From 8d411ac80f40b26efad81c4f1815297d5dc0f87a Mon Sep 17 00:00:00 2001 From: Bo Xin Date: Thu, 3 Oct 2019 11:22:34 -0700 Subject: [PATCH] M2 coating run in July 2019 --- README.md | 4 + .../telescope/mirror2/m2_ProtAg_Ideal.dat | 2102 +++++++---------- documentation/Confirm Updates.ipynb | 451 ++-- documentation/Document-34984.xlsx | Bin 0 -> 215974 bytes documentation/UpdateM2Coating1907.ipynb | 557 +++++ ...eMirrors.ipynb => UpdateMirrors1906.ipynb} | 0 6 files changed, 1576 insertions(+), 1538 deletions(-) create mode 100644 documentation/Document-34984.xlsx create mode 100644 documentation/UpdateM2Coating1907.ipynb rename documentation/{UpdateMirrors.ipynb => UpdateMirrors1906.ipynb} (100%) diff --git a/README.md b/README.md index ab4858a..e1c5e76 100644 --- a/README.md +++ b/README.md @@ -25,6 +25,10 @@ of this repository directly - the curves in the throughputs repository are constructed from these curves, and can be traced through the git SHA1 and release tags. +# Release 1.7 # + + The M2 reflectivity was updated based on witness sample measurements from M2 coating run in July 2019. The PR for this update is https://github.com/lsst-pst/syseng_throughputs/pull/12. The notebooks showing what has changed and the updated m5 calculations are found in the "documentation" subdirectory. + # Release 1.6 # The mirror reflectivity was updated based on measurements from coating samples from June 2019. The PR for this update is https://github.com/lsst-pst/syseng_throughputs/pull/11. The notebooks showing what has changed and the updated m5 calculations are found in the "documentation" subdirectory. diff --git a/components/telescope/mirror2/m2_ProtAg_Ideal.dat b/components/telescope/mirror2/m2_ProtAg_Ideal.dat index dd9836a..be65276 100644 --- a/components/telescope/mirror2/m2_ProtAg_Ideal.dat +++ b/components/telescope/mirror2/m2_ProtAg_Ideal.dat @@ -1,1302 +1,802 @@ #Wavelength(nm) Throughput(0-1) -200.0 0.0467 -201.0 0.0488 -202.0 0.051 -203.0 0.0529 -204.0 0.0549 -205.0 0.0573 -206.0 0.0593 -207.0 0.0612 -208.0 0.0633 -209.0 0.0653 -210.0 0.0671 -211.0 0.069 -212.0 0.0708 -213.0 0.0725 -214.0 0.0741 -215.0 0.0761 -216.0 0.0777 -217.0 0.0793 -218.0 0.0808 -219.0 0.0826 -220.0 0.0842 -221.0 0.0855 -222.0 0.087 -223.0 0.0886 -224.0 0.09 -225.0 0.0915 -226.0 0.0931 -227.0 0.095 -228.0 0.0961 -229.0 0.0979 -230.0 0.0999 -231.0 0.101 -232.0 0.1026 -233.0 0.1044 -234.0 0.1059 -235.0 0.1071 -236.0 0.1086 -237.0 0.1103 -238.0 0.1115 -239.0 0.1128 -240.0 0.1144 -241.0 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+1081.0 0.9933 +1082.0 0.9933 +1083.0 0.9933 +1084.0 0.9934 +1085.0 0.9934 +1086.0 0.9935 +1087.0 0.9934 +1088.0 0.9934 +1089.0 0.9935 +1090.0 0.9935 +1091.0 0.9935 +1092.0 0.9935 +1093.0 0.9935 +1094.0 0.9935 +1095.0 0.9935 +1096.0 0.9936 +1097.0 0.9935 +1098.0 0.9935 +1099.0 0.9936 +1100.0 0.9936 diff --git a/documentation/Confirm Updates.ipynb b/documentation/Confirm Updates.ipynb index de81d2b..35d9e6b 100644 --- a/documentation/Confirm Updates.ipynb +++ b/documentation/Confirm Updates.ipynb @@ -108,8 +108,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "New component (in updates)? comments.txt\n", - "New component (in updates)? L1L2-throughput-checkpoint.ipynb\n" + "Master and update components are the same.