Jul 2021 14:32:35\n",
      "ARPES_1144 finished at  Tue 20 Jul 2021 14:35:10\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "scany(-3,3,.1,'relative')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "f01e71ff-fd04-49c9-bd0c-cfb02420138b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/home/beams/29IDUSER/Documents/User_Folders/Staff/lastfigure.png\n"
     ]
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 360x252 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_mda(1144,17,1144,16,norm='y')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "d9d9c84a-b955-4518-aa18-a7c550f53c2f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "y = -0.002\n"
     ]
    }
   ],
   "source": [
    "mvy(0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "f87bf07d-1a52-4093-b07b-e8328747a9b1",
   "metadata": {},
   "outputs": [],
   "source": [
    "EA.put(500,200,'Transmission') #Pick a KE without core levels but with counts "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b6fd5b41-a7c4-44c7-9dc3-509a5982994a",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> Adjust x by hand (narrowest tranmission line, depth of focus ~0.05mm </span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "e24db510-d9f7-4373-95ac-33c7c8a77343",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[-0.7, -0.0, 12.4, 0.0, 0.0, 0.0]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mprint() #Top sample position; copy this to top cell for later user"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3a1f40d7-f5c3-4d84-8b13-372904273012",
   "metadata": {},
   "source": [
    "### Changed folder to NXschool (was staff) <span style='color:Blue'> (numbering starts over) </span>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2c9d6fb1-19e8-4ffb-a1c6-030540b797d4",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> Overview XPS scan to check sample quality </span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "20c24155-0750-467d-bb98-4f3f537d69bc",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ID Ready\n",
      "\n",
      "ID SET : 1231.5 eV\n",
      "ID RBV : 1226.7 eV\n",
      "Down Table\n",
      "Mono set to 1200 eV\n",
      "\n",
      "\n",
      "Mono set to 1200 eV\n"
     ]
    }
   ],
   "source": [
    "energy(1200)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "7f0eea6c-31c3-49b3-ad51-cd91be76cc49",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "_scanEAPrefix prefix:  MDAscan0001\n",
      "\n",
      "All extra positionners cleared\n",
      "Sweep scan  KE: 300 | 1205 | 1 \n",
      "Scan1: = 0.0 / 1.0 / 1.0\n",
      "ARPES_1 started at  Tue 20 Jul 2021 15:07:22\n",
      "ARPES_1 finished at  Tue 20 Jul 2021 15:14:54\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "XPS_overview=[\"KE\",300,1205,1,200,1,1]\n",
    "scanEA(XPS_overview)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b1e6f351-8b3a-4e80-8778-469eb606e2b5",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> initialize loading (use .update to add new data) </span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "bfc205dc-35dd-4f5b-abe8-5d5fec66a2cf",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "path = /net/s29data/export/data_29idc/2021_2/NXschool/mda/\n",
      "Loaded mdaAD scanNums: [[1]]\n"
     ]
    }
   ],
   "source": [
    "data=IEXdata(1)"
   ]
  },
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  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "84cf8b99-701e-4b66-b220-a45bbca444ce",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "path = /net/s29data/export/data_29idc/2021_2/NXschool/mda/\n",
      "Scan ARPES_0002.mda aborted no data taken\n",
      "Scan ARPES_0004.mda aborted no data taken\n",
      "Scan ARPES_0006.mda aborted no data taken\n",
      "Scan ARPES_0007.mda aborted no data taken\n",
      "Scan ARPES_0012.mda aborted no data taken\n",
      "Loaded mdaAD scanNums: [[1], [2], [3], [4], [5], [6], [7], [8], [9], [10], [11], [12], [13], [14], [15], [16], [17], [18], [19], [20], [21], [22], [23]]\n"
     ]
    }
   ],
   "source": [
    "path = '/net/s29data/export/data_29idc/2021_2/NXschool/mda/'\n",
    "prefix = 'ARPES_'\n",
    "data = IEXdata(1,inf,path=path, prefix=prefix)"
   ]
  },
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  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "f869f3e8-d0b2-4d8f-bbf2-968b2d446320",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "data.plotEDC(1)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4b29694e-2fc6-4daf-8335-ae96548e1a3e",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> Optimizing bottom sample </span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "56f5dce5-74d9-44b3-b8c2-17ebe6e8e801",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "z = 15.1\n"
     ]
    }
   ],
   "source": [
    "mvz(15.1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "a5df74b3-250c-4f93-a0dd-757823900b8f",
   "metadata": {},
   "outputs": [],
   "source": [
    "EA.put(900,200,'Transmission') #Pick a KE without core levels but with counts "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "501c0df3-51b7-4667-9d13-ebf477c89a0e",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> Adjust x by hand (narrowest tranmission line, depth of focus ~0.05mm </span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "72a33cef-dbee-4123-8fc7-07b620507d33",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Scan1: 29idc:m2.VAL= -3.0 / 3.0 / 0.1\n",
      "ARPES_3 started at  Tue 20 Jul 2021 15:36:01\n",
      "ARPES_3 finished at  Tue 20 Jul 2021 15:39:41\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "scany(-3,3,.1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "c3e799e7-5dff-4ff4-8b28-6fce09ca5a15",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "y = -0.18\n"
     ]
    }
   ],
   "source": [
    "mvy(-.18)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "40dd3016-b0a8-4ae1-b26a-3e03d5da3511",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[-0.6, -0.18, 15.1, 0.0, 0.0, 0.0]"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mprint() #Bottom sample position; copy this to top cell for later user"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "8e292ab6-bda1-42fd-a195-569fd4579b30",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "_scanEAPrefix prefix:  MDAscan0005\n",
      "\n",
      "All extra positionners cleared\n",
      "Sweep scan  KE: 300 | 1205 | 1 \n",
      "Scan1: = 0.0 / 1.0 / 1.0\n",
      "ARPES_5 started at  Tue 20 Jul 2021 16:07:18\n",
      "ARPES_5 finished at  Tue 20 Jul 2021 16:14:52\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "XPS_overview=[\"KE\",300,1205,1,200,1,1]\n",
    "scanEA(XPS_overview)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "ea413c91-d09e-4a77-af93-ca2f0311fd73",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Loaded mdaAD scanNums: [[5]]\n"
     ]
    }
   ],
   "source": [
    "data.update(5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "86fd2341-26d3-4ea4-88da-2b9615626de7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "data.plotEDC(5)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3810bb76-c8cc-40f3-9b66-34e5337fca73",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> Quick and dirty Mn XAS </span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "3d0c6c00-b0b5-45b1-bc38-91e754fe04c8",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ID Ready\n",
      "\n",
      "ID SET : 631.1 eV\n",
      "ID RBV : 625.3 eV\n",
      "Down Table\n",
      "Mono set to 618.0 eV\n",
      "\n",
      "\n",
      "Mono set to 618.0 eV\n",
      "ID Ready\n",
      "\n",
      "ID SET : 632.1 eV\n",
      "ID RBV : 626.3 eV\n",
      "Down Table\n",
      "Mono set to 619.0 eV\n",
      "\n",
      "\n",
      "Mono set to 619.0 eV\n",
      "Scan1: 29idmono:ENERGY_SP= 0.0 / 0.0 / 0.0\n",
      "ARPES_9 started at  Tue 20 Jul 2021 16:42:17\n",
      "ARPES_9 finished at  Tue 20 Jul 2021 16:49:59\n",
      "\n",
      "\n",
      "\n",
      "All extra positionners cleared\n"
     ]
    }
   ],
   "source": [
    "scanXAS_BL([[620,680,1]])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "9d02cc39-ef45-487e-9597-ad909b7b7a3c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Loaded mdaAD scanNums: [[9]]\n"
     ]
    }
   ],
   "source": [
    "data.update(9)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "4d950f2e-8eab-453d-9c57-a39b72682db9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "data.plotmda(9,16) # can see Mn"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6c23ff1a-bfc3-42ac-bb5d-b92e9a674ba3",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> Moving back to top (undoped sample) to look for bands</span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "a67cf1e3-61ee-4363-a003-a12878fc911e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "x=-0.7  y=-0.0  z=12.4  theta=0.0  chi=0.0  phi=0.0 \n",
      "\n"
     ]
    }
   ],
   "source": [
    "sample(S_top)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "32a689ad-5dd6-43ad-856e-b89c1d839990",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ID Ready\n",
      "\n",
      "ID SET : 512.8 eV\n",
      "ID RBV : 505.4 eV\n",
      "Down Table\n",
      "Mono set to 500 eV\n",
      "\n",
      "\n",
      "Mono set to 500 eV\n"
     ]
    }
   ],
   "source": [
    "energy(500)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "04736381-dec8-4547-9b5f-c32ee46656ba",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> Check focus, sample is still cooling </span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "90c5bc0a-2a0d-4fd9-8d71-54d499c5f1cc",
   "metadata": {},
   "outputs": [],
   "source": [
    "EA.put(500-50,200,'Transmission')#x=-0.65"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "e870e26b-e49d-4a9c-aa77-83a0239aef76",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "_scanEAPrefix prefix:  MDAscan0013\n",
      "\n",
      "All extra positionners cleared\n",
      "Fixed scan  KE: 495 \n",
      "Scan1: = 0.0 / 1.0 / 1.0\n",
      "ARPES_13 started at  Tue 20 Jul 2021 17:00:44\n",
      "ARPES_13 finished at  Tue 20 Jul 2021 17:04:41\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "scanEA([\"KE\",495,200,17*60*4,1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "ca25027e-2d61-4959-8871-9c32ecdfce3f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "data.plotEA(13)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d754703e-031d-4272-8664-1f611e370623",
   "metadata": {},
   "source": [
    "<span style='color:Blue'> Setting up for a Fermi Map </span>\n",
    "\n",
    "The focus of an analyzer is not at the center of rotation, therfore we need to addjust the \n",
    "position as we rotate the sample. \n",
    "\n",
    "Put the analyzer in tranmission mode \n",
    " 1) mvth(val) val starts with largest (most positive) th you will use and ends with the smallest (most negative) value (@ 500 eV +/= 10 will get you more than one zone for most materials)\n",
    " 2) Iterate  scanning x and y (lateral and focus) (so that you are in focus at the lateral position you want)\n",
    " 3) mprint() and copy the output into a list of RoughPositions (see cell below)\n",
    " \n",
    "Repeat 1-3 for you whole theta range. We will linearly interpolate between the rough positions when taking a Fermi map. Small rough sample far from the center of rotation require smaller theta step, larg uniform flat sample can use 5 degree steps"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "65e39e08-821b-4f63-8aac-869e327072fc",
   "metadata": {},
   "outputs": [],
   "source": [
    "EA.put(495-10,200,\"Transmission\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "9aec4abc-331b-43c2-b29f-b6176fdffe0d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[-0.4, -0.0, 14.85, -10.0, 0.0, 0.0]"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mprint()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "555a75ac-87b7-44ce-a830-d25f4f4e0813",
   "metadata": {},
   "source": [
    "<span style='color:Blue'>Taking a Fermi map </span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "6f2718f3-6c0c-4ae1-b3d3-0025e2195891",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "FermiMap Bi2Se3, z=12.5\n",
      "_scanEAPrefix prefix:  MDAscan0015\n",
      "\n",
      "All extra positionners cleared\n",
      "Baby-Sweep scan  KE: 495.0015156 \n",
      "Scan1: 29idcScienta:userCalcOut10.PROC= 0.0 / 0.0 / 0.0\n",
      "Scan2: 29idc:m4.VAL= 0.0 / 0.0 / 0.0\n",
      "ARPES_15 started at  Tue 20 Jul 2021 20:48:54\n",
      "ARPES_15 finished at  Wed 21 Jul 2021 02:14:15\n",
      "\n",
      "\n",
      "_scanEAPrefix prefix:  EA\n",
      "\n",
      "All extra positionners cleared\n"
     ]
    }
   ],
   "source": [
    "z=12.5\n",
    "logprint('FermiMap Bi2Se3, z='+str(z))\n",
    "RoughPositions=[[-0.85, -0.0, z, 10.0, 0.0, 0.0],\n",
    "    [-0.8, -0.0, z, 7.5, 0.0, 0.0],\n",
    "    [-0.75, -0.0, z, 5.0, 0.0, 0.0],\n",
    "    [-0.7, -0.0, z, 2.5, 0.0, 0.0],\n",
    "    [-0.65, -0.0, z, 0.0, 0.0, 0.0],\n",
    "    [-0.6, -0.0, z, -2.5, 0.0, 0.0],\n",
    "    [-0.55, -0.0, z, -5.0, 0.0, 0.0],\n",
    "    [-0.45, -0.0, z, -7.5, 0.0, 0.0],\n",
    "    [-0.4, -0.0, z, -10.0, 0.0, 0.0]]\n",
    "\n",
    "EAlist=['BE',5,200,20*4,1,'BS']\n",
    "scanFM(RoughPositions,[9,-9,.25],EAlist)\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "id": "f72cc228-8984-4b92-a9c6-4312f4224e8a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Loaded mdaAD scanNums: [[15]]\n"
     ]
    }
   ],
   "source": [
    "data.update(15)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "21c960a8-1056-4ae9-84d8-cca8c7bec2b6",
   "metadata": {},
   "source": [
    "<span style='color:Blue'>Checking the individual scans </span>"
   ]
  },
  {
   "cell_type": "code",
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   "execution_count": 10,
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   "id": "26725a03-5a80-4060-91a3-39cc99e88f38",
   "metadata": {},
   "outputs": [
    {
     "data": {
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\n",
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      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
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