diff --git a/notebooks/demo_create_and_visualize_hdf5_file.ipynb b/notebooks/demo_create_and_visualize_hdf5_file.ipynb
index b10178d..3c722f0 100644
--- a/notebooks/demo_create_and_visualize_hdf5_file.ipynb
+++ b/notebooks/demo_create_and_visualize_hdf5_file.ipynb
@@ -2,25 +2,41 @@
"cells": [
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 1,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Imports successful!\n"
+ ]
+ }
+ ],
"source": [
- "import os, sys\n",
- "sys.path.append(os.path.abspath('src'))\n",
- "\n",
- "import src.hdf5_lib as h5lib\n",
- "import src.hdf5_vis as h5vis\n",
- "\n",
- "import src.g5505_utils as utils\n",
+ "import os\n",
+ "from nbutils import add_project_path_to_sys_path\n",
"\n",
"\n",
- "# define input file directory\n",
+ "# Add project root to sys.path\n",
+ "add_project_path_to_sys_path()\n",
"\n",
- "input_file_path = './input_files\\\\BeamTimeMetaData.h5'\n",
- "output_dir_path = './output_files'\n",
- "if not os.path.exists(output_dir_path):\n",
- " os.makedirs(output_dir_path)"
+ "import pandas as pd\n",
+ "import numpy as np\n",
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "try:\n",
+ " import src.hdf5_writer as hdf5_writer\n",
+ " import src.hdf5_ops as hdf5_ops\n",
+ " import src.hdf5_vis as h5vis\n",
+ " import src.napp_plotlib as napp\n",
+ "\n",
+ " import utils.g5505_utils as utils\n",
+ " #import pipelines.metadata_revision as metadata_revision\n",
+ " print(\"Imports successful!\")\n",
+ "except ImportError as e:\n",
+ " print(f\"Import error: {e}\")\n",
+ "\n"
]
},
{
@@ -37,12 +53,37 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 2,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "Index(['scientaEkinStep_eV', 'scientaLensMode', 'scientaRegionIterations',\n",
+ " 'scientaSequenceIterations', 'sampleTemp_dC', 'cellPressure_mbar',\n",
+ " 'iceTemp_dC', 'smplX_mm', 'smplY_mm', 'smplZ_mm', 'filename',\n",
+ " 'sealingTemp', 'lastModifiedDatestr', 'sample', 'xRayEkinRange_eV_1',\n",
+ " 'xRayEkinRange_eV_2', 'scientaPassEnergy_eV', 'scientaDwellTime_ms',\n",
+ " 'regionName', 'scientaAcquisitionMode', 'scientaEkinRange_eV_1',\n",
+ " 'scientaEkinRange_eV_2', 'filenumber', 'filetype', 'data_quality'],\n",
+ " dtype='object')"
+ ]
+ },
+ "execution_count": 2,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
+ "# Define input file directory\n",
+ "\n",
+ "input_file_path = '../input_files/BeamTimeMetaData.h5'\n",
+ "output_dir_path = '../output_files'\n",
+ "if not os.path.exists(output_dir_path):\n",
+ " os.makedirs(output_dir_path)\n",
+ "\n",
"# Read BeamTimeMetaData.h5, containing Thorsten's Matlab Table\n",
- "input_data_df = h5lib.read_mtable_as_dataframe(input_file_path)\n",
+ "input_data_df = hdf5_ops.read_mtable_as_dataframe(input_file_path)\n",
"\n",
"# Preprocess Thorsten's input_data dataframe so that i can be used to create a newer .h5 file\n",
"# under certain grouping specificiations.\n",
@@ -65,9 +106,3530 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 6,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "/MgO crystal\n",
+ "/MgO crystal/0002002\n",
+ "/MgO crystal/0003003\n",
+ "/MgO crystal/0004004\n",
+ "/MgO crystal/0005005\n",
+ "/MgO crystal/0006006\n",
+ "/MgO crystal/0007007\n",
+ "/MgO crystal/0008008\n",
+ "/MgO crystal/0009009\n",
+ "/MgO crystal/0010010\n",
+ "/MgO crystal/0011011\n",
+ "/MgO crystal/0012012\n",
+ "/MgO crystal/0013013\n",
+ "/MgO crystal/0014014\n",
+ "/MgO crystal/0015015\n",
+ "/MgO crystal/0016016\n",
+ "/MgO crystal/0017017\n",
+ "/MgO crystal/0018018\n",
+ "/MgO crystal/0019019\n",
+ "/MgO crystal/0020020\n",
+ "/MgO crystal/0021021\n",
+ "/MgO crystal/0022022\n",
+ "/MgO crystal/0023023\n",
+ "/MgO crystal,H2O\n",
+ "/MgO crystal,H2O/0034034\n",
+ "/MgO crystal,H2O/0035035\n",
+ "/MgO powder,H2O\n",
+ "/MgO powder,H2O/0036036\n",
+ "/MgO powder,H2O/0037037\n",
+ "/MgO powder,H2O/0038038\n",
+ "/MgO powder,H2O/0039039\n",
+ "/MgO powder,H2O/0040040\n",
+ "/MgO powder,H2O/0056056\n",
+ "/MgO powder,H2O/0057057\n",
+ "/MgO powder,H2O/0058058\n",
+ "/MgO powder,H2O/0059059\n",
+ "/MgO powder,H2O/0060060\n",
+ "/MgO powder,H2O/0061061\n",
+ "/MgO powder,H2O/0062062\n",
+ "/MgO powder,H2O/0063063\n",
+ "/MgO powder,H2O/0064064\n",
+ "/MgO powder,H2O/0065065\n",
+ "/MgO powder,H2O/0066066\n",
+ "/MgO powder,H2O/0067067\n",
+ "/MgO powder,H2O/0068068\n",
+ "/MgO powder,H2O/0069069\n",
+ "/MgO powder,H2O/0085085\n",
+ "/MgO powder,H2O/0086086\n",
+ "/MgO powder,H2O/0087087\n",
+ "/MgO powder,H2O/0088088\n",
+ "/MgO powder,H2O/0089089\n",
+ "/MgO powder,H2O/0090090\n",
+ "/MgO powder,H2O/0091091\n",
+ "/MgO powder,H2O/0092092\n",
+ "/MgO powder,H2O/0097097\n",
+ "/MgO powder,H2O/0098098\n",
+ "/MgO powder,H2O/0099099\n",
+ "/MgO powder,H2O \n",
+ "/MgO powder,H2O /0103103\n",
+ "/MgO powder,H2O /0104104\n",
+ "/MgO powder,H2O /0105105\n",
+ "/MgO powder,H2O /0106106\n",
+ "/MgO powder,H2O /0128128\n",
+ "/MgO powder,H2O,HCl\n",
+ "/MgO powder,H2O,HCl/0041041\n",
+ "/MgO powder,H2O,HCl/0042042\n",
+ "/MgO powder,H2O,HCl/0046046\n",
+ "/MgO powder,H2O,HCl/0047047\n",
+ "/MgO powder,H2O,HCl/0048048\n",
+ "/MgO powder,H2O,HCl/0049049\n",
+ "/MgO powder,H2O,HCl/0051051\n",
+ "/MgO powder,H2O,HCl/0053053\n",
+ "/MgO powder,H2O,HCl/0054054\n",
+ "/MgO powder,H2O,HCl/0055055\n",
+ "/MgO powder,H2O,HCl/0070070\n",
+ "/MgO powder,H2O,HCl/0071071\n",
+ "/MgO powder,H2O,HCl/0072072\n",
+ "/MgO powder,H2O,HCl/0073073\n",
+ "/MgO powder,H2O,HCl/0074074\n",
+ "/MgO powder,H2O,HCl/0075075\n",
+ "/MgO powder,H2O,HCl/0076076\n",
+ "/MgO powder,H2O,HCl/0077077\n",
+ "/MgO powder,H2O,HCl/0078078\n",
+ "/MgO powder,H2O,HCl/0079079\n",
+ "/MgO powder,H2O,HCl/0080080\n",
+ "/MgO powder,H2O,HCl/0081081\n",
+ "/MgO powder,H2O,HCl/0082082\n",
+ "/MgO powder,H2O,HCl/0083083\n",
+ "/MgO powder,H2O,HCl/0084084\n",
+ "/MgO powder,H2O,HCl/0085085\n",
+ "/MgO powder,H2O,HCl/0086086\n",
+ "/MgO powder,H2O,HCl/0087087\n",
+ "/MgO powder,H2O,HCl/0088088\n",
+ "/MgO powder,H2O,HCl/0089089\n",
+ "/MgO powder,H2O,HCl/0090090\n",
+ "/MgO powder,H2O,HCl/0091091\n",
+ "/MgO powder,H2O,HCl/0092092\n",
+ "/MgO powder,H2O,HCl/0093093\n",
+ "/MgO powder,H2O,HCl/0094094\n",
+ "/MgO powder,H2O,HCl/0095095\n",
+ "/MgO powder,H2O,HCl/0096096\n",
+ "/MgO powder,H2O,HCl/0099099\n",
+ "/MgO powder,H2O,HCl/0100100\n",
+ "/MgO powder,H2O,HCl/0101101\n",
+ "/MgO powder,H2O,HCl/0102102\n",
+ "/MgO powder,H2O,HCl/0103103\n",
+ "/MgO powder,H2O,HCl/0104104\n",
+ "/MgO powder,H2O,HCl/0105105\n",
+ "/MgO powder,H2O,HCl/0106106\n",
+ "/MgO powder,H2O,HCl/0107107\n",
+ "/MgO powder,H2O,HCl/0108108\n",
+ "/MgO powder,H2O,HCl/0109109\n",
+ "/MgO powder,H2O,HCl/0110110\n",
+ "/MgO powder,H2O,HCl/0111111\n",
+ "/MgO powder,H2O,HCl/0112112\n",
+ "/MgO powder,H2O,HCl/0113113\n",
+ "/MgO powder,H2O,HCl/0114114\n",
+ "/MgO powder,H2O,HCl/0115115\n",
+ "/MgO powder,H2O,HCl/0116116\n",
+ "/MgO powder,H2O,HCl/0117117\n",
+ "/MgO powder,H2O,HCl/0118118\n",
+ "/MgO powder,H2O,HCl/0119119\n",
+ "/MgO powder,H2O,HCl/0120120\n",
+ "/MgO powder,H2O,HCl/0121121\n",
+ "/MgO powder,H2O,HCl/0122122\n",
+ "/MgO powder,H2O,HCl/0123123\n",
+ "/MgO powder,H2O,HCl/0124124\n",
+ "/MgO powder,H2O,HCl/0125125\n",
+ "/MgO powder,H2O,HCl/0126126\n",
+ "/MgO powder,H2O,HCl/0127127\n",
+ "/MgO powder,H2O,HCl/0129129\n",
+ "/MgO powder,H2O,HCl/0130130\n",
+ "/MgO powder,H2O,HCl/0132132\n",
+ "/MgO powder,H2O,HCl/0133133\n",
+ "/MgO powder,H2O,HCl/0134134\n",
+ "/MgO powder,H2O,HCl/0135135\n",
+ "/MgO powder,H2O,HCl/0136136\n",
+ "/MgO powder,H2O,HCl/0137137\n",
+ "/MgO powder,H2O,HCl/0138138\n",
+ "/MgO powder,H2O,HCl/0139139\n",
+ "/MgO powder,H2O,HCl/0140140\n",
+ "/MgO powder,H2O,HCl/0141141\n",
+ "/MgO powder,H2O,HCl/0142142\n",
+ "/MgO powder,H2O,HCl/0143143\n",
+ "/MgO powder,H2O,HCl/0144144\n",
+ "/MgO powder,H2O,HCl/0145145\n",
+ "/MgO powder,H2O,HCl/0146146\n",
+ "/MgO powder,H2O,HCl/0147147\n",
+ "/MgO powder,H2O,HCl/0148148\n",
+ "/MgO powder,H2O,HCl/0149149\n",
+ "/MgO powder,H2O,HCl/0150150\n",
+ "/MgO powder,H2O,HCl/0151151\n",
+ "/MgO powder,H2O,HCl/0152152\n",
+ "/MgO powder,H2O,HCl \n",
+ "/MgO powder,H2O,HCl /0043043\n",
+ "/MgO powder,H2O,HCl /0044044\n",
+ "/MgO powder,H2O,HCl /0045045\n",
+ "/MgO powder,H2O,HCl /0050050\n",
+ "/MgO powder,H2O,HCl /0052052\n",
+ "/MgO powder,H2O,HCl /0098098\n",
+ "/Not yet annotated\n",
+ "/Not yet annotated/0000\n",
+ "/Not yet annotated/0001\n",
+ "/Not yet annotated/0001001\n",
+ "/Not yet annotated/0002\n",
+ "/Not yet annotated/0002002\n",
+ "/Not yet annotated/0003003\n",
+ "/Not yet annotated/0004004\n",
+ "/Not yet annotated/0005005\n",
+ "/Not yet annotated/0006006\n",
+ "/Not yet annotated/0007007\n",
+ "/Not yet annotated/0008008\n",
+ "/Not yet annotated/0009009\n",
+ "/Not yet annotated/0011011\n",
+ "/Not yet annotated/0012012\n",
+ "/Not yet annotated/0013013\n",
+ "/Not yet annotated/0014014\n",
+ "/Not yet annotated/0015015\n",
+ "/Not yet annotated/0016016\n",
+ "/Not yet annotated/0017017\n",
+ "/Not yet annotated/0018018\n",
+ "/Not yet annotated/0019019\n",
+ "/Not yet annotated/0020020\n",
+ "/Not yet annotated/0021021\n",
+ "/Not yet annotated/0022022\n",
+ "/Not yet annotated/0023023\n",
+ "/Not yet annotated/0024024\n",
+ "/Not yet annotated/0025025\n",
+ "/Not yet annotated/0026026\n",
+ "/Not yet annotated/0027027\n",
+ "/Not yet annotated/0028028\n",
+ "/Not yet annotated/0029029\n",
+ "/Not yet annotated/0030030\n",
+ "/Not yet annotated/0031031\n",
+ "/Not yet annotated/0032032\n",
+ "/Not yet annotated/0033033\n",
+ "/Not yet annotated/0034034\n",
+ "/Not yet annotated/0035035\n",
+ "/Not yet annotated/0036036\n",
+ "/Not yet annotated/0037037\n",
+ "/Not yet annotated/0038038\n",
+ "/Not yet annotated/0039039\n",