\n" ] } ], @@ -135,9 +134,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Difference in transmission values for m2_ProtAg_Ideal.dat\n", - "Difference in transmission values for m3_ProtAl_Ideal.dat\n", - "Difference in transmission values for m1_ProtAl_Ideal.dat\n" + "Difference in transmission values for m2_ProtAg_Ideal.dat\n" ] } ], @@ -166,29 +163,9 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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\n", 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\n", 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- "text/plain": [ - "" + "" ] }, "metadata": {}, @@ -215,7 +192,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -241,7 +218,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ @@ -253,14 +230,14 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 10, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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\n", "text/plain": [ - "" + "" ] }, "metadata": {}, @@ -268,7 +245,7 @@ } ], "source": [ - "# Plot all of the components. \n", + "# Plot all of the components: everything\n", "plt.figure(figsize=(8, 5))\n", "st.plotBandpasses(update_system, newfig=False, addlegend=False)\n", "st.plotBandpasses(master_system, linestyle=':', newfig=False, addlegend=True)" @@ -276,14 +253,14 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 11, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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\n", "text/plain": [ - "" + "" ] }, "metadata": {}, @@ -291,7 +268,7 @@ } ], "source": [ - "# Plot all of the components. \n", + "# Plot all of the components. Just the hardware\n", "plt.figure(figsize=(8, 5))\n", "st.plotBandpasses(update_hardware, newfig=False, addlegend=False)\n", "st.plotBandpasses(master_hardware, linestyle=':', newfig=False, addlegend=True)" @@ -299,7 +276,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 12, "metadata": {}, "outputs": [], "source": [ @@ -314,7 +291,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 13, "metadata": {}, "outputs": [ { @@ -361,18 +338,18 @@ " u\n", " 0.92\n", " 0.80824\n", - " 23.005144\n", - " 63.161453\n", - " 26.801535\n", - " 0.029599\n", - " 0.047205\n", - " 0.506787\n", - " 0.038116\n", - " 22.975999\n", - " 0.664225\n", - " 0.430692\n", - " 23.681847\n", - " 530.880050\n", + " 22.960730\n", + " 80.840573\n", + " 27.009181\n", + " 0.035837\n", + " 0.057997\n", + " 0.522669\n", + " 0.038185\n", + " 23.165597\n", + " 0.576230\n", + " 0.362984\n", + " 23.849238\n", + " 550.932990\n", " 23.9\n", " 23.4\n", " \n", @@ -380,18 +357,18 @@ " g\n", " 0.87\n", " 0.76714\n", - " 22.253253\n", - " 393.142077\n", - " 28.347424\n", - " 0.122923\n", - " 0.147005\n", - " 0.194250\n", - " 0.038723\n", - " 24.414911\n", - " 0.182927\n", - " 0.097007\n", - " 24.805485\n", - " 783.243503\n", + " 22.257758\n", + " 411.094794\n", + " 28.399288\n", + " 0.128938\n", + " 0.154358\n", + " 0.195371\n", + " 0.038743\n", + " 24.447490\n", + " 0.176182\n", + " 0.093056\n", + " 24.840316\n", + " 795.628429\n", " 25.0\n", " 24.6\n", " \n", @@ -399,18 +376,18 @@ " r\n", " 0.83\n", " 0.73426\n", - " 21.196147\n", - " 801.129885\n", - " 28.153344\n", - " 0.102802\n", - " 0.113147\n", - " 0.104107\n", - " 0.038981\n", - " 24.453421\n", - " 0.098004\n", - " 0.048766\n", - " 24.366544\n", - " 981.388871\n", + " 21.196590\n", + " 818.797145\n", + " 28.177407\n", + " 0.105106\n", + " 0.115690\n", + " 0.104170\n", + " 0.038990\n", + " 24.467511\n", + " 0.096081\n", + " 0.047725\n", + " 24.380855\n", + " 990.243723\n", " 24.7\n", " 24.3\n", " \n", @@ -418,18 +395,18 @@ " i\n", " 0.80\n", " 0.70960\n", - " 20.477003\n", - " 1155.779694\n", - " 27.862640\n", - " 0.078654\n", - " 0.084170\n", - " 0.073597\n", - " 0.039095\n", - " 24.353507\n", - " 0.069912\n", - " 0.033637\n", - " 23.947028\n", - " 1105.009312\n", + " 20.477419\n", + " 1173.487799\n", + " 27.879556\n", + " 0.079889\n", + " 0.085493\n", + " 0.073607\n", + " 0.039101\n", + " 24.363045\n", + " 0.068928\n", + " 0.033121\n", + " 23.956774\n", + " 1112.330543\n", " 24.0\n", " 23.6\n", " \n", @@ -437,18 +414,18 @@ " z\n", " 0.78\n", " 0.69316\n", - " 19.599676\n", - " 1756.888043\n", - " 27.465877\n", - " 0.054578\n", - " 0.057029\n", - " 0.047706\n", - " 0.039230\n", - " 24.193119\n", - " 0.047092\n", - " 0.021779\n", - " 23.375466\n", - " 1298.032719\n", + " 19.599578\n", + " 1782.992383\n", + " 27.481805\n", + " 0.055384\n", + " 0.057871\n", + " 0.047694\n", + " 0.039235\n", + " 24.201828\n", + " 0.046435\n", + " 0.021447\n", + " 23.384125\n", + " 1306.751554\n", " 23.3\n", " 22.9\n", " \n", @@ -456,18 +433,18 @@ " y\n", " 0.76\n", " 0.67672\n", - " 18.610310\n", - " 2339.099387\n", - " 26.672735\n", - " 0.026288\n", - " 0.030525\n", - " 0.162243\n", - " 0.039307\n", - " 23.751802\n", - " 0.035789\n", - " 0.016034\n", - " 22.467668\n", - " 1442.606425\n", + " 18.610405\n", + " 2371.023361\n", + " 26.687500\n", + " 0.026648\n", + " 0.030944\n", + " 0.162291\n", + " 0.039311\n", + " 23.759692\n", + " 0.035324\n", + " 0.015804\n", + " 22.475605\n", + " 1451.707778\n", " 22.1\n", " 21.7\n", " \n", @@ -477,31 +454,31 @@ ], "text/plain": [ " FWHMeff FWHMgeom skyMag skyCounts Zp_t Tb Sb \\\n", - "u 0.92 0.80824 23.005144 63.161453 26.801535 0.029599 0.047205 \n", - "g 0.87 0.76714 22.253253 393.142077 28.347424 0.122923 0.147005 \n", - "r 0.83 0.73426 21.196147 801.129885 28.153344 0.102802 0.113147 \n", - "i 0.80 0.70960 20.477003 1155.779694 27.862640 0.078654 0.084170 \n", - "z 0.78 0.69316 19.599676 1756.888043 27.465877 0.054578 0.057029 \n", - "y 0.76 0.67672 18.610310 2339.099387 26.672735 0.026288 0.030525 \n", + "u 0.92 0.80824 22.960730 80.840573 27.009181 0.035837 0.057997 \n", + "g 0.87 0.76714 22.257758 411.094794 28.399288 0.128938 0.154358 \n", + "r 0.83 0.73426 21.196590 818.797145 28.177407 0.105106 0.115690 \n", + "i 0.80 0.70960 20.477419 1173.487799 27.879556 0.079889 0.085493 \n", + "z 0.78 0.69316 19.599578 1782.992383 27.481805 0.055384 0.057871 \n", + "y 0.76 0.67672 18.610405 2371.023361 26.687500 0.026648 0.030944 \n", "\n", " kAtm gamma Cm dCm_infinity dCm_double m5 \\\n", - "u 0.506787 0.038116 22.975999 0.664225 0.430692 23.681847 \n", - "g 0.194250 0.038723 24.414911 0.182927 0.097007 24.805485 \n", - "r 0.104107 0.038981 24.453421 0.098004 0.048766 24.366544 \n", - "i 0.073597 0.039095 24.353507 0.069912 0.033637 23.947028 \n", - "z 0.047706 0.039230 24.193119 0.047092 0.021779 23.375466 \n", - "y 0.162243 0.039307 23.751802 0.035789 0.016034 22.467668 \n", + "u 0.522669 0.038185 23.165597 0.576230 0.362984 23.849238 \n", + "g 0.195371 0.038743 24.447490 0.176182 0.093056 24.840316 \n", + "r 0.104170 0.038990 24.467511 0.096081 0.047725 24.380855 \n", + "i 0.073607 0.039101 24.363045 0.068928 0.033121 23.956774 \n", + "z 0.047694 0.039235 24.201828 0.046435 0.021447 23.384125 \n", + "y 0.162291 0.039311 23.759692 0.035324 0.015804 22.475605 \n", "\n", " sourceCounts m5_fid m5_min \n", - "u 530.880050 23.9 23.4 \n", - "g 783.243503 25.0 24.6 \n", - "r 981.388871 24.7 24.3 \n", - "i 1105.009312 24.0 23.6 \n", - "z 1298.032719 23.3 22.9 \n", - "y 1442.606425 22.1 21.7 " + "u 550.932990 23.9 23.4 \n", + "g 795.628429 25.0 24.6 \n", + "r 990.243723 24.7 24.3 \n", + "i 1112.330543 24.0 23.6 \n", + "z 1306.751554 23.3 22.9 \n", + "y 1451.707778 22.1 21.7 " ] }, - "execution_count": 16, + "execution_count": 13, "metadata": {}, "output_type": "execute_result" } @@ -512,7 +489,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 14, "metadata": {}, "outputs": [ { @@ -559,18 +536,18 @@ " u\n", " 0.92\n", " 0.80824\n", - " 22.988641\n", - " 69.107171\n", - " 26.878875\n", - " 0.031784\n", - " 0.050870\n", - " 0.510620\n", - " 0.038140\n", - " 23.047713\n", - " 0.631432\n", - " 0.405153\n", - " 23.745309\n", - " 537.709569\n", + " 23.005144\n", + " 63.161453\n", + " 26.801535\n", + " 0.029599\n", + " 0.047205\n", + " 0.506787\n", + " 0.038116\n", + " 22.975999\n", + " 0.664225\n", + " 0.430692\n", + " 23.681847\n", + " 530.880050\n", " 23.9\n", " 23.4\n", " \n", @@ -578,18 +555,18 @@ " g\n", " 0.87\n", " 0.76714\n", - " 22.256461\n", - " 402.681088\n", - " 28.375886\n", - " 0.126188\n", - " 0.151018\n", - " 0.195025\n", - " 0.038734\n", - " 24.432652\n", - " 0.179280\n", - " 0.094867\n", - " 24.824830\n", - " 789.848688\n", + " 22.253253\n", + " 393.142077\n", + " 28.347424\n", + " 0.122923\n", + " 0.147005\n", + " 0.194250\n", + " 0.038723\n", + " 24.414911\n", + " 0.182927\n", + " 0.097007\n", + " 24.805485\n", + " 783.243503\n", " 25.0\n", " 24.6\n", " \n", @@ -597,18 +574,18 @@ " r\n", " 0.83\n", " 0.73426\n", - " 21.196219\n", - " 809.726438\n", - " 28.164951\n", - " 0.103907\n", - " 0.114369\n", - " 0.104161\n", - " 0.038986\n", - " 24.460225\n", - " 0.097058\n", - " 0.048254\n", - " 24.373384\n", - " 985.707537\n", + " 21.196147\n", + " 801.129885\n", + " 28.153344\n", + " 0.102802\n", + " 0.113147\n", + " 0.104107\n", + " 0.038981\n", + " 24.453421\n", + " 0.098004\n", + " 0.048766\n", + " 24.366544\n", + " 981.388871\n", " 24.7\n", " 24.3\n", " \n", @@ -616,18 +593,18 @@ " i\n", " 0.80\n", " 0.70960\n", - " 20.477858\n", - " 1144.110445\n", - " 27.852417\n", - " 0.077917\n", - " 0.083386\n", - " 0.073658\n", - " 0.039091\n", - " 24.347634\n", - " 0.070576\n", - " 0.033985\n", - " 23.941583\n", - " 1100.157846\n", + " 20.477003\n", + " 1155.779694\n", + " 27.862640\n", + " 0.078654\n", + " 0.084170\n", + " 0.073597\n", + " 0.039095\n", + " 24.353507\n", + " 0.069912\n", + " 0.033637\n", + " 23.947028\n", + " 1105.009312\n", " 24.0\n", " 23.6\n", " \n", @@ -635,18 +612,18 @@ " z\n", " 0.78\n", " 0.69316\n", - " 19.599677\n", - " 1713.369310\n", - " 27.438603\n", - " 0.053224\n", - " 0.055617\n", - " 0.047748\n", - " 0.039221\n", - " 24.178184\n", - " 0.048230\n", - " 0.022357\n", - " 23.360531\n", - " 1283.364512\n", + " 19.599676\n", + " 1756.888043\n", + " 27.465877\n", + " 0.054578\n", + " 0.057029\n", + " 0.047706\n", + " 0.039230\n", + " 24.193119\n", + " 0.047092\n", + " 0.021779\n", + " 23.375466\n", + " 1298.032719\n", " 23.3\n", " 22.9\n", " \n", @@ -654,18 +631,18 @@ " y\n", " 0.76\n", " 0.67672\n", - " 18.611811\n", - " 2282.230987\n", - " 26.646576\n", - " 0.025662\n", - " 0.029824\n", - " 0.163181\n", - " 0.039299\n", - " 23.737275\n", - " 0.036647\n", - " 0.016459\n", - " 22.453891\n", - " 1426.248407\n", + " 18.610310\n", + " 2339.099387\n", + " 26.672735\n", + " 0.026288\n", + " 0.030525\n", + " 0.162243\n", + " 0.039307\n", + " 23.751802\n", + " 0.035789\n", + " 0.016034\n", + " 22.467668\n", + " 1442.606425\n", " 22.1\n", " 21.7\n", " \n", @@ -675,31 +652,31 @@ ], "text/plain": [ " FWHMeff FWHMgeom skyMag skyCounts Zp_t Tb Sb \\\n", - "u 0.92 0.80824 22.988641 69.107171 26.878875 0.031784 0.050870 \n", - "g 0.87 0.76714 22.256461 402.681088 28.375886 0.126188 0.151018 \n", - "r 0.83 0.73426 21.196219 809.726438 28.164951 0.103907 0.114369 \n", - "i 0.80 0.70960 20.477858 1144.110445 27.852417 0.077917 0.083386 \n", - "z 0.78 0.69316 19.599677 1713.369310 27.438603 0.053224 0.055617 \n", - "y 0.76 0.67672 18.611811 2282.230987 26.646576 0.025662 0.029824 \n", + "u 0.92 0.80824 23.005144 63.161453 26.801535 0.029599 0.047205 \n", + "g 0.87 0.76714 22.253253 393.142077 28.347424 0.122923 0.147005 \n", + "r 0.83 0.73426 21.196147 801.129885 28.153344 0.102802 0.113147 \n", + "i 0.80 0.70960 20.477003 1155.779694 27.862640 0.078654 0.084170 \n", + "z 0.78 0.69316 19.599676 1756.888043 27.465877 0.054578 0.057029 \n", + "y 0.76 0.67672 18.610310 2339.099387 26.672735 0.026288 0.030525 \n", "\n", " kAtm gamma Cm dCm_infinity dCm_double m5 \\\n", - "u 0.510620 0.038140 23.047713 0.631432 0.405153 23.745309 \n", - "g 0.195025 0.038734 24.432652 0.179280 0.094867 24.824830 \n", - "r 0.104161 0.038986 24.460225 0.097058 0.048254 24.373384 \n", - "i 0.073658 0.039091 24.347634 0.070576 0.033985 23.941583 \n", - "z 0.047748 0.039221 24.178184 0.048230 0.022357 23.360531 \n", - "y 0.163181 0.039299 23.737275 0.036647 0.016459 22.453891 \n", + "u 0.506787 0.038116 22.975999 0.664225 0.430692 23.681847 \n", + "g 0.194250 0.038723 24.414911 0.182927 0.097007 24.805485 \n", + "r 0.104107 0.038981 24.453421 0.098004 0.048766 24.366544 \n", + "i 0.073597 0.039095 24.353507 0.069912 0.033637 23.947028 \n", + "z 0.047706 0.039230 24.193119 0.047092 0.021779 23.375466 \n", + "y 0.162243 0.039307 23.751802 0.035789 0.016034 22.467668 \n", "\n", " sourceCounts m5_fid m5_min \n", - "u 537.709569 23.9 23.4 \n", - "g 789.848688 25.0 24.6 \n", - "r 985.707537 24.7 24.3 \n", - "i 1100.157846 24.0 23.6 \n", - "z 1283.364512 23.3 22.9 \n", - "y 1426.248407 22.1 21.7 " + "u 530.880050 23.9 23.4 \n", + "g 783.243503 25.0 24.6 \n", + "r 981.388871 24.7 24.3 \n", + "i 1105.009312 24.0 23.6 \n", + "z 1298.032719 23.3 22.9 \n", + "y 1442.606425 22.1 21.7 " ] }, - "execution_count": 17, + "execution_count": 14, "metadata": {}, "output_type": "execute_result" } @@ -710,7 +687,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 15, "metadata": {}, "outputs": [ { @@ -747,27 +724,27 @@ " \n", " \n", " u\n", - " -0.063462\n", + " 0.167390\n", " \n", " \n", " g\n", - " -0.019344\n", + " 0.034831\n", " \n", " \n", " r\n", - " -0.006840\n", + " 0.014311\n", " \n", " \n", " i\n", - " 0.005446\n", + " 0.009746\n", " \n", " \n", " z\n", - " 0.014935\n", + " 0.008660\n", " \n", " \n", " y\n", - " 0.013777\n", + " 0.007937\n", " \n", " \n", "\n", @@ -775,15 +752,15 @@ ], "text/plain": [ " Delta m5\n", - "u -0.063462\n", - "g -0.019344\n", - "r -0.006840\n", - "i 0.005446\n", - "z 0.014935\n", - "y 0.013777" + "u 0.167390\n", + "g 0.034831\n", + "r 0.014311\n", + "i 0.009746\n", + "z 0.008660\n", + "y 0.007937" ] }, - "execution_count": 18, + "execution_count": 15, "metadata": {}, "output_type": "execute_result" } @@ -795,7 +772,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 16, "metadata": {}, "outputs": [], "source": [ diff --git a/documentation/Document-34984.xlsx b/documentation/Document-34984.xlsx new file mode 100644 index 0000000000000000000000000000000000000000..b994d81e731b0eb63fa506312e51670968893c21 GIT binary patch literal 215974 zcmeFX^;cX?6fKCmyK4i1;32`?p>YWAbO`S55;VBGJHdjxYjAfD?(Wm%n>X`jz4;H` z>mTT~=v%kyp4w-hy-!_5S!fs>2sj7?2nYyDhz6%4t6@k8h!02*5ZDk1P}-t4){Y=+ zM}1W{Tabe;v#XUQMJ^1~hinKa@b&-a^S^Nf{v@u;ceCR3pUHU!7c_kPn9J7B+Il`- z5F3K7xD2hmzf@TCp|#BvHk1t^fN7E#seJFr>%?q)Y{OaUV26}1ac<|B@2DE)XKg9R zbb4DP`Lso%0fq#k73z*9;-GbK5naH=6eKN<6|1Q@!fB90Jgh3zr=!k^xX_yfgzIUA 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Wavelength (nm)C6AC4AD3C3AD4C5AUnnamed: 7Wavelength (nm).1AVERAGE
0110099.26199.40499.36999.35699.44599.352NaN110099.364500
1109999.26399.39799.36299.35799.44399.349NaN109999.361833
2109899.25599.38899.35599.34799.43399.339NaN109899.352833
3109799.25799.39099.35299.34899.43199.344NaN109799.353667
4109699.25999.39399.35799.35699.43599.343NaN109699.357167
\n", + "" + ], + "text/plain": [ + " Wavelength (nm) C6A C4A D3 C3A D4 C5A \\\n", + "0 1100 99.261 99.404 99.369 99.356 99.445 99.352 \n", + "1 1099 99.263 99.397 99.362 99.357 99.443 99.349 \n", + "2 1098 99.255 99.388 99.355 99.347 99.433 99.339 \n", + "3 1097 99.257 99.390 99.352 99.348 99.431 99.344 \n", + "4 1096 99.259 99.393 99.357 99.356 99.435 99.343 \n", + "\n", + " Unnamed: 7 Wavelength (nm).1 AVERAGE \n", + "0 NaN 1100 99.364500 \n", + "1 NaN 1099 99.361833 \n", + "2 NaN 1098 99.352833 \n", + "3 NaN 1097 99.353667 \n", + "4 NaN 1096 99.357167 " + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "docusharefile = 'Document-34984.xlsx'\n", + "xl = pd.ExcelFile(docusharefile)\n", + "df1 = xl.parse('DATA', skiprows=0)\n", + "df1[:5]" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# we want wavelength in ascending order\n", + "na1 = np.array(df1, dtype=np.float64)\n", + "idx = np.argsort(na1[:,0])\n", + "na1 = na1[idx,:]" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 300. , 33.872 , 34.061 , 33.564 ,\n", + " 33.581 , 33.443 , 33.868 , nan,\n", + " 300. , 33.7315 ],\n", + " [ 301. , 32.689 , 32.489 , 32.921 ,\n", + " 32.717 , 32.635 , 32.435 , nan,\n", + " 301. , 32.64766667],\n", + " [ 302. , 33.809 , 32.002 , 31.975 ,\n", + " 32.223 , 31.9 , 31.92 , nan,\n", + " 302. , 32.30483333],\n", + " [ 303. , 31.009 , 30.776 , 31.356 ,\n", + " 30.909 , 31.275 , 31.459 , nan,\n", + " 303. , 31.13066667],\n", + " [ 304. , 29.554 , 29.528 , 29.862 ,\n", + " 29.537 , 29.572 , 29.851 , nan,\n", + " 304. , 29.65066667]])" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "na1[:5,:]" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(801,)" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.mean(na1[:,1:7], axis=1).shape" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[]" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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8Bjiy6rnO5Zs64/YAdtL75M33gdtW+dyfp3fP8Gf0XkX9GfCb9N7IfBK4H7i0b/1tXc6jwI5zlOlt9C5JHwMe6R47xyDXG4Bvd7keB/6qmx9prnkZ/4BfvPk88lz0Pm33aPc4PPf7PSbZ3gjMdD/PfwMuGZNcFwM/BV7dNzcOuT5K74XQ48A/0/vE0arm8i+fJUmNC+lWkiRpCSwGSVLDYpAkNSwGSVLDYpAkNSwGSVLDYpAkNSwGSVLj/wDzZaNJRVQOVwAAAABJRU5ErkJggg==\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#check the last column is indeed the average of columns 1-6 (column 0 is wavelength)\n", + "plt.plot(np.mean(na1[:,1:7], axis=1)-na1[:,-1])" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "wl = na1[:,0]\n", + "#The measurements from 6 witness samples agree nicely\n", + "plt.plot(wl, na1[:,1:7])\n", + "plt.title('6 witness samples')\n", + "plt.grid()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(800, 880)" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# there are no more discontinuity around 850 nm, which was observed with the June 2019 coating samples\n", + "plt.plot(wl, na1[:,1:7]) #, 'b-')\n", + "plt.title('zoom-in around 850nm')\n", + "plt.grid()\n", + "plt.ylim([96, 101])\n", + "plt.xlim([800, 880])" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "t1 = np.mean(na1[:,1:7], axis=1)\n", + "t1s = np.std(na1[:,1:7], axis=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig1 = plt.figure(figsize=(8, 6))\n", + "plt.errorbar(wl, t1, yerr=t1s, fmt='r-', label='M2')\n", + "plt.suptitle('Throughput vs wavelength')\n", + "ax=fig1.gca()\n", + "ax.grid(True)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "In directory /Users/bxin/lsst_stack/syseng_throughputs/components/telescope/mirror2/m2_Losses:\n", + " \t ['m2_Losses.dat']\n", + "/Users/bxin/lsst_stack/syseng_throughputs/components/telescope/mirror2/m2_ProtAg_Ideal.dat\n" + ] + } + ], + "source": [ + "# What's in the destination directory already? \n", + "component = 'mirror2'\n", + "contents = os.listdir(defaultDirs[component])\n", + "for c in contents:\n", + " tmp = os.path.join(defaultDirs[component], c)\n", + " if os.path.isdir(tmp):\n", + " print('In directory %s:\\n \\t %s' % (tmp, os.listdir(tmp)))\n", + " else:\n", + " print(tmp)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Writing to file /Users/bxin/lsst_stack/syseng_throughputs/components/telescope/mirror2/m2_ProtAg_Ideal.dat\n" + ] + } + ], + "source": [ + "component = 'mirror2'\n", + "replacement_file = os.path.join(defaultDirs[component], 'm2_ProtAg_Ideal.dat')\n", + "print('Writing to file %s' % replacement_file)\n", + "\n", + "header = '#Wavelength(nm) Throughput(0-1)'\n", + "with open(replacement_file, 'w') as f:\n", + " print(header, file=f)\n", + " for i in range(len(wl)):\n", + " print(round(wl[i], 1), round(t1[i]/100, 4), file=f)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "CompletedProcess(args=['git', 'clone', 'https://github.com/lsst-pst/syseng_throughputs.git', 'syseng_master'], returncode=0)" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Compare to prior curves, from github:master -- first clone new copy (default = master).\n", + "import shutil\n", + "import subprocess\n", + "\n", + "masterdir = 'syseng_master'\n", + "# Remove previous copy of this directory, if it exists.\n", + "try:\n", + " shutil.rmtree(masterdir)\n", + "except OSError:\n", + " pass\n", + "gitcommand = 'git clone https://github.com/lsst-pst/syseng_throughputs.git %s' % masterdir\n", + "subprocess.run(args=gitcommand.split(), check=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "masterDirs = setDefaultDirs(rootDir=masterdir)\n", + "m2_ref = pd.read_csv(os.path.join(masterDirs['mirror2'], 'm2_ProtAg_Ideal.dat'), delim_whitespace=True,\n", + " comment='#', header=None, names=['wavelength', 'sb'])" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig1 = plt.figure(figsize=(8, 6))\n", + "plt.plot(wl, t1/100, 'r-', label='Update M2')\n", + "plt.plot(m2_ref['wavelength'], m2_ref['sb'], 'g--', label='Master M2')\n", + "plt.suptitle('Throughput vs wavelength')\n", + "ax=fig1.gca()\n", + "ax.grid(True)\n", + "plt.legend(loc='lower right')" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "# When all done - remove the git clone.\n", + "shutil.rmtree(masterdir)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/documentation/UpdateMirrors.ipynb b/documentation/UpdateMirrors1906.ipynb similarity index 100% rename from documentation/UpdateMirrors.ipynb rename to documentation/UpdateMirrors1906.ipynb