+ "/Not yet annotated/0040040\n",
+ "/Not yet annotated/0041041\n",
+ "/Not yet annotated/0042042\n",
+ "/Not yet annotated/0044044\n",
+ "/Not yet annotated/0045045\n",
+ "/Not yet annotated/0046046\n",
+ "/Not yet annotated/0047047\n",
+ "/Not yet annotated/0048\n",
+ "/Not yet annotated/0048048\n",
+ "/Not yet annotated/0049\n",
+ "/Not yet annotated/0049049\n",
+ "/Not yet annotated/0050\n",
+ "/Not yet annotated/0051\n",
+ "/Not yet annotated/0051051\n",
+ "/Not yet annotated/0052\n",
+ "/Not yet annotated/0052052\n",
+ "/Not yet annotated/0053\n",
+ "/Not yet annotated/0053053\n",
+ "/Not yet annotated/0054\n",
+ "/Not yet annotated/0054054\n",
+ "/Not yet annotated/0055\n",
+ "/Not yet annotated/0055055\n",
+ "/Not yet annotated/0056056\n",
+ "/Not yet annotated/0057057\n",
+ "/Not yet annotated/0058058\n",
+ "/Not yet annotated/0059059\n",
+ "/Not yet annotated/0060060\n",
+ "/Not yet annotated/0061061\n",
+ "/Not yet annotated/0063063\n",
+ "/Not yet annotated/0064064\n",
+ "/Not yet annotated/0065065\n",
+ "/Not yet annotated/0066066\n",
+ "/Not yet annotated/0068068\n",
+ "/Not yet annotated/0069069\n",
+ "/Not yet annotated/0070070\n",
+ "/Not yet annotated/0071071\n",
+ "/Not yet annotated/0072072\n",
+ "/Not yet annotated/0073073\n",
+ "/Not yet annotated/0074074\n",
+ "/Not yet annotated/0075075\n",
+ "/Not yet annotated/0076076\n",
+ "/Not yet annotated/0077077\n",
+ "/Not yet annotated/0078078\n",
+ "/Not yet annotated/0079079\n",
+ "/Not yet annotated/0080080\n",
+ "/Not yet annotated/0081081\n",
+ "/Not yet annotated/0082082\n",
+ "/Not yet annotated/0083083\n",
+ "/Not yet annotated/0084084\n",
+ "/Not yet annotated/0100100\n",
+ "/Not yet annotated/0101101\n",
+ "/Not yet annotated/0102102\n",
+ "/Not yet annotated/0131131\n",
+ "/Not yet annotated/A001 - 20230922\n",
+ "/Not yet annotated/A002 - 20230922\n",
+ "/Not yet annotated/A003 - 20230922\n",
+ "/Not yet annotated/A004 - 20230922\n",
+ "/Not yet annotated/A005 - 20230922\n",
+ "/Not yet annotated/A006 - 20230923\n",
+ "/Not yet annotated/A007 - 20230923\n",
+ "/Not yet annotated/A008 - 20230923\n",
+ "/Not yet annotated/A009 - 20230923\n",
+ "/Not yet annotated/A010 - 20230923\n",
+ "/Not yet annotated/A011 - 20230923\n",
+ "/Not yet annotated/A012 - 20230923\n",
+ "/Not yet annotated/A013 - 20230923\n",
+ "/Not yet annotated/A014 - 20230923\n",
+ "/Not yet annotated/A015 - 20230923\n",
+ "/Not yet annotated/A016 - 20230923\n",
+ "/Not yet annotated/A017 - 20230923\n",
+ "/Not yet annotated/A018 - 20230923\n",
+ "/Not yet annotated/A019 - 20230923\n",
+ "/Not yet annotated/A020 - 20230923\n",
+ "/Not yet annotated/A021 - 20230923\n",
+ "/Not yet annotated/A022 - 20230923\n",
+ "/Not yet annotated/A023 - 20230923\n",
+ "/Not yet annotated/A024 - 20230923\n",
+ "/Not yet annotated/A025 - 20230923\n",
+ "/Not yet annotated/A026 - 20230923\n",
+ "/Not yet annotated/A027 - 20230923\n",
+ "/Not yet annotated/A028 - 20230923\n",
+ "/Not yet annotated/A029 - 20230923\n",
+ "/Not yet annotated/A030 - 20230924\n",
+ "/Not yet annotated/A031 - 20230924\n",
+ "/Not yet annotated/A032 - 20230924\n",
+ "/Not yet annotated/A033 - 20230924\n",
+ "/Not yet annotated/A034 - 20230924\n",
+ "/Not yet annotated/A035 - 20230924\n",
+ "/Not yet annotated/A036 - 20230924\n",
+ "/Not yet annotated/A037 - 20230924\n",
+ "/Not yet annotated/A038 - 20230924\n",
+ "/Not yet annotated/A039 - 20230924\n",
+ "/Not yet annotated/A040 - 20230924\n",
+ "/Not yet annotated/A041 - 20230924\n",
+ "/Not yet annotated/A042 - 20230924\n",
+ "/Not yet annotated/A043 - 20230924\n",
+ "/Not yet annotated/A044 - 20230924\n",
+ "/Not yet annotated/A045 - 20230924\n",
+ "/Not yet annotated/A046 - 20230924\n",
+ "/Not yet annotated/A047 - 20230924\n",
+ "/Not yet annotated/A048 - 20230924\n",
+ "/Not yet annotated/A049 - 20230924\n",
+ "/Not yet annotated/A050 - 20230924\n",
+ "/Not yet annotated/A051 - 20230924\n",
+ "/Not yet annotated/A052 - 20230924\n",
+ "/Not yet annotated/A053 - 20230924\n",
+ "/Not yet annotated/A054 - 20230924\n",
+ "/Not yet annotated/A055 - 20230924\n",
+ "/Not yet annotated/A056 - 20230924\n",
+ "/Not yet annotated/A057 - 20230924\n",
+ "/Not yet annotated/A058 - 20230924\n",
+ "/Not yet annotated/A059 - 20230924\n",
+ "/Not yet annotated/A060 - 20230924\n",
+ "/Not yet annotated/A061 - 20230924\n",
+ "/Not yet annotated/A062 - 20230924\n",
+ "/Not yet annotated/A063 - 20230924\n",
+ "/Not yet annotated/A064 - 20230924\n",
+ "/Not yet annotated/A065 - 20230924\n",
+ "/Not yet annotated/A066 - 20230924\n",
+ "/Not yet annotated/A067 - 20230925\n",
+ "/Not yet annotated/A068 - 20230925\n",
+ "/Not yet annotated/A069 - 20230925\n",
+ "/Not yet annotated/A070 - 20230925\n",
+ "/Not yet annotated/A071 - 20230925\n",
+ "/Not yet annotated/A072 - 20230925\n",
+ "/Not yet annotated/A073 - 20230925\n",
+ "/Not yet annotated/A074 - 20230925\n",
+ "/Not yet annotated/A075 - 20230925\n",
+ "/Not yet annotated/A076 - 20230925\n",
+ "/Not yet annotated/A077 - 20230925\n",
+ "/Not yet annotated/A078 - 20230925\n",
+ "/Not yet annotated/A079 - 20230925\n",
+ "/Not yet annotated/A081 - 20230925\n",
+ "/Not yet annotated/A082 - 20230925\n",
+ "/Not yet annotated/A083 - 20230925\n",
+ "/Not yet annotated/A084 - 20230925\n",
+ "/Not yet annotated/A348 - 20230618\n",
+ "/Not yet annotated/A349 - 20230619\n",
+ "/Not yet annotated/A350 - 20230619\n",
+ "/Not yet annotated/A351 - 20230619\n",
+ "/Not yet annotated/A352 - 20230619\n",
+ "/Not yet annotated/A353 - 20230621\n",
+ "/Not yet annotated/A354 - 20230621\n",
+ "/Not yet annotated/A355 - 20230621\n",
+ "/Not yet annotated/A356 - 20230621\n",
+ "/Not yet annotated/A357 - 20230621\n",
+ "/Not yet annotated/A358 - 20230621\n",
+ "/Not yet annotated/A359 - 20230621\n",
+ "/Not yet annotated/A360 - 20230621\n",
+ "/Not yet annotated/A361 - 20230621\n",
+ "/Not yet annotated/A362 - 20230621\n",
+ "/Not yet annotated/A363 - 20230621\n",
+ "/Not yet annotated/A364 - 20230621\n",
+ "/Not yet annotated/A365 - 20230621\n",
+ "/Not yet annotated/A366 - 20230621\n",
+ "/Not yet annotated/A367 - 20230621\n",
+ "/Not yet annotated/A368 - 20230621\n",
+ "/Not yet annotated/A369 - 20230621\n",
+ "/Not yet annotated/A370 - 20230621\n",
+ "/Not yet annotated/A371 - 20230622\n",
+ "/Not yet annotated/A372 - 20230622\n",
+ "/Not yet annotated/A373 - 20230622\n",
+ "/Not yet annotated/A374 - 20230622\n",
+ "/Not yet annotated/A375 - 20230622\n",
+ "/Not yet annotated/A376 - 20230622\n",
+ "/Not yet annotated/A377 - 20230622\n",
+ "/Not yet annotated/A378 - 20230622\n",
+ "/Not yet annotated/A379 - 20230622\n",
+ "/Not yet annotated/A380 - 20230622\n",
+ "/Not yet annotated/A381 - 20230622\n",
+ "/Not yet annotated/A382 - 20230622\n",
+ "/Not yet annotated/A383 - 20230622\n",
+ "/Not yet annotated/A384 - 20230622\n",
+ "/Not yet annotated/A385 - 20230622\n",
+ "/Not yet annotated/A386 - 20230622\n",
+ "/Not yet annotated/A387 - 20230622\n",
+ "/Not yet annotated/A388 - 20230622\n",
+ "/Not yet annotated/A389 - 20230622\n",
+ "/Not yet annotated/A390 - 20230622\n",
+ "/Not yet annotated/A391 - 20230622\n",
+ "/Not yet annotated/A392 - 20230622\n",
+ "/Not yet annotated/A393 - 20230623\n",
+ "/Not yet annotated/A394 - 20230623\n",
+ "/Not yet annotated/A395 - 20230623\n",
+ "/Not yet annotated/A396 - 20230623\n",
+ "/Not yet annotated/A397 - 20230623\n",
+ "/Not yet annotated/A398 - 20230623\n",
+ "/Not yet annotated/A399 - 20230623\n",
+ "/Not yet annotated/A400 - 20230623\n",
+ "/Not yet annotated/A401 - 20230623\n",
+ "/Not yet annotated/A402 - 20230623\n",
+ "/Not yet annotated/A403 - 20230623\n",
+ "/Not yet annotated/A404 - 20230623\n",
+ "/Not yet annotated/A405 - 20230623\n",
+ "/Not yet annotated/A406 - 20230623\n",
+ "/Not yet annotated/A407 - 20230623\n",
+ "/Not yet annotated/A408 - 20230623\n",
+ "/Not yet annotated/A409 - 20230623\n",
+ "/Not yet annotated/A410 - 20230623\n",
+ "/Not yet annotated/A411 - 20230624\n",
+ "/Not yet annotated/A412 - 20230624\n",
+ "/Not yet annotated/A413 - 20230624\n",
+ "/Not yet annotated/A414 - 20230624\n",
+ "/Not yet annotated/A415 - 20230624\n",
+ "/Not yet annotated/A416 - 20230624\n",
+ "/Not yet annotated/A417 - 20230624\n",
+ "/SiO2 crystal,H2O\n",
+ "/SiO2 crystal,H2O/0024024\n",
+ "/SiO2 crystal,H2O/0025025\n",
+ "/SiO2 crystal,H2O/0026026\n",
+ "/SiO2 crystal,H2O, HCl\n",
+ "/SiO2 crystal,H2O, HCl/0027027\n",
+ "/SiO2 crystal,H2O, HCl/0028028\n",
+ "/SiO2 crystal,H2O, HCl/0029029\n",
+ "/SiO2 crystal,HCl\n",
+ "/SiO2 crystal,HCl/0031031\n",
+ "/SiO2 crystal,HCl/0032032\n",
+ "/SiO2 crystal,HCl/0033033\n",
+ "/sample holder\n",
+ "/sample holder/0001001\n"
+ ]
+ },
+ {
+ "data": {
+ "application/vnd.plotly.v1+json": {
+ "config": {
+ "plotlyServerURL": "https://plot.ly"
+ },
+ "data": [
+ {
+ "branchvalues": "remainder",
+ "customdata": [
+ "
Campaign name: SLS-Campaign-2023
Enddate: 2023-09-25 09:37:13
Producers: Thorsten, Luca, Zoe
Startdate: 2023-06-18 22:18:56",
+ "/MgO crystal",
+ "/MgO crystal/0002002",
+ "/MgO crystal/0003003",
+ "/MgO crystal/0004004",
+ "/MgO crystal/0005005",
+ "/MgO crystal/0006006",
+ "/MgO crystal/0007007",
+ "/MgO crystal/0008008",
+ "/MgO crystal/0008008/data_table",
+ "/MgO crystal/0009009",
+ "/MgO crystal/0009009/data_table",
+ "/MgO crystal/0010010",
+ "/MgO crystal/0010010/data_table",
+ "/MgO crystal/0011011",
+ "/MgO crystal/0011011/data_table",
+ "/MgO crystal/0012012",
+ "/MgO crystal/0012012/data_table",
+ "/MgO crystal/0013013",
+ "/MgO crystal/0013013/data_table",
+ "/MgO crystal/0014014",
+ "/MgO crystal/0014014/data_table",
+ "/MgO crystal/0015015",
+ "/MgO crystal/0015015/data_table",
+ "/MgO crystal/0016016",
+ "/MgO crystal/0016016/data_table",
+ "/MgO crystal/0017017",
+ "/MgO crystal/0018018",
+ "/MgO crystal/0018018/data_table",
+ "/MgO crystal/0019019",
+ "/MgO crystal/0019019/data_table",
+ "/MgO crystal/0020020",
+ "/MgO crystal/0020020/data_table",
+ "/MgO crystal/0021021",
+ "/MgO crystal/0021021/data_table",
+ "/MgO crystal/0022022",
+ "/MgO crystal/0023023",
+ "/MgO crystal/0023023/data_table",
+ "/MgO crystal,H2O",
+ "/MgO crystal,H2O/0034034",
+ "/MgO crystal,H2O/0035035",
+ "/MgO powder,H2O",
+ "/MgO powder,H2O/0036036",
+ "/MgO powder,H2O/0037037",
+ "/MgO powder,H2O/0038038",
+ "/MgO powder,H2O/0039039",
+ "/MgO powder,H2O/0040040",
+ "/MgO powder,H2O/0056056",
+ "/MgO powder,H2O/0057057",
+ "/MgO powder,H2O/0058058",
+ "/MgO powder,H2O/0059059",
+ "/MgO powder,H2O/0060060",
+ "/MgO powder,H2O/0060060/data_table",
+ "/MgO powder,H2O/0061061",
+ "/MgO powder,H2O/0061061/data_table",
+ "/MgO powder,H2O/0062062",
+ "/MgO powder,H2O/0063063",
+ "/MgO powder,H2O/0064064",
+ "/MgO powder,H2O/0064064/data_table",
+ "/MgO powder,H2O/0065065",
+ "/MgO powder,H2O/0065065/data_table",
+ "/MgO powder,H2O/0066066",
+ "/MgO powder,H2O/0066066/data_table",
+ "/MgO powder,H2O/0067067",
+ "/MgO powder,H2O/0067067/data_table",
+ "/MgO powder,H2O/0068068",
+ "/MgO powder,H2O/0068068/data_table",
+ "/MgO powder,H2O/0069069",
+ "/MgO powder,H2O/0069069/data_table",
+ "/MgO powder,H2O/0085085",
+ "/MgO powder,H2O/0086086",
+ "/MgO powder,H2O/0087087",
+ "/MgO powder,H2O/0088088",
+ "/MgO powder,H2O/0089089",
+ "/MgO powder,H2O/0090090",
+ "/MgO powder,H2O/0090090/data_table",
+ "/MgO powder,H2O/0091091",
+ "/MgO powder,H2O/0092092",
+ "/MgO powder,H2O/0092092/data_table",
+ "/MgO powder,H2O/0097097",
+ "/MgO powder,H2O/0097097/data_table",
+ "/MgO powder,H2O/0098098",
+ "/MgO powder,H2O/0099099",
+ "/MgO powder,H2O ",
+ "/MgO powder,H2O /0103103",
+ "/MgO powder,H2O /0103103/data_table",
+ "/MgO powder,H2O /0104104",
+ "/MgO powder,H2O /0104104/data_table",
+ "/MgO powder,H2O /0105105",
+ "/MgO powder,H2O /0105105/data_table",
+ "/MgO powder,H2O /0106106",
+ "/MgO powder,H2O /0106106/data_table",
+ "/MgO powder,H2O /0128128",
+ "/MgO powder,H2O /0128128/data_table",
+ "/MgO powder,H2O,HCl",
+ "/MgO powder,H2O,HCl/0041041",
+ "/MgO powder,H2O,HCl/0042042",
+ "/MgO powder,H2O,HCl/0046046",
+ "/MgO powder,H2O,HCl/0046046/data_table",
+ "/MgO powder,H2O,HCl/0047047",
+ "/MgO powder,H2O,HCl/0047047/data_table",
+ "/MgO powder,H2O,HCl/0048048",
+ "/MgO powder,H2O,HCl/0048048/data_table",
+ "/MgO powder,H2O,HCl/0049049",
+ "/MgO powder,H2O,HCl/0049049/data_table",
+ "/MgO powder,H2O,HCl/0051051",
+ "/MgO powder,H2O,HCl/0051051/data_table",
+ "/MgO powder,H2O,HCl/0053053",
+ "/MgO powder,H2O,HCl/0053053/data_table",
+ "/MgO powder,H2O,HCl/0054054",
+ "/MgO powder,H2O,HCl/0054054/data_table",
+ "/MgO powder,H2O,HCl/0055055",
+ "/MgO powder,H2O,HCl/0070070",
+ "/MgO powder,H2O,HCl/0070070/data_table",
+ "/MgO powder,H2O,HCl/0071071",
+ "/MgO powder,H2O,HCl/0072072",
+ "/MgO powder,H2O,HCl/0072072/data_table",
+ "/MgO powder,H2O,HCl/0073073",
+ "/MgO powder,H2O,HCl/0073073/data_table",
+ "/MgO powder,H2O,HCl/0074074",
+ "/MgO powder,H2O,HCl/0074074/data_table",
+ "/MgO powder,H2O,HCl/0075075",
+ "/MgO powder,H2O,HCl/0075075/data_table",
+ "/MgO powder,H2O,HCl/0076076",
+ "/MgO powder,H2O,HCl/0077077",
+ "/MgO powder,H2O,HCl/0078078",
+ "/MgO powder,H2O,HCl/0079079",
+ "/MgO powder,H2O,HCl/0080080",
+ "/MgO powder,H2O,HCl/0081081",
+ "/MgO powder,H2O,HCl/0081081/data_table",
+ "/MgO powder,H2O,HCl/0082082",
+ "/MgO powder,H2O,HCl/0083083",
+ "/MgO powder,H2O,HCl/0084084",
+ "/MgO powder,H2O,HCl/0084084/data_table",
+ "/MgO powder,H2O,HCl/0085085",
+ "/MgO powder,H2O,HCl/0086086",
+ "/MgO powder,H2O,HCl/0087087",
+ "/MgO powder,H2O,HCl/0087087/data_table",
+ "/MgO powder,H2O,HCl/0088088",
+ "/MgO powder,H2O,HCl/0089089",
+ "/MgO powder,H2O,HCl/0090090",
+ "/MgO powder,H2O,HCl/0090090/data_table",
+ "/MgO powder,H2O,HCl/0091091",
+ "/MgO powder,H2O,HCl/0092092",
+ "/MgO powder,H2O,HCl/0093093",
+ "/MgO powder,H2O,HCl/0093093/data_table",
+ "/MgO powder,H2O,HCl/0094094",
+ "/MgO powder,H2O,HCl/0094094/data_table",
+ "/MgO powder,H2O,HCl/0095095",
+ "/MgO powder,H2O,HCl/0095095/data_table",
+ "/MgO powder,H2O,HCl/0096096",
+ "/MgO powder,H2O,HCl/0096096/data_table",
+ "/MgO powder,H2O,HCl/0099099",
+ "/MgO powder,H2O,HCl/0100100",
+ "/MgO powder,H2O,HCl/0101101",
+ "/MgO powder,H2O,HCl/0102102",
+ "/MgO powder,H2O,HCl/0102102/data_table",
+ "/MgO powder,H2O,HCl/0103103",
+ "/MgO powder,H2O,HCl/0104104",
+ "/MgO powder,H2O,HCl/0104104/data_table",
+ "/MgO powder,H2O,HCl/0105105",
+ "/MgO powder,H2O,HCl/0106106",
+ "/MgO powder,H2O,HCl/0106106/data_table",
+ "/MgO powder,H2O,HCl/0107107",
+ "/MgO powder,H2O,HCl/0107107/data_table",
+ "/MgO powder,H2O,HCl/0108108",
+ "/MgO powder,H2O,HCl/0108108/data_table",
+ "/MgO powder,H2O,HCl/0109109",
+ "/MgO powder,H2O,HCl/0109109/data_table",
+ "/MgO powder,H2O,HCl/0110110",
+ "/MgO powder,H2O,HCl/0110110/data_table",
+ "/MgO powder,H2O,HCl/0111111",
+ "/MgO powder,H2O,HCl/0111111/data_table",
+ "/MgO powder,H2O,HCl/0112112",
+ "/MgO powder,H2O,HCl/0112112/data_table",
+ "/MgO powder,H2O,HCl/0113113",
+ "/MgO powder,H2O,HCl/0113113/data_table",
+ "/MgO powder,H2O,HCl/0114114",
+ "/MgO powder,H2O,HCl/0114114/data_table",
+ "/MgO powder,H2O,HCl/0115115",
+ "/MgO powder,H2O,HCl/0115115/data_table",
+ "/MgO powder,H2O,HCl/0116116",
+ "/MgO powder,H2O,HCl/0116116/data_table",
+ "/MgO powder,H2O,HCl/0117117",
+ "/MgO powder,H2O,HCl/0117117/data_table",
+ "/MgO powder,H2O,HCl/0118118",
+ "/MgO powder,H2O,HCl/0119119",
+ "/MgO powder,H2O,HCl/0120120",
+ "/MgO powder,H2O,HCl/0121121",
+ "/MgO powder,H2O,HCl/0122122",
+ "/MgO powder,H2O,HCl/0123123",
+ "/MgO powder,H2O,HCl/0124124",
+ "/MgO powder,H2O,HCl/0125125",
+ "/MgO powder,H2O,HCl/0126126",
+ "/MgO powder,H2O,HCl/0126126/data_table",
+ "/MgO powder,H2O,HCl/0127127",
+ "/MgO powder,H2O,HCl/0129129",
+ "/MgO powder,H2O,HCl/0130130",
+ "/MgO powder,H2O,HCl/0130130/data_table",
+ "/MgO powder,H2O,HCl/0132132",
+ "/MgO powder,H2O,HCl/0132132/data_table",
+ "/MgO powder,H2O,HCl/0133133",
+ "/MgO powder,H2O,HCl/0134134",
+ "/MgO powder,H2O,HCl/0134134/data_table",
+ "/MgO powder,H2O,HCl/0135135",
+ "/MgO powder,H2O,HCl/0135135/data_table",
+ "/MgO powder,H2O,HCl/0136136",
+ "/MgO powder,H2O,HCl/0137137",
+ "/MgO powder,H2O,HCl/0137137/data_table",
+ "/MgO powder,H2O,HCl/0138138",
+ "/MgO powder,H2O,HCl/0138138/data_table",
+ "/MgO powder,H2O,HCl/0139139",
+ "/MgO powder,H2O,HCl/0139139/data_table",
+ "/MgO powder,H2O,HCl/0140140",
+ "/MgO powder,H2O,HCl/0140140/data_table",
+ "/MgO powder,H2O,HCl/0141141",
+ "/MgO powder,H2O,HCl/0142142",
+ "/MgO powder,H2O,HCl/0142142/data_table",
+ "/MgO powder,H2O,HCl/0143143",
+ "/MgO powder,H2O,HCl/0143143/data_table",
+ "/MgO powder,H2O,HCl/0144144",
+ "/MgO powder,H2O,HCl/0144144/data_table",
+ "/MgO powder,H2O,HCl/0145145",
+ "/MgO powder,H2O,HCl/0145145/data_table",
+ "/MgO powder,H2O,HCl/0146146",
+ "/MgO powder,H2O,HCl/0147147",
+ "/MgO powder,H2O,HCl/0148148",
+ "/MgO powder,H2O,HCl/0148148/data_table",
+ "/MgO powder,H2O,HCl/0149149",
+ "/MgO powder,H2O,HCl/0150150",
+ "/MgO powder,H2O,HCl/0151151",
+ "/MgO powder,H2O,HCl/0151151/data_table",
+ "/MgO powder,H2O,HCl/0152152",
+ "/MgO powder,H2O,HCl ",
+ "/MgO powder,H2O,HCl /0043043",
+ "/MgO powder,H2O,HCl /0043043/data_table",
+ "/MgO powder,H2O,HCl /0044044",
+ "/MgO powder,H2O,HCl /0045045",
+ "/MgO powder,H2O,HCl /0045045/data_table",
+ "/MgO powder,H2O,HCl /0050050",
+ "/MgO powder,H2O,HCl /0052052",
+ "/MgO powder,H2O,HCl /0052052/data_table",
+ "/MgO powder,H2O,HCl /0098098",
+ "/Not yet annotated",
+ "/Not yet annotated/0000",
+ "/Not yet annotated/0001",
+ "/Not yet annotated/0001001",
+ "/Not yet annotated/0002",
+ "/Not yet annotated/0002002",
+ "/Not yet annotated/0003003",
+ "/Not yet annotated/0004004",
+ "/Not yet annotated/0005005",
+ "/Not yet annotated/0005005/data_table",
+ "/Not yet annotated/0006006",
+ "/Not yet annotated/0006006/data_table",
+ "/Not yet annotated/0007007",
+ "/Not yet annotated/0007007/data_table",
+ "/Not yet annotated/0008008",
+ "/Not yet annotated/0008008/data_table",
+ "/Not yet annotated/0009009",
+ "/Not yet annotated/0011011",
+ "/Not yet annotated/0012012",
+ "/Not yet annotated/0013013",
+ "/Not yet annotated/0014014",
+ "/Not yet annotated/0014014/data_table",
+ "/Not yet annotated/0015015",
+ "/Not yet annotated/0015015/data_table",
+ "/Not yet annotated/0016016",
+ "/Not yet annotated/0016016/data_table",
+ "/Not yet annotated/0017017",
+ "/Not yet annotated/0017017/data_table",
+ "/Not yet annotated/0018018",
+ "/Not yet annotated/0018018/data_table",
+ "/Not yet annotated/0019019",
+ "/Not yet annotated/0020020",
+ "/Not yet annotated/0021021",
+ "/Not yet annotated/0021021/data_table",
+ "/Not yet annotated/0022022",
+ "/Not yet annotated/0022022/data_table",
+ "/Not yet annotated/0023023",
+ "/Not yet annotated/0023023/data_table",
+ "/Not yet annotated/0024024",
+ "/Not yet annotated/0024024/data_table",
+ "/Not yet annotated/0025025",
+ "/Not yet annotated/0025025/data_table",
+ "/Not yet annotated/0026026",
+ "/Not yet annotated/0026026/data_table",
+ "/Not yet annotated/0027027",
+ "/Not yet annotated/0027027/data_table",
+ "/Not yet annotated/0028028",
+ "/Not yet annotated/0028028/data_table",
+ "/Not yet annotated/0029029",
+ "/Not yet annotated/0030030",
+ "/Not yet annotated/0030030/data_table",
+ "/Not yet annotated/0031031",
+ "/Not yet annotated/0032032",
+ "/Not yet annotated/0033033",
+ "/Not yet annotated/0034034",
+ "/Not yet annotated/0034034/data_table",
+ "/Not yet annotated/0035035",
+ "/Not yet annotated/0036036",
+ "/Not yet annotated/0036036/data_table",
+ "/Not yet annotated/0037037",
+ "/Not yet annotated/0037037/data_table",
+ "/Not yet annotated/0038038",
+ "/Not yet annotated/0038038/data_table",
+ "/Not yet annotated/0039039",
+ "/Not yet annotated/0040040",
+ "/Not yet annotated/0041041",
+ "/Not yet annotated/0041041/data_table",
+ "/Not yet annotated/0042042",
+ "/Not yet annotated/0044044",
+ "/Not yet annotated/0044044/data_table",
+ "/Not yet annotated/0045045",
+ "/Not yet annotated/0046046",
+ "/Not yet annotated/0046046/data_table",
+ "/Not yet annotated/0047047",
+ "/Not yet annotated/0048",
+ "/Not yet annotated/0048048",
+ "/Not yet annotated/0049",
+ "/Not yet annotated/0049049",
+ "/Not yet annotated/0049049/data_table",
+ "/Not yet annotated/0050",
+ "/Not yet annotated/0051",
+ "/Not yet annotated/0051051",
+ "/Not yet annotated/0052",
+ "/Not yet annotated/0052052",
+ "/Not yet annotated/0052052/data_table",
+ "/Not yet annotated/0053",
+ "/Not yet annotated/0053053",
+ "/Not yet annotated/0054",
+ "/Not yet annotated/0054054",
+ "/Not yet annotated/0055",
+ "/Not yet annotated/0055055",
+ "/Not yet annotated/0055055/data_table",
+ "/Not yet annotated/0056056",
+ "/Not yet annotated/0056056/data_table",
+ "/Not yet annotated/0057057",
+ "/Not yet annotated/0058058",
+ "/Not yet annotated/0059059",
+ "/Not yet annotated/0059059/data_table",
+ "/Not yet annotated/0060060",
+ "/Not yet annotated/0060060/data_table",
+ "/Not yet annotated/0061061",
+ "/Not yet annotated/0061061/data_table",
+ "/Not yet annotated/0063063",
+ "/Not yet annotated/0064064",
+ "/Not yet annotated/0065065",
+ "/Not yet annotated/0066066",
+ "/Not yet annotated/0068068",
+ "/Not yet annotated/0068068/data_table",
+ "/Not yet annotated/0069069",
+ "/Not yet annotated/0069069/data_table",
+ "/Not yet annotated/0070070",
+ "/Not yet annotated/0071071",
+ "/Not yet annotated/0071071/data_table",
+ "/Not yet annotated/0072072",
+ "/Not yet annotated/0072072/data_table",
+ "/Not yet annotated/0073073",
+ "/Not yet annotated/0073073/data_table",
+ "/Not yet annotated/0074074",
+ "/Not yet annotated/0075075",
+ "/Not yet annotated/0076076",
+ "/Not yet annotated/0076076/data_table",
+ "/Not yet annotated/0077077",
+ "/Not yet annotated/0077077/data_table",
+ "/Not yet annotated/0078078",
+ "/Not yet annotated/0078078/data_table",
+ "/Not yet annotated/0079079",
+ "/Not yet annotated/0079079/data_table",
+ "/Not yet annotated/0080080",
+ "/Not yet annotated/0080080/data_table",
+ "/Not yet annotated/0081081",
+ "/Not yet annotated/0081081/data_table",
+ "/Not yet annotated/0082082",
+ "/Not yet annotated/0082082/data_table",
+ "/Not yet annotated/0083083",
+ "/Not yet annotated/0084084",
+ "/Not yet annotated/0100100",
+ "/Not yet annotated/0100100/data_table",
+ "/Not yet annotated/0101101",
+ "/Not yet annotated/0101101/data_table",
+ "/Not yet annotated/0102102",
+ "/Not yet annotated/0102102/data_table",
+ "/Not yet annotated/0131131",
+ "/Not yet annotated/0131131/data_table",
+ "/Not yet annotated/A001 - 20230922",
+ "/Not yet annotated/A002 - 20230922",
+ "/Not yet annotated/A003 - 20230922",
+ "/Not yet annotated/A004 - 20230922",
+ "/Not yet annotated/A005 - 20230922",
+ "/Not yet annotated/A006 - 20230923",
+ "/Not yet annotated/A007 - 20230923",
+ "/Not yet annotated/A008 - 20230923",
+ "/Not yet annotated/A009 - 20230923",
+ "/Not yet annotated/A010 - 20230923",
+ "/Not yet annotated/A011 - 20230923",
+ "/Not yet annotated/A012 - 20230923",
+ "/Not yet annotated/A013 - 20230923",
+ "/Not yet annotated/A014 - 20230923",
+ "/Not yet annotated/A015 - 20230923",
+ "/Not yet annotated/A016 - 20230923",
+ "/Not yet annotated/A017 - 20230923",
+ "/Not yet annotated/A018 - 20230923",
+ "/Not yet annotated/A019 - 20230923",
+ "/Not yet annotated/A020 - 20230923",
+ "/Not yet annotated/A021 - 20230923",
+ "/Not yet annotated/A022 - 20230923",
+ "/Not yet annotated/A023 - 20230923",
+ "/Not yet annotated/A024 - 20230923",
+ "/Not yet annotated/A025 - 20230923",
+ "/Not yet annotated/A026 - 20230923",
+ "/Not yet annotated/A027 - 20230923",
+ "/Not yet annotated/A028 - 20230923",
+ "/Not yet annotated/A029 - 20230923",
+ "/Not yet annotated/A030 - 20230924",
+ "/Not yet annotated/A031 - 20230924",
+ "/Not yet annotated/A032 - 20230924",
+ "/Not yet annotated/A033 - 20230924",
+ "/Not yet annotated/A034 - 20230924",
+ "/Not yet annotated/A035 - 20230924",
+ "/Not yet annotated/A036 - 20230924",
+ "/Not yet annotated/A037 - 20230924",
+ "/Not yet annotated/A038 - 20230924",
+ "/Not yet annotated/A039 - 20230924",
+ "/Not yet annotated/A040 - 20230924",
+ "/Not yet annotated/A041 - 20230924",
+ "/Not yet annotated/A042 - 20230924",
+ "/Not yet annotated/A043 - 20230924",
+ "/Not yet annotated/A044 - 20230924",
+ "/Not yet annotated/A045 - 20230924",
+ "/Not yet annotated/A046 - 20230924",
+ "/Not yet annotated/A047 - 20230924",
+ "/Not yet annotated/A048 - 20230924",
+ "/Not yet annotated/A049 - 20230924",
+ "/Not yet annotated/A050 - 20230924",
+ "/Not yet annotated/A051 - 20230924",
+ "/Not yet annotated/A052 - 20230924",
+ "/Not yet annotated/A053 - 20230924",
+ "/Not yet annotated/A054 - 20230924",
+ "/Not yet annotated/A055 - 20230924",
+ "/Not yet annotated/A056 - 20230924",
+ "/Not yet annotated/A057 - 20230924",
+ "/Not yet annotated/A058 - 20230924",
+ "/Not yet annotated/A059 - 20230924",
+ "/Not yet annotated/A060 - 20230924",
+ "/Not yet annotated/A061 - 20230924",
+ "/Not yet annotated/A062 - 20230924",
+ "/Not yet annotated/A063 - 20230924",
+ "/Not yet annotated/A064 - 20230924",
+ "/Not yet annotated/A065 - 20230924",
+ "/Not yet annotated/A066 - 20230924",
+ "/Not yet annotated/A067 - 20230925",
+ "/Not yet annotated/A068 - 20230925",
+ "/Not yet annotated/A069 - 20230925",
+ "/Not yet annotated/A070 - 20230925",
+ "/Not yet annotated/A071 - 20230925",
+ "/Not yet annotated/A072 - 20230925",
+ "/Not yet annotated/A073 - 20230925",
+ "/Not yet annotated/A074 - 20230925",
+ "/Not yet annotated/A075 - 20230925",
+ "/Not yet annotated/A076 - 20230925",
+ "/Not yet annotated/A077 - 20230925",
+ "/Not yet annotated/A078 - 20230925",
+ "/Not yet annotated/A079 - 20230925",
+ "/Not yet annotated/A081 - 20230925",
+ "/Not yet annotated/A082 - 20230925",
+ "/Not yet annotated/A083 - 20230925",
+ "/Not yet annotated/A084 - 20230925",
+ "/Not yet annotated/A348 - 20230618",
+ "/Not yet annotated/A349 - 20230619",
+ "/Not yet annotated/A350 - 20230619",
+ "/Not yet annotated/A351 - 20230619",
+ "/Not yet annotated/A352 - 20230619",
+ "/Not yet annotated/A353 - 20230621",
+ "/Not yet annotated/A354 - 20230621",
+ "/Not yet annotated/A355 - 20230621",
+ "/Not yet annotated/A356 - 20230621",
+ "/Not yet annotated/A357 - 20230621",
+ "/Not yet annotated/A358 - 20230621",
+ "/Not yet annotated/A359 - 20230621",
+ "/Not yet annotated/A360 - 20230621",
+ "/Not yet annotated/A361 - 20230621",
+ "/Not yet annotated/A362 - 20230621",
+ "/Not yet annotated/A363 - 20230621",
+ "/Not yet annotated/A364 - 20230621",
+ "/Not yet annotated/A365 - 20230621",
+ "/Not yet annotated/A366 - 20230621",
+ "/Not yet annotated/A367 - 20230621",
+ "/Not yet annotated/A368 - 20230621",
+ "/Not yet annotated/A369 - 20230621",
+ "/Not yet annotated/A370 - 20230621",
+ "/Not yet annotated/A371 - 20230622",
+ "/Not yet annotated/A372 - 20230622",
+ "/Not yet annotated/A373 - 20230622",
+ "/Not yet annotated/A374 - 20230622",
+ "/Not yet annotated/A375 - 20230622",
+ "/Not yet annotated/A376 - 20230622",
+ "/Not yet annotated/A377 - 20230622",
+ "/Not yet annotated/A378 - 20230622",
+ "/Not yet annotated/A379 - 20230622",
+ "/Not yet annotated/A380 - 20230622",
+ "/Not yet annotated/A381 - 20230622",
+ "/Not yet annotated/A382 - 20230622",
+ "/Not yet annotated/A383 - 20230622",
+ "/Not yet annotated/A384 - 20230622",
+ "/Not yet annotated/A385 - 20230622",
+ "/Not yet annotated/A386 - 20230622",
+ "/Not yet annotated/A387 - 20230622",
+ "/Not yet annotated/A388 - 20230622",
+ "/Not yet annotated/A389 - 20230622",
+ "/Not yet annotated/A390 - 20230622",
+ "/Not yet annotated/A391 - 20230622",
+ "/Not yet annotated/A392 - 20230622",
+ "/Not yet annotated/A393 - 20230623",
+ "/Not yet annotated/A394 - 20230623",
+ "/Not yet annotated/A395 - 20230623",
+ "/Not yet annotated/A396 - 20230623",
+ "/Not yet annotated/A397 - 20230623",
+ "/Not yet annotated/A398 - 20230623",
+ "/Not yet annotated/A399 - 20230623",
+ "/Not yet annotated/A400 - 20230623",
+ "/Not yet annotated/A401 - 20230623",
+ "/Not yet annotated/A402 - 20230623",
+ "/Not yet annotated/A403 - 20230623",
+ "/Not yet annotated/A404 - 20230623",
+ "/Not yet annotated/A405 - 20230623",
+ "/Not yet annotated/A406 - 20230623",
+ "/Not yet annotated/A407 - 20230623",
+ "/Not yet annotated/A408 - 20230623",
+ "/Not yet annotated/A409 - 20230623",
+ "/Not yet annotated/A410 - 20230623",
+ "/Not yet annotated/A411 - 20230624",
+ "/Not yet annotated/A412 - 20230624",
+ "/Not yet annotated/A413 - 20230624",
+ "/Not yet annotated/A414 - 20230624",
+ "/Not yet annotated/A415 - 20230624",
+ "/Not yet annotated/A416 - 20230624",
+ "/Not yet annotated/A417 - 20230624",
+ "/SiO2 crystal,H2O",
+ "/SiO2 crystal,H2O/0024024",
+ "/SiO2 crystal,H2O/0025025",
+ "/SiO2 crystal,H2O/0026026",
+ "/SiO2 crystal,H2O/0026026/data_table",
+ "/SiO2 crystal,H2O, HCl",
+ "/SiO2 crystal,H2O, HCl/0027027",
+ "/SiO2 crystal,H2O, HCl/0028028",
+ "/SiO2 crystal,H2O, HCl/0028028/data_table",
+ "/SiO2 crystal,H2O, HCl/0029029",
+ "/SiO2 crystal,H2O, HCl/0029029/data_table",
+ "/SiO2 crystal,HCl",
+ "/SiO2 crystal,HCl/0031031",
+ "/SiO2 crystal,HCl/0031031/data_table",
+ "/SiO2 crystal,HCl/0032032",
+ "/SiO2 crystal,HCl/0032032/data_table",
+ "/SiO2 crystal,HCl/0033033",
+ "/SiO2 crystal,HCl/0033033/data_table",
+ "/sample holder",
+ "/sample holder/0001001"
+ ],
+ "hovertemplate": "%{label}
Count: %{value}
Path: %{customdata}",
+ "labels": [
+ "/",
+ "/MgO crystal",
+ "/MgO crystal/0002002",
+ "/MgO crystal/0003003",
+ "/MgO crystal/0004004",
+ "/MgO crystal/0005005",
+ "/MgO crystal/0006006",
+ "/MgO crystal/0007007",
+ "/MgO crystal/0008008",
+ "/MgO crystal/0008008/data_table",
+ "/MgO crystal/0009009",
+ "/MgO crystal/0009009/data_table",
+ "/MgO crystal/0010010",
+ "/MgO crystal/0010010/data_table",
+ "/MgO crystal/0011011",
+ "/MgO crystal/0011011/data_table",
+ "/MgO crystal/0012012",
+ "/MgO crystal/0012012/data_table",
+ "/MgO crystal/0013013",
+ "/MgO crystal/0013013/data_table",
+ "/MgO crystal/0014014",
+ "/MgO crystal/0014014/data_table",
+ "/MgO crystal/0015015",
+ "/MgO crystal/0015015/data_table",
+ "/MgO crystal/0016016",
+ "/MgO crystal/0016016/data_table",
+ "/MgO crystal/0017017",
+ "/MgO crystal/0018018",
+ "/MgO crystal/0018018/data_table",
+ "/MgO crystal/0019019",
+ "/MgO crystal/0019019/data_table",
+ "/MgO crystal/0020020",
+ "/MgO crystal/0020020/data_table",
+ "/MgO crystal/0021021",
+ "/MgO crystal/0021021/data_table",
+ "/MgO crystal/0022022",
+ "/MgO crystal/0023023",
+ "/MgO crystal/0023023/data_table",
+ "/MgO crystal,H2O",
+ "/MgO crystal,H2O/0034034",
+ "/MgO crystal,H2O/0035035",
+ "/MgO powder,H2O",
+ "/MgO powder,H2O/0036036",
+ "/MgO powder,H2O/0037037",
+ "/MgO powder,H2O/0038038",
+ "/MgO powder,H2O/0039039",
+ "/MgO powder,H2O/0040040",
+ "/MgO powder,H2O/0056056",
+ "/MgO powder,H2O/0057057",
+ "/MgO powder,H2O/0058058",
+ "/MgO powder,H2O/0059059",
+ "/MgO powder,H2O/0060060",
+ "/MgO powder,H2O/0060060/data_table",
+ "/MgO powder,H2O/0061061",
+ "/MgO powder,H2O/0061061/data_table",
+ "/MgO powder,H2O/0062062",
+ "/MgO powder,H2O/0063063",
+ "/MgO powder,H2O/0064064",
+ "/MgO powder,H2O/0064064/data_table",
+ "/MgO powder,H2O/0065065",
+ "/MgO powder,H2O/0065065/data_table",
+ "/MgO powder,H2O/0066066",
+ "/MgO powder,H2O/0066066/data_table",
+ "/MgO powder,H2O/0067067",
+ "/MgO powder,H2O/0067067/data_table",
+ "/MgO powder,H2O/0068068",
+ "/MgO powder,H2O/0068068/data_table",
+ "/MgO powder,H2O/0069069",
+ "/MgO powder,H2O/0069069/data_table",
+ "/MgO powder,H2O/0085085",
+ "/MgO powder,H2O/0086086",
+ "/MgO powder,H2O/0087087",
+ "/MgO powder,H2O/0088088",
+ "/MgO powder,H2O/0089089",
+ "/MgO powder,H2O/0090090",
+ "/MgO powder,H2O/0090090/data_table",
+ "/MgO powder,H2O/0091091",
+ "/MgO powder,H2O/0092092",
+ "/MgO powder,H2O/0092092/data_table",
+ "/MgO powder,H2O/0097097",
+ "/MgO powder,H2O/0097097/data_table",
+ "/MgO powder,H2O/0098098",
+ "/MgO powder,H2O/0099099",
+ "/MgO powder,H2O ",
+ "/MgO powder,H2O /0103103",
+ "/MgO powder,H2O /0103103/data_table",
+ "/MgO powder,H2O /0104104",
+ "/MgO powder,H2O /0104104/data_table",
+ "/MgO powder,H2O /0105105",
+ "/MgO powder,H2O /0105105/data_table",
+ "/MgO powder,H2O /0106106",
+ "/MgO powder,H2O /0106106/data_table",
+ "/MgO powder,H2O /0128128",
+ "/MgO powder,H2O /0128128/data_table",
+ "/MgO powder,H2O,HCl",
+ "/MgO powder,H2O,HCl/0041041",
+ "/MgO powder,H2O,HCl/0042042",
+ "/MgO powder,H2O,HCl/0046046",
+ "/MgO powder,H2O,HCl/0046046/data_table",
+ "/MgO powder,H2O,HCl/0047047",
+ "/MgO powder,H2O,HCl/0047047/data_table",
+ "/MgO powder,H2O,HCl/0048048",
+ "/MgO powder,H2O,HCl/0048048/data_table",
+ "/MgO powder,H2O,HCl/0049049",
+ "/MgO powder,H2O,HCl/0049049/data_table",
+ "/MgO powder,H2O,HCl/0051051",
+ "/MgO powder,H2O,HCl/0051051/data_table",
+ "/MgO powder,H2O,HCl/0053053",
+ "/MgO powder,H2O,HCl/0053053/data_table",
+ "/MgO powder,H2O,HCl/0054054",
+ "/MgO powder,H2O,HCl/0054054/data_table",
+ "/MgO powder,H2O,HCl/0055055",
+ "/MgO powder,H2O,HCl/0070070",
+ "/MgO powder,H2O,HCl/0070070/data_table",
+ "/MgO powder,H2O,HCl/0071071",
+ "/MgO powder,H2O,HCl/0072072",
+ "/MgO powder,H2O,HCl/0072072/data_table",
+ "/MgO powder,H2O,HCl/0073073",
+ "/MgO powder,H2O,HCl/0073073/data_table",
+ "/MgO powder,H2O,HCl/0074074",
+ "/MgO powder,H2O,HCl/0074074/data_table",
+ "/MgO powder,H2O,HCl/0075075",
+ "/MgO powder,H2O,HCl/0075075/data_table",
+ "/MgO powder,H2O,HCl/0076076",
+ "/MgO powder,H2O,HCl/0077077",
+ "/MgO powder,H2O,HCl/0078078",
+ "/MgO powder,H2O,HCl/0079079",
+ "/MgO powder,H2O,HCl/0080080",
+ "/MgO powder,H2O,HCl/0081081",
+ "/MgO powder,H2O,HCl/0081081/data_table",
+ "/MgO powder,H2O,HCl/0082082",
+ "/MgO powder,H2O,HCl/0083083",
+ "/MgO powder,H2O,HCl/0084084",
+ "/MgO powder,H2O,HCl/0084084/data_table",
+ "/MgO powder,H2O,HCl/0085085",
+ "/MgO powder,H2O,HCl/0086086",
+ "/MgO powder,H2O,HCl/0087087",
+ "/MgO powder,H2O,HCl/0087087/data_table",
+ "/MgO powder,H2O,HCl/0088088",
+ "/MgO powder,H2O,HCl/0089089",
+ "/MgO powder,H2O,HCl/0090090",
+ "/MgO powder,H2O,HCl/0090090/data_table",
+ "/MgO powder,H2O,HCl/0091091",
+ "/MgO powder,H2O,HCl/0092092",
+ "/MgO powder,H2O,HCl/0093093",
+ "/MgO powder,H2O,HCl/0093093/data_table",
+ "/MgO powder,H2O,HCl/0094094",
+ "/MgO powder,H2O,HCl/0094094/data_table",
+ "/MgO powder,H2O,HCl/0095095",
+ "/MgO powder,H2O,HCl/0095095/data_table",
+ "/MgO powder,H2O,HCl/0096096",
+ "/MgO powder,H2O,HCl/0096096/data_table",
+ "/MgO powder,H2O,HCl/0099099",
+ "/MgO powder,H2O,HCl/0100100",
+ "/MgO powder,H2O,HCl/0101101",
+ "/MgO powder,H2O,HCl/0102102",
+ "/MgO powder,H2O,HCl/0102102/data_table",
+ "/MgO powder,H2O,HCl/0103103",
+ "/MgO powder,H2O,HCl/0104104",
+ "/MgO powder,H2O,HCl/0104104/data_table",
+ "/MgO powder,H2O,HCl/0105105",
+ "/MgO powder,H2O,HCl/0106106",
+ "/MgO powder,H2O,HCl/0106106/data_table",
+ "/MgO powder,H2O,HCl/0107107",
+ "/MgO powder,H2O,HCl/0107107/data_table",
+ "/MgO powder,H2O,HCl/0108108",
+ "/MgO powder,H2O,HCl/0108108/data_table",
+ "/MgO powder,H2O,HCl/0109109",
+ "/MgO powder,H2O,HCl/0109109/data_table",
+ "/MgO powder,H2O,HCl/0110110",
+ "/MgO powder,H2O,HCl/0110110/data_table",
+ "/MgO powder,H2O,HCl/0111111",
+ "/MgO powder,H2O,HCl/0111111/data_table",
+ "/MgO powder,H2O,HCl/0112112",
+ "/MgO powder,H2O,HCl/0112112/data_table",
+ "/MgO powder,H2O,HCl/0113113",
+ "/MgO powder,H2O,HCl/0113113/data_table",
+ "/MgO powder,H2O,HCl/0114114",
+ "/MgO powder,H2O,HCl/0114114/data_table",
+ "/MgO powder,H2O,HCl/0115115",
+ "/MgO powder,H2O,HCl/0115115/data_table",
+ "/MgO powder,H2O,HCl/0116116",
+ "/MgO powder,H2O,HCl/0116116/data_table",
+ "/MgO powder,H2O,HCl/0117117",
+ "/MgO powder,H2O,HCl/0117117/data_table",
+ "/MgO powder,H2O,HCl/0118118",
+ "/MgO powder,H2O,HCl/0119119",
+ "/MgO powder,H2O,HCl/0120120",
+ "/MgO powder,H2O,HCl/0121121",
+ "/MgO powder,H2O,HCl/0122122",
+ "/MgO powder,H2O,HCl/0123123",
+ "/MgO powder,H2O,HCl/0124124",
+ "/MgO powder,H2O,HCl/0125125",
+ "/MgO powder,H2O,HCl/0126126",
+ "/MgO powder,H2O,HCl/0126126/data_table",
+ "/MgO powder,H2O,HCl/0127127",
+ "/MgO powder,H2O,HCl/0129129",
+ "/MgO powder,H2O,HCl/0130130",
+ "/MgO powder,H2O,HCl/0130130/data_table",
+ "/MgO powder,H2O,HCl/0132132",
+ "/MgO powder,H2O,HCl/0132132/data_table",
+ "/MgO powder,H2O,HCl/0133133",
+ "/MgO powder,H2O,HCl/0134134",
+ "/MgO powder,H2O,HCl/0134134/data_table",
+ "/MgO powder,H2O,HCl/0135135",
+ "/MgO powder,H2O,HCl/0135135/data_table",
+ "/MgO powder,H2O,HCl/0136136",
+ "/MgO powder,H2O,HCl/0137137",
+ "/MgO powder,H2O,HCl/0137137/data_table",
+ "/MgO powder,H2O,HCl/0138138",
+ "/MgO powder,H2O,HCl/0138138/data_table",
+ "/MgO powder,H2O,HCl/0139139",
+ "/MgO powder,H2O,HCl/0139139/data_table",
+ "/MgO powder,H2O,HCl/0140140",
+ "/MgO powder,H2O,HCl/0140140/data_table",
+ "/MgO powder,H2O,HCl/0141141",
+ "/MgO powder,H2O,HCl/0142142",
+ "/MgO powder,H2O,HCl/0142142/data_table",
+ "/MgO powder,H2O,HCl/0143143",
+ "/MgO powder,H2O,HCl/0143143/data_table",
+ "/MgO powder,H2O,HCl/0144144",
+ "/MgO powder,H2O,HCl/0144144/data_table",
+ "/MgO powder,H2O,HCl/0145145",
+ "/MgO powder,H2O,HCl/0145145/data_table",
+ "/MgO powder,H2O,HCl/0146146",
+ "/MgO powder,H2O,HCl/0147147",
+ "/MgO powder,H2O,HCl/0148148",
+ "/MgO powder,H2O,HCl/0148148/data_table",
+ "/MgO powder,H2O,HCl/0149149",
+ "/MgO powder,H2O,HCl/0150150",
+ "/MgO powder,H2O,HCl/0151151",
+ "/MgO powder,H2O,HCl/0151151/data_table",
+ "/MgO powder,H2O,HCl/0152152",
+ "/MgO powder,H2O,HCl ",
+ "/MgO powder,H2O,HCl /0043043",
+ "/MgO powder,H2O,HCl /0043043/data_table",
+ "/MgO powder,H2O,HCl /0044044",
+ "/MgO powder,H2O,HCl /0045045",
+ "/MgO powder,H2O,HCl /0045045/data_table",
+ "/MgO powder,H2O,HCl /0050050",
+ "/MgO powder,H2O,HCl /0052052",
+ "/MgO powder,H2O,HCl /0052052/data_table",
+ "/MgO powder,H2O,HCl /0098098",
+ "/Not yet annotated",
+ "/Not yet annotated/0000",
+ "/Not yet annotated/0001",
+ "/Not yet annotated/0001001",
+ "/Not yet annotated/0002",
+ "/Not yet annotated/0002002",
+ "/Not yet annotated/0003003",
+ "/Not yet annotated/0004004",
+ "/Not yet annotated/0005005",
+ "/Not yet annotated/0005005/data_table",
+ "/Not yet annotated/0006006",
+ "/Not yet annotated/0006006/data_table",
+ "/Not yet annotated/0007007",
+ "/Not yet annotated/0007007/data_table",
+ "/Not yet annotated/0008008",
+ "/Not yet annotated/0008008/data_table",
+ "/Not yet annotated/0009009",
+ "/Not yet annotated/0011011",
+ "/Not yet annotated/0012012",
+ "/Not yet annotated/0013013",
+ "/Not yet annotated/0014014",
+ "/Not yet annotated/0014014/data_table",
+ "/Not yet annotated/0015015",
+ "/Not yet annotated/0015015/data_table",
+ "/Not yet annotated/0016016",
+ "/Not yet annotated/0016016/data_table",
+ "/Not yet annotated/0017017",
+ "/Not yet annotated/0017017/data_table",
+ "/Not yet annotated/0018018",
+ "/Not yet annotated/0018018/data_table",
+ "/Not yet annotated/0019019",
+ "/Not yet annotated/0020020",
+ "/Not yet annotated/0021021",
+ "/Not yet annotated/0021021/data_table",
+ "/Not yet annotated/0022022",
+ "/Not yet annotated/0022022/data_table",
+ "/Not yet annotated/0023023",
+ "/Not yet annotated/0023023/data_table",
+ "/Not yet annotated/0024024",
+ "/Not yet annotated/0024024/data_table",
+ "/Not yet annotated/0025025",
+ "/Not yet annotated/0025025/data_table",
+ "/Not yet annotated/0026026",
+ "/Not yet annotated/0026026/data_table",
+ "/Not yet annotated/0027027",
+ "/Not yet annotated/0027027/data_table",
+ "/Not yet annotated/0028028",
+ "/Not yet annotated/0028028/data_table",
+ "/Not yet annotated/0029029",
+ "/Not yet annotated/0030030",
+ "/Not yet annotated/0030030/data_table",
+ "/Not yet annotated/0031031",
+ "/Not yet annotated/0032032",
+ "/Not yet annotated/0033033",
+ "/Not yet annotated/0034034",
+ "/Not yet annotated/0034034/data_table",
+ "/Not yet annotated/0035035",
+ "/Not yet annotated/0036036",
+ "/Not yet annotated/0036036/data_table",
+ "/Not yet annotated/0037037",
+ "/Not yet annotated/0037037/data_table",
+ "/Not yet annotated/0038038",
+ "/Not yet annotated/0038038/data_table",
+ "/Not yet annotated/0039039",
+ "/Not yet annotated/0040040",
+ "/Not yet annotated/0041041",
+ "/Not yet annotated/0041041/data_table",
+ "/Not yet annotated/0042042",
+ "/Not yet annotated/0044044",
+ "/Not yet annotated/0044044/data_table",
+ "/Not yet annotated/0045045",
+ "/Not yet annotated/0046046",
+ "/Not yet annotated/0046046/data_table",
+ "/Not yet annotated/0047047",
+ "/Not yet annotated/0048",
+ "/Not yet annotated/0048048",
+ "/Not yet annotated/0049",
+ "/Not yet annotated/0049049",
+ "/Not yet annotated/0049049/data_table",
+ "/Not yet annotated/0050",
+ "/Not yet annotated/0051",
+ "/Not yet annotated/0051051",
+ "/Not yet annotated/0052",
+ "/Not yet annotated/0052052",
+ "/Not yet annotated/0052052/data_table",
+ "/Not yet annotated/0053",
+ "/Not yet annotated/0053053",
+ "/Not yet annotated/0054",
+ "/Not yet annotated/0054054",
+ "/Not yet annotated/0055",
+ "/Not yet annotated/0055055",
+ "/Not yet annotated/0055055/data_table",
+ "/Not yet annotated/0056056",
+ "/Not yet annotated/0056056/data_table",
+ "/Not yet annotated/0057057",
+ "/Not yet annotated/0058058",
+ "/Not yet annotated/0059059",
+ "/Not yet annotated/0059059/data_table",
+ "/Not yet annotated/0060060",
+ "/Not yet annotated/0060060/data_table",
+ "/Not yet annotated/0061061",
+ "/Not yet annotated/0061061/data_table",
+ "/Not yet annotated/0063063",
+ "/Not yet annotated/0064064",
+ "/Not yet annotated/0065065",
+ "/Not yet annotated/0066066",
+ "/Not yet annotated/0068068",
+ "/Not yet annotated/0068068/data_table",
+ "/Not yet annotated/0069069",
+ "/Not yet annotated/0069069/data_table",
+ "/Not yet annotated/0070070",
+ "/Not yet annotated/0071071",
+ "/Not yet annotated/0071071/data_table",
+ "/Not yet annotated/0072072",
+ "/Not yet annotated/0072072/data_table",
+ "/Not yet annotated/0073073",
+ "/Not yet annotated/0073073/data_table",
+ "/Not yet annotated/0074074",
+ "/Not yet annotated/0075075",
+ "/Not yet annotated/0076076",
+ "/Not yet annotated/0076076/data_table",
+ "/Not yet annotated/0077077",
+ "/Not yet annotated/0077077/data_table",
+ "/Not yet annotated/0078078",
+ "/Not yet annotated/0078078/data_table",
+ "/Not yet annotated/0079079",
+ "/Not yet annotated/0079079/data_table",
+ "/Not yet annotated/0080080",
+ "/Not yet annotated/0080080/data_table",
+ "/Not yet annotated/0081081",
+ "/Not yet annotated/0081081/data_table",
+ "/Not yet annotated/0082082",
+ "/Not yet annotated/0082082/data_table",
+ "/Not yet annotated/0083083",
+ "/Not yet annotated/0084084",
+ "/Not yet annotated/0100100",
+ "/Not yet annotated/0100100/data_table",
+ "/Not yet annotated/0101101",
+ "/Not yet annotated/0101101/data_table",
+ "/Not yet annotated/0102102",
+ "/Not yet annotated/0102102/data_table",
+ "/Not yet annotated/0131131",
+ "/Not yet annotated/0131131/data_table",
+ "/Not yet annotated/A001 - 20230922",
+ "/Not yet annotated/A002 - 20230922",
+ "/Not yet annotated/A003 - 20230922",
+ "/Not yet annotated/A004 - 20230922",
+ "/Not yet annotated/A005 - 20230922",
+ "/Not yet annotated/A006 - 20230923",
+ "/Not yet annotated/A007 - 20230923",
+ "/Not yet annotated/A008 - 20230923",
+ "/Not yet annotated/A009 - 20230923",
+ "/Not yet annotated/A010 - 20230923",
+ "/Not yet annotated/A011 - 20230923",
+ "/Not yet annotated/A012 - 20230923",
+ "/Not yet annotated/A013 - 20230923",
+ "/Not yet annotated/A014 - 20230923",
+ "/Not yet annotated/A015 - 20230923",
+ "/Not yet annotated/A016 - 20230923",
+ "/Not yet annotated/A017 - 20230923",
+ "/Not yet annotated/A018 - 20230923",
+ "/Not yet annotated/A019 - 20230923",
+ "/Not yet annotated/A020 - 20230923",
+ "/Not yet annotated/A021 - 20230923",
+ "/Not yet annotated/A022 - 20230923",
+ "/Not yet annotated/A023 - 20230923",
+ "/Not yet annotated/A024 - 20230923",
+ "/Not yet annotated/A025 - 20230923",
+ "/Not yet annotated/A026 - 20230923",
+ "/Not yet annotated/A027 - 20230923",
+ "/Not yet annotated/A028 - 20230923",
+ "/Not yet annotated/A029 - 20230923",
+ "/Not yet annotated/A030 - 20230924",
+ "/Not yet annotated/A031 - 20230924",
+ "/Not yet annotated/A032 - 20230924",
+ "/Not yet annotated/A033 - 20230924",
+ "/Not yet annotated/A034 - 20230924",
+ "/Not yet annotated/A035 - 20230924",
+ "/Not yet annotated/A036 - 20230924",
+ "/Not yet annotated/A037 - 20230924",
+ "/Not yet annotated/A038 - 20230924",
+ "/Not yet annotated/A039 - 20230924",
+ "/Not yet annotated/A040 - 20230924",
+ "/Not yet annotated/A041 - 20230924",
+ "/Not yet annotated/A042 - 20230924",
+ "/Not yet annotated/A043 - 20230924",
+ "/Not yet annotated/A044 - 20230924",
+ "/Not yet annotated/A045 - 20230924",
+ "/Not yet annotated/A046 - 20230924",
+ "/Not yet annotated/A047 - 20230924",
+ "/Not yet annotated/A048 - 20230924",
+ "/Not yet annotated/A049 - 20230924",
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+ }
+ },
+ "ternary": {
+ "aaxis": {
+ "gridcolor": "white",
+ "linecolor": "white",
+ "ticks": ""
+ },
+ "baxis": {
+ "gridcolor": "white",
+ "linecolor": "white",
+ "ticks": ""
+ },
+ "bgcolor": "#E5ECF6",
+ "caxis": {
+ "gridcolor": "white",
+ "linecolor": "white",
+ "ticks": ""
+ }
+ },
+ "title": {
+ "x": 0.05
+ },
+ "xaxis": {
+ "automargin": true,
+ "gridcolor": "white",
+ "linecolor": "white",
+ "ticks": "",
+ "title": {
+ "standoff": 15
+ },
+ "zerolinecolor": "white",
+ "zerolinewidth": 2
+ },
+ "yaxis": {
+ "automargin": true,
+ "gridcolor": "white",
+ "linecolor": "white",
+ "ticks": "",
+ "title": {
+ "standoff": 15
+ },
+ "zerolinecolor": "white",
+ "zerolinewidth": 2
+ }
+ }
+ },
+ "width": 800
+ }
+ }
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"# Define grouping functions to be passed into create_hdf5_file function. These can also be set\n",
"# as strings refering to categorical columns in input_data_df.\n",
@@ -82,31 +3644,60 @@
" group_by_type = 'filetype'\n",
" group_by_filenumber = 'filenumber'\n",
"\n",
- "output_filename = 'test.h5'\n",
+ "import pandas as pd\n",
+ "import h5py\n",
+ "\n",
+ "output_filename = os.path.normpath(os.path.join(output_dir_path, 'test.h5'))\n",
+ "\n",
+ "# Define the groupnames function\n",
+ "groupnames = lambda df, vars: ['/' + '/'.join(df.loc[idx, vars].to_list()) for idx in df.index]\n",
+ "\n",
+ "grouping_by_vars = ['sample', 'filenumber']\n",
+ "\n",
+ "# Apply the groupnames function to generate the 'groupnames' column\n",
+ "input_data_df['groupnames'] = pd.Series(groupnames(input_data_df, grouping_by_vars), index=input_data_df.index)\n",
+ "\n",
+ "# Open the HDF5 file in write mode\n",
+ "with h5py.File(output_filename, 'w') as file:\n",
+ " # Iterate over unique groupnames\n",
+ " for groupname in input_data_df['groupnames'].unique():\n",
+ " # Create the group in the HDF5 file\n",
+ " group = file.create_group(groupname)\n",
+ " \n",
+ " # Filter the dataframe for the current group\n",
+ " datatable = input_data_df[input_data_df['groupnames'] == groupname].copy()\n",
+ " \n",
+ " # Exclude the grouping variables from the datatable\n",
+ " datatable = datatable.drop(columns=grouping_by_vars + ['groupnames']) \n",
+ "\n",
+ " \n",
+ " if datatable.shape[0] > 1:\n",
+ " # Create a dataset in the current group\n",
+ " group.create_dataset(name = 'data_table', data = utils.convert_dataframe_to_np_structured_array(datatable))\n",
"\n",
- "ofilepath = os.path.join(output_dir_path,output_filename)\n",
"\n",
- "h5lib.create_hdf5_file_from_dataframe(ofilepath,\n",
- " input_data_df, 'top-down', \n",
- " group_by_funcs = [group_by_sample, group_by_type, group_by_filenumber]\n",
- " )\n",
"\n",
"annotation_dict = {'Campaign name': 'SLS-Campaign-2023',\n",
" 'Producers':'Thorsten, Luca, Zoe',\n",
" 'Startdate': str(input_data_df['lastModifiedDatestr'].min()),\n",
" 'Enddate': str(input_data_df['lastModifiedDatestr'].max())\n",
" }\n",
- "h5lib.annotate_root_dir(ofilepath,annotation_dict)\n",
"\n",
- "h5vis.display_group_hierarchy_on_a_treemap(ofilepath)\n",
+ "dataOpsObj = hdf5_ops.HDF5DataOpsManager(output_filename)\n",
+ "dataOpsObj.load_file_obj()\n",
+ "# Annotate root folder with annotation_dict\n",
+ "dataOpsObj.append_metadata('/',annotation_dict)\n",
+ "dataOpsObj.unload_file_obj()\n",
"\n",
- "print(':)')\n"
+ "\n",
+ "\n",
+ "h5vis.display_group_hierarchy_on_a_treemap(output_filename)\n"
]
}
],
"metadata": {
"kernelspec": {
- "display_name": "test_atmos_chem_env",
+ "display_name": "Python 3",
"language": "python",
"name": "python3"
},
@@ -120,7 +3711,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.11.6"
+ "version": "3.11.10"
}
},
"nbformat": 4,
diff --git a/notebooks/demo_data_integration.ipynb b/notebooks/demo_data_integration.ipynb
index d454603..d08fbad 100644
--- a/notebooks/demo_data_integration.ipynb
+++ b/notebooks/demo_data_integration.ipynb
@@ -19,18 +19,29 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 4,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Imports successful!\n"
+ ]
+ }
+ ],
"source": [
- "import sys\n",
- "import os\n",
- "# Set up project root directory\n",
- "root_dir = os.path.abspath(os.curdir)\n",
- "sys.path.append(root_dir)\n",
+ "from nbutils import add_project_path_to_sys_path\n",
"\n",
- "import src.hdf5_vis as hdf5_vis\n",
- "import src.data_integration_lib as dilib\n"
+ "# Add project root to sys.path\n",
+ "add_project_path_to_sys_path()\n",
+ "\n",
+ "try:\n",
+ " import src.hdf5_vis as hdf5_vis\n",
+ " import pipelines.data_integration as data_integration\n",
+ " print(\"Imports successful!\")\n",
+ "except ImportError as e:\n",
+ " print(f\"Import error: {e}\")"
]
},
{
@@ -46,12 +57,15 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"#output_filename_path = 'output_files/unified_file_smog_chamber_2024-04-07_UTC-OFST_+0200_NG.h5'\n",
- "yaml_config_file_path = 'input_files/data_integr_config_file_LI.yaml'\n"
+ "yaml_config_file_path = '../input_files/data_integr_config_file_TBR.yaml'\n",
+ "\n",
+ "#path_to_input_directory = 'output_files/kinetic_flowtube_study_2022-01-31_LuciaI'\n",
+ "#path_to_hdf5_file = hdf5_lib.create_hdf5_file_from_filesystem_path(path_to_input_directory)\n"
]
},
{
@@ -65,12 +79,46 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 9,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "[Start] Data integration :\n",
+ "Source: ..\\output_files\\collection_PSI_beamtime_ThorstenBR_2023-09-22_2023-09-25\n",
+ "Destination: ..\\output_files\\collection_PSI_beamtime_ThorstenBR_2023-09-22_2023-09-25.h5\n",
+ "\n",
+ "[Notice] The file '..\\output_files\\collection_PSI_beamtime_ThorstenBR_2023-09-22_2023-09-25.h5' already exists and will not be overwritten.\n",
+ "If you wish to replace it, please delete the existing file first and rerun the program.\n"
+ ]
+ }
+ ],
"source": [
"\n",
- "hdf5_file_path = dilib.integrate_data_sources(yaml_config_file_path)"
+ "hdf5_file_path = data_integration.run_pipeline(yaml_config_file_path)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "['..\\\\output_files\\\\collection_PSI_beamtime_ThorstenBR_2023-09-22_2023-09-25.h5']"
+ ]
+ },
+ "execution_count": 10,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "hdf5_file_path "
]
},
{
@@ -84,16 +132,3621 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 11,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "/NEXAFS\n",
+ "/NEXAFS/0001_20230922_155132_N_K_edge_Yanisha3.h5\n",
+ "/NEXAFS/0001_20230922_155132_N_K_edge_Yanisha3.h5/__DATA_TYPES__\n",
+ "/NEXAFS/0001_20230922_155132_N_K_edge_Yanisha3.h5/logs\n",
+ "/NEXAFS/0001_20230922_155132_N_K_edge_Yanisha3.h5/scan 1\n",
+ "/NEXAFS/0002_20230922_160137_N_K_edge_Yanisha3.h5\n",
+ "/NEXAFS/0002_20230922_160137_N_K_edge_Yanisha3.h5/__DATA_TYPES__\n",
+ "/NEXAFS/0002_20230922_160137_N_K_edge_Yanisha3.h5/logs\n",
+ "/NEXAFS/0002_20230922_160137_N_K_edge_Yanisha3.h5/scan 1\n",
+ "/NEXAFS/0002_20230922_160137_N_K_edge_Yanisha3.h5/scan 2\n",
+ "/NEXAFS/0002_20230922_160137_N_K_edge_Yanisha3.h5/scan 3\n",
+ "/NEXAFS/0002_20230922_160137_N_K_edge_Yanisha3.h5/scan 4\n",
+ "/NEXAFS/0002_20230922_160137_N_K_edge_Yanisha3.h5/scan 5\n",
+ "/NEXAFS/0048_20230922_075708_O_K_edge_Yang.h5\n",
+ "/NEXAFS/0048_20230922_075708_O_K_edge_Yang.h5/__DATA_TYPES__\n",
+ "/NEXAFS/0048_20230922_075708_O_K_edge_Yang.h5/logs\n",
+ "/NEXAFS/0048_20230922_075708_O_K_edge_Yang.h5/scan 1\n",
+ "/NEXAFS/0049_20230922_081328_O_K_edge_Yang.h5\n",
+ "/NEXAFS/0049_20230922_081328_O_K_edge_Yang.h5/__DATA_TYPES__\n",
+ "/NEXAFS/0049_20230922_081328_O_K_edge_Yang.h5/logs\n",
+ "/NEXAFS/0049_20230922_081328_O_K_edge_Yang.h5/scan 1\n",
+ "/NEXAFS/0050_20230922_082003_O_K_edge_Yang.h5\n",
+ "/NEXAFS/0050_20230922_082003_O_K_edge_Yang.h5/__DATA_TYPES__\n",
+ "/NEXAFS/0050_20230922_082003_O_K_edge_Yang.h5/logs\n",
+ "/NEXAFS/0050_20230922_082003_O_K_edge_Yang.h5/scan 1\n",
+ "/NEXAFS/0051_20230922_084410_O_K_edge_LL.h5\n",
+ "/NEXAFS/0051_20230922_084410_O_K_edge_LL.h5/__DATA_TYPES__\n",
+ "/NEXAFS/0051_20230922_084410_O_K_edge_LL.h5/logs\n",
+ "/NEXAFS/0051_20230922_084410_O_K_edge_LL.h5/scan 1\n",
+ "/NEXAFS/0052_20230922_085103_O_K_edge_LL.h5\n",
+ "/NEXAFS/0052_20230922_085103_O_K_edge_LL.h5/__DATA_TYPES__\n",
+ "/NEXAFS/0052_20230922_085103_O_K_edge_LL.h5/logs\n",
+ "/NEXAFS/0052_20230922_085103_O_K_edge_LL.h5/scan 1\n",
+ "/NEXAFS/0053_20230922_085154_O_K_edge_LL.h5\n",
+ "/NEXAFS/0053_20230922_085154_O_K_edge_LL.h5/__DATA_TYPES__\n",
+ "/NEXAFS/0053_20230922_085154_O_K_edge_LL.h5/logs\n",
+ "/NEXAFS/0053_20230922_085154_O_K_edge_LL.h5/scan 1\n",
+ "/NEXAFS/0054_20230922_090257_O_K_edge_LL.h5\n",
+ "/NEXAFS/0054_20230922_090257_O_K_edge_LL.h5/__DATA_TYPES__\n",
+ "/NEXAFS/0054_20230922_090257_O_K_edge_LL.h5/logs\n",
+ "/NEXAFS/0054_20230922_090257_O_K_edge_LL.h5/scan 1\n",
+ "/NEXAFS/0055_20230922_091352_N_K_edge_Yanisha3.h5\n",
+ "/NEXAFS/0055_20230922_091352_N_K_edge_Yanisha3.h5/__DATA_TYPES__\n",
+ "/NEXAFS/0055_20230922_091352_N_K_edge_Yanisha3.h5/logs\n",
+ "/NEXAFS/0055_20230922_091352_N_K_edge_Yanisha3.h5/scan 1\n",
+ "/Notes\n",
+ "/Pressure\n",
+ "/Pressure/2023-09-18_20.06.44_PC15490_NAPP_Chamber.dat\n",
+ "/Pressure/2023-09-22_10.17.46_PC15490_NAPP_Chamber.dat\n",
+ "/RGA\n",
+ "/RGA/RGA3.txt\n",
+ "/RGA/rga1.rga_Jun_24_2023_12-38-45_AM.txt\n",
+ "/RGA/rga1_Jun_21_2023_09-08-44_AM.txt\n",
+ "/SES\n",
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+ "gridcolor": "white",
+ "linecolor": "white",
+ "ticks": ""
+ }
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+ "automargin": true,
+ "gridcolor": "white",
+ "linecolor": "white",
+ "ticks": "",
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+ "zerolinecolor": "white",
+ "zerolinewidth": 2
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+ "yaxis": {
+ "automargin": true,
+ "gridcolor": "white",
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+ "output_type": "display_data"
+ }
+ ],
"source": [
+ "\n",
"if isinstance(hdf5_file_path ,list):\n",
" for path_item in hdf5_file_path :\n",
" hdf5_vis.display_group_hierarchy_on_a_treemap(path_item)\n",
"else:\n",
" hdf5_vis.display_group_hierarchy_on_a_treemap(hdf5_file_path)"
]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "'output_files\\\\collection_PSI_beamtime_ThorstenBR_2023-09-22_2023-09-25.json'"
+ ]
+ },
+ "execution_count": 6,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "import src.hdf5_ops as h5de \n",
+ "\n",
+ "h5de.serialize_metadata(hdf5_file_path[0],folder_depth=1,output_format='json')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "['output_files\\\\collection_PSI_beamtime_ThorstenBR_2023-09-22_2023-09-25.h5']\n",
+ " dataset_name \\\n",
+ "0 NEXAFS/0001_20230922_155132_N_K_edge_Yanisha3.... \n",
+ "1 NEXAFS/0001_20230922_155132_N_K_edge_Yanisha3.... \n",
+ "2 NEXAFS/0001_20230922_155132_N_K_edge_Yanisha3.... \n",
+ "3 NEXAFS/0001_20230922_155132_N_K_edge_Yanisha3.... \n",
+ "4 NEXAFS/0001_20230922_155132_N_K_edge_Yanisha3.... \n",
+ "\n",
+ " parent_instrument parent_file \n",
+ "0 0001_20230922_155132_N_K_edge_Yanisha3.h5 logs \n",
+ "1 scan 1 attrs \n",
+ "2 scan 1 attrs \n",
+ "3 scan 1 attrs \n",
+ "4 scan 1 attrs \n"
+ ]
+ }
+ ],
+ "source": [
+ "import src.hdf5_ops as h5de \n",
+ "print(hdf5_file_path)\n",
+ "DataOpsAPI = h5de.HDF5DataOpsManager(hdf5_file_path[0])\n",
+ "\n",
+ "DataOpsAPI.load_file_obj()\n",
+ "\n",
+ "#DataOpsAPI.reformat_datetime_column('ICAD/HONO/2022_11_22_Channel1_Data.dat/data_table',\n",
+ "# 'Start Date/Time (UTC)',\n",
+ "# '%Y-%m-%d %H:%M:%S.%f', '%Y-%m-%d %H:%M:%S')\n",
+ "DataOpsAPI.extract_and_load_dataset_metadata()\n",
+ "df = DataOpsAPI.dataset_metadata_df\n",
+ "print(df.head())\n",
+ "\n",
+ "DataOpsAPI.unload_file_obj()\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "DataOpsAPI.append_metadata('/',{'test_attr':'this is a test value'})\n",
+ "\n",
+ "DataOpsAPI.unload_file_obj()"
+ ]
}
],
"metadata": {
diff --git a/notebooks/demo_h5_file_2_obis_props_mapping.py b/notebooks/demo_h5_file_2_obis_props_mapping.py
index 314cd0d..f859f26 100644
--- a/notebooks/demo_h5_file_2_obis_props_mapping.py
+++ b/notebooks/demo_h5_file_2_obis_props_mapping.py
@@ -1,9 +1,21 @@
-import src.openbis_lib as openbis_lib
-import hdf5_lib
-import datetime
import os
+from nbutils import add_project_path_to_sys_path
+
+
+# Add project root to sys.path
+add_project_path_to_sys_path()
+
+import datetime
import logging
+try:
+ import src.openbis_lib as openbis_lib
+ import src.hdf5_ops as hdf5_ops
+ #import pipelines.metadata_revision as metadata_revision
+ print("Imports successful!")
+except ImportError as e:
+ print(f"Import error: {e}")
+
def main():
#df_h5 = hdf5_lib.read_hdf5_as_dataframe_v2('BeamTimeMetaData.h5')
@@ -20,7 +32,8 @@ def main():
print(sample.identifier)
df_openbis = samples.df.copy(deep=True)
h5_file_path = os.path.join(os.path.curdir,'input_files\\BeamTimeMetaData.h5')
- df_h5 = hdf5_lib.read_hdf5_as_dataframe(h5_file_path)
+
+ df_h5 = hdf5_ops.read_mtable_as_dataframe(h5_file_path)
# dataframe preprocessing steps
df_h5, df_openbis = openbis_lib.align_datetime_observation_windows(df_h5, df_openbis)
diff --git a/notebooks/demo_hdf5_data_sharing_and_plotting.ipynb b/notebooks/demo_hdf5_data_sharing_and_plotting.ipynb
index ea3fb6b..f764289 100644
--- a/notebooks/demo_hdf5_data_sharing_and_plotting.ipynb
+++ b/notebooks/demo_hdf5_data_sharing_and_plotting.ipynb
@@ -4,6 +4,40 @@
"cell_type": "code",
"execution_count": 3,
"metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Imports successful!\n"
+ ]
+ }
+ ],
+ "source": [
+ "import os\n",
+ "from nbutils import add_project_path_to_sys_path\n",
+ "\n",
+ "\n",
+ "# Add project root to sys.path\n",
+ "add_project_path_to_sys_path()\n",
+ "\n",
+ "import pandas as pd\n",
+ "import numpy as np\n",
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "try:\n",
+ " import src.hdf5_ops as hdf5_ops\n",
+ " import src.napp_plotlib as napp\n",
+ " #import pipelines.metadata_revision as metadata_revision\n",
+ " print(\"Imports successful!\")\n",
+ "except ImportError as e:\n",
+ " print(f\"Import error: {e}\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
"outputs": [
{
"name": "stdout",
@@ -290,25 +324,17 @@
"[5 rows x 69 columns]"
]
},
- "execution_count": 3,
+ "execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
- "import os, sys\n",
- "sys.path.append(os.path.abspath('src'))\n",
- "\n",
- "import pandas as pd\n",
- "import numpy as np\n",
- "import matplotlib.pyplot as plt\n",
- "import src.hdf5_lib as h5lib \n",
- "\n",
"# Define h5 file name and make sure file is located at the current working dir\n",
- "filename = 'input_files\\\\FileList_v2.h5'\n",
+ "filename = '../input_files/FileList_v2.h5'\n",
"\n",
"# Read h5 file into dataframe\n",
- "dataframe = h5lib.read_mtable_as_dataframe(filename)\n",
+ "dataframe = hdf5_ops.read_mtable_as_dataframe(filename)\n",
"\n",
"\n",
"dataframe['lastModifiedDatestr']\n",
@@ -326,13 +352,13 @@
"name": "stderr",
"output_type": "stream",
"text": [
- "C:\\Users\\florez_j\\AppData\\Local\\Temp\\ipykernel_8052\\456609336.py:3: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n",
+ "C:\\Users\\florez_j\\AppData\\Local\\Temp\\ipykernel_10944\\1771346545.py:1: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n",
" dataframe['image'][0].shape\n"
]
},
{
"data": {
- "image/png": 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",
+ "image/png": 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P76vic0l3Vb2myx1ihJjPZfWaY7+joxDzylf78GqfCCEWeDRXXa+ZrxCT9eo51BeJfVgcrHZ+yNFCIWZKcfo7ZRT/7gZ+k6G0z7zQWWk7SkuB/6BaPHZHJT09HTNmzMA///lP+Pj43HwFAHPmzIHFYlEe6enp9ZwlEREReZLH7qikpKQgJycHvXr1UubZ7Xbs2bMHK1asgNVqhV4v/ldlNBphNBpdN0VERESNlMcKlcGDB+PYsWPCvMmTJ6NDhw548cUXKxQpRERE1PR4rFDx9/dHly5dhHkmkwnBwcEV5hMREVHT5PFP/RARERFVxaOf+nG1a9cuT6dAREREGsI7KkRERKRZLFSIiIhIs1ioEBERkWaxUCEiIiLNYqFCREREmsVChYiIiDSLhQoRERFpFgsVIiIi0iwWKkRERKRZLFSIiIhIs1ioEBERkWaxUCEiIiLNYqFCREREmsVChYiIiDSLhQoRERFplluFytq1a/HVV18p0y+88AICAwMRHx+P8+fP11lyRERE1LS5VagsXLgQvr6+AIAff/wRK1aswF//+leEhIRg1qxZdZogERERNV0Gd1ZKT09HTEwMAGDLli0YM2YMnnzySdx1110YMGBAXeZHRERETZhbd1TMZjNyc3MBAN999x2GDBkCAPDx8UFJSUndZUdERERNmlt3VIYOHYrHH38cPXr0wG+//YZ7770XAHDixAlER0fXZX5ERETUhLl1R+W9995Dv379cPnyZWzatAnBwcEAgJSUFCQmJtZpgkRERNR0uXVHJTAwECtWrKgwf8GCBbVOiIiIiOg6t79HZe/evXj00UcRHx+PjIwMAMDHH3+Mffv21VlyRERE1LS5Vahs2rQJw4cPh6+vLw4fPgyr1QoAKCgowMKFC+s0QSIiImq63CpU3nzzTbz//vv44IMP4OXlpcyPj4/H4cOHq72dlStXomvXrggICEBAQAD69euHb775xp2UiIiIqBFyq1D59ddfcc8991SYHxAQgGvXrlV7O5GRkVi8eDEOHTqEQ4cOYdCgQRg9ejROnDjhTlpERETUyLhVqISHh+P06dMV5u/btw+33XZbtbczatQojBw5ErGxsYiNjcVbb70Fs9mM5ORkd9IiIiKiRsatT/1MnToVM2bMwOrVqyFJEjIzM/Hjjz/iueeew2uvveZWIna7HZ999hmKiorQr1+/SpexWq3K+2EAID8/3619ERER0a1BkmVZdmfFuXPnYunSpSgtLQUAGI1GPPfcc3jjjTdqtJ1jx46hX79+KC0thdlsxrp16zBy5MhKl50/f36lH4Ee2O0lGPRGAIAu87Iy/8qIdsJyzU8WKW19gVWIyV56pV3Y1l+IFYeqN55afpcpxOzB6rK6knIhdq1Lc3V/ZWI3+2UUK+2rHc1CrKyZpLRbbTqHqsgBJmG6oEOQ0vbNLhVjbX2VdvNDl4VY1tAwpd3snHgMxSFqLRvyQ7a4fx+j0paycoRY/sDbhWlrgNqHAefKhNi1GG+lHXxC/GbjzLv9lHbk9gIxtwj1mPyPZAkxW7ja9wVRfkIs4Dd1O7oymxCzdFbXM58rEmLOY8SQ5xJLS1faklO/AEBZD3UclrTwFmLGPLW/fY6lCzFH61ClXdrCV4hJTsPJ5ifeGM3tpBemywIdSjtyu12I5Uer57c0SBJiNn91J8FHxfFb2Erdp7dFjDmP37LehULMd5861g2l4nrXBqhj1pwsHq/sdIgl/cRtOuzq8Tbf7iPEcnuox95uo/icPz/SafzE5Qoxf6M6Ri8eaynEWm9T+zBjgPi/XnkL9XzqjGJfSzrxeH0Pq+PSJl4C4JepLmvzE8+LpB4S9FZxmwVRajv0sEOIOQzqdsp9xW3m9laXDfpZHE92H3XZ0hAxT5ufun9jnrjNyGHqD9T+9kukENNZ1WW9r7nc2HdKO/C0eAxXujmtly/uL2KP+pwsaSmOg8IIp+dusdhnrtcjh7eaj81XzM1/31mlLUeInSHrnJY1uPShn9PzLLjqa0BJCy8h5p+mHlNpqPic8Lao6xlyxH/aS9oFK+2cHuI2W39nUXP2Eq8VDqe8JZfKoCRMva4VhovrBZxXr6N+F8Xnp8Cmnk+b3Yodv/wNFosFAQEBVa+DWnw8+a233sKVK1fw008/ITk5GZcvX65xkQIA7du3x5EjR5CcnIw///nPmDhxIn755ZdKl50zZw4sFovySE9Pr3Q5IiIiahzcKlSmTJmCgoIC+Pn5oXfv3rjzzjthNptRVFSEKVOm1Ghb3t7eiImJQe/evbFo0SJ069YN//M//1PpskajUfmE0PUHERERNV5uFSpr166t9McHS0pK8NFHH9UqIVmWhfehEBERUdNVozfT5ufnQ5ZlyLKMgoIC+PiorwPa7XZ8/fXXCA0NvcEWRC+//DJGjBiB1q1bo6CgABs2bMCuXbuQlJRUk7SIiIiokapRoRIYGAhJkiBJEmJjYyvEJUmq0e/9XLp0CRMmTEBWVhaaNWuGrl27IikpCUOHDq1JWkRERNRI1ahQ2blzJ2RZxqBBg7Bp0yYEBamfMvH29kZUVBQiIiKqvb1Vq1bVZPdERETUxNSoUOnfvz8AIC0tDa1bt4ZO5/aHhoiIiIhuyq0vfIuK+v3D+sXFxbhw4QLKysTPoXft2rX2mREREVGT51ahcvnyZUyePLnKHxC02+2VziciIiKqCbdeu5k5cyauXr2K5ORk+Pr6IikpCWvXrsXtt9+OrVu31nWORERE1ES5dUdlx44d+PLLL3HHHXdAp9MhKioKQ4cORUBAABYtWoR77723rvMkIiKiJsitOypFRUXK96UEBQXh8uXffzsmLi4Ohw8frrvsiIiIqElzq1Bp3749fv31VwBA9+7d8X//93/IyMjA+++/j/Dw8DpNkIiIiJout176mTlzJrKyfv+12nnz5mH48OH45JNP4O3tjTVr1tRlfkRERNSEuVWojB8/Xmn36NED586dw8mTJ9GmTRuEhITcYE0iIiKi6nOrUHHl5+eHnj171sWmiIiIiBRuvUdlzJgxWLx4cYX5f/vb3zB27NhaJ0VEREQEuFmo7N69u9KPICckJGDPnj21ToqIiIgIcLNQKSwshLe3d4X5Xl5eyM/Pr3VSRERERICbhUqXLl2wcePGCvM3bNiATp061TopIiIiIsDNN9O++uqr+NOf/oQzZ85g0KBBAIDt27dj/fr1+Oyzz+o0QSIiImq63CpU7r//fmzZsgULFy7E559/Dl9fX3Tt2hXff/89+vfvX9c5EhERURPl9seT7733Xv6mDxEREdUrt96jQkRERNQQqn1HJSgoCL/99htCQkLQvHlzSJJU5bJ5eXl1khwRERE1bdUuVJYuXQp/f38AwLJly+orHyIiIiJFtQuViRMnVtomIiIiqi/VLlRq8kVuAQEBbiVDRERE5KzahUpgYOAN35cCALIsQ5Ik2O32WidGREREVO1CZefOnfWZBxEREVEF1S5U+EVuRERE1NDc/sK3q1evYtWqVUhNTYUkSejYsSMmT56MoKCgam9j0aJF+OKLL3Dy5En4+voiPj4eb7/9Ntq3b+9uWkRERNSIuPWFb7t370Z0dDTeffddXL16FXl5eXj33XfRtm1b7N69u0bbmT59OpKTk7Ft2zbYbDYMGzYMRUVF7qRFREREjYxbd1SmT5+OcePGYeXKldDr9QAAu92Ov/zlL5g+fTqOHz9ere0kJSUJ0x9++CFCQ0ORkpKCe+65x53UiIiIqBFxq1A5c+YMNm3apBQpAKDX6zF79mx89NFHbidjsVgAoMqXj6xWK6xWqzJdk49MExER0a3HrUKlZ8+eSE1NrfBektTUVHTv3t2tRGRZxuzZs/GHP/wBXbp0qXSZRYsWYcGCBRXm201ekAzeAIAro9op80PWHBSWKx3eQ2n75bm8vOSlFl3eFpsQ8j+pFkSWni2FmCm9WGlLudeEWMBZb3XC5hBixW1MSjv456tCTMq8rK4W00qMOW1H1okfF/ffnqq0zz7XWYiF71ePydbCX4h558tKuzBcHBKhu7KVdtbwcHGbn59W8/LxEWLNDmQI0wW9ItT95ZUIMdMlp4K30CrEwg46xbLFftIHGdW848TcfLPV8xJ4XFzP4aeel6sdmgsxnzy1n3RWcRxc6mVW2uFbsoUYoiLVbfYKEUJBO9KUtvGU2L/X4lsrbUNMhBAra+alTrh8M0CZSe2X4hDxFdzw/WIf+pzJUdqZo1oLMYdTOnYfWYh5WdSdlolDBq12FajbvFsMttmUqbTlLWJuhZ3UcVISpBdixuO+StucJX7FgUOv5iLtNwuxFj+r4+mqy9vbAk+o+z/7oDhGI3eo+7h2WTxnl+LV49OVi51/7Tan8wKxzyS9Ou39m68Q8y4QJhGUWq60MwaI48KUo+aWPlxcr+Ve9Ziap1wRYoGtmql528VrzsX+aj6ttxcLMf909VwUtvIWYiEpFqVd3lzsQ0tbdVnL7WJfXNgepW5f3B30JeqypcFiLPC0mnez1GtCzNpMfb4a88Xju9reT2mXNRPPWfPf1L62+4hjUnZ5A4TzNbYkWDwvhp7qMfmedfmpGJPaN6XBYj8Zc0uVtjlXvP5d7qseU8h/CoWY7pr6d8pyp/j9ZM3Oq+2CNqFCzO+SerwtjpYLMalcHVu68+J1rPieGKXtk1smxLL7qB0Vekh8furKnf4ueYnPa12R082Fjuqx2spLgV9QLW4VKs888wxmzJiB06dPo2/fvgCA5ORkvPfee1i8eDGOHj2qLNu1a9dqbfOpp57C0aNHsW/fviqXmTNnDmbPnq1M5+fno3Xr1lUuT0RERLc2twqVxMREAMALL7xQaUySpBp9+dvTTz+NrVu3Ys+ePYiMjKxyOaPRCKPRWGWciIiIGhe3CpW0tLSbL1QNsizj6aefxubNm7Fr1y60bdu2TrZLREREjYNbhUpUVNTNF6qG6dOnY926dfjyyy/h7++P7OzfXy9r1qwZfH19b7I2ERERNXZufY8KAHz88ce46667EBERgfPnf39Xz7Jly/Dll19WexsrV66ExWLBgAEDEB4erjw2btzoblpERETUiLhVqKxcuRKzZ8/GyJEjce3aNeV9KIGBgVi2bFm1tyPLcqWPSZMmuZMWERERNTJuFSrLly/HBx98gLlz5wrfpdK7d28cO3aszpIjIiKips2tQiUtLQ09evSoMN9oNPLr74mIiKjOuFWotG3bFkeOHKkw/5tvvkHHjh1rmxMRERERADc/9fP8889j+vTpKC0thSzL+Omnn7B+/XosXLgQq1atqusciYiIqIlyq1CZPHkybDYbXnjhBRQXF+ORRx5Bq1atsHz5ctx99911nSMRERE1UW5/PPmJJ57A+fPnkZOTg+zsbPz000/4+eefERMTc/OViYiIiKqhRoXKtWvXMH78eLRo0QIRERF49913ERQUhPfeew8xMTFITk7G6tWr6ytXIiIiamJq9NLPyy+/jD179mDixIlISkrCrFmzkJSUhNLSUnz99dfo379/feVJRERETVCNCpWvvvoKH374IYYMGYK//OUviImJQWxsbI2+5I2IiIioumr00k9mZiY6deoEALjtttvg4+ODxx9/vF4SIyIiIqpRoeJwOODl5aVM6/V6mEymOk+KiIiICKjhSz/Xf4fHaDQCAEpLSzFt2rQKxcoXX3xRdxkSERFRk1WjQmXixInC9KOPPlqnyRARERE5q1Gh8uGHH9ZXHkREREQVuP2Fb0RERET1jYUKERERaRYLFSIiItIsFipERESkWSxUiIiISLNYqBAREZFmsVAhIiIizWKhQkRERJrFQoWIiIg0i4UKERERaZZHC5U9e/Zg1KhRiIiIgCRJ2LJliyfTISIiIo3xaKFSVFSEbt26YcWKFZ5Mg4iIiDSqRj9KWNdGjBiBESNGeDIFIiIi0jCPFio1ZbVaYbValen8/HwPZkNERET17ZYqVBYtWoQFCxZUmC/ZHZAkBwDA4XRExff1FJbTl8rqOiVWIeY8bSwWY/ZAP6Vt85HE9dRNorB3lBAzH8tS2nnxrYSYz1W700bEbRbfcZsacshCrNysV9oBx64IMUtCJ6Xd+rsSIaazOZR20fxCIdb8VTWX/HYmIebwV4/d/6JNiMFfXdbe3IwbMZ1Vi8q87s3FzaSr/W03G4WYzVc93vzeYh96Faj5GPPFc1YYpeZm/jJFiDnu7Ky0/S6VCzFJdupvWez78K3nlfbV/tFink7josWeLCFW0FcdF+bUPCEWuPecmldYkBDztZSqeZWJecreXupEp0AhVu6vF6a9QgKUtn+6eA7L/dRXf1v8p0yIlTVTn0w2o/gqse5cttIOaeYtrheh5mOJ8RViQcfUcWAoEWNXu6j7s58XnxPNThWpE5I4RsvN6np6cRig3F/dTuBJMZY+Rh33wXvEPrOmquPZ77KYS2EbdVzYwsQ+a/O5up2Lgx1CLHKnmFxxuDrWI3eI59fmq/Z3zDox5ny8xe3E59LV9uq4iPwy02X/altXLG4zv6N6LoKPFwmxq13U8ROckivE/AIClbZXsThGrM3UduhB8Z/K4kj1HBbcJva97xU1t4wh4nPCnKn2abmfeF5M2erYbrH/qhAri1CPodwk5umbKj5frbe3VPPeLx5v0W2BStuRdkGIOe5wuq4cF/teLlePSW4hHlPYdnXZoo6hYm7l6hgN35YtxIpjgpV280M5QuzCn9RjiNxeIMR0V9Xrf97Q24VY0AF1H7KP+LxutUcdd87XDVfXYsXnZ+BvTvu2yZW2b+aW+tTPnDlzYLFYlEd6erqnUyIiIqJ6dEvdUTEajTAajTdfkIiIiBqFW+qOChERETUtHr2jUlhYiNOnTyvTaWlpOHLkCIKCgtCmTRsPZkZERERa4NFC5dChQxg4cKAyPXv2bADAxIkTsWbNGg9lRURERFrh0UJlwIABkOXqv/OXiIiImha+R4WIiIg0i4UKERERaRYLFSIiItIsFipERESkWSxUiIiISLNYqBAREZFmsVAhIiIizWKhQkRERJrFQoWIiIg0i4UKERERaRYLFSIiItIsFipERESkWSxUiIiISLNYqBAREZFmsVAhIiIizWKhQkRERJrFQoWIiIg0i4UKERERaRYLFSIiItIsFipERESkWSxUiIiISLNYqBAREZFmsVAhIiIizWKhQkRERJrFQoWIiIg0y+OFyv/+7/+ibdu28PHxQa9evbB3715Pp0REREQa4dFCZePGjZg5cybmzp2Ln3/+GXfffTdGjBiBCxcueDItIiIi0giPFir//d//jcceewyPP/44OnbsiGXLlqF169ZYuXKlJ9MiIiIijTB4asdlZWVISUnBSy+9JMwfNmwY9u/fX+k6VqsVVqtVmbZYLAAAm02dZy9Tay9buV1YXy6X1ZjDiqrI4mqw29Rt2sv0QsxmL3XanyTGnPZhLy8VY0652exWl5h6WiRZdomp+6+4nlMuNnF/OptDjRW5rGd32ma56/FZqxVz2G88lCS7TWnby1z6wun8Oef5+z7VaQfE/pVsNqcFbULMVu7UlsuFmMOpb+w2MW/n/pZc+lfncO4L8RjsOjU317ElnBeXbUqOMjUvlxjs6rFLdvEYZKeYay5yuUsf3uAc2sudni+2MiHmPA5tOvF/GptT3q5jTbapY9te5vKccM7FJsYcper+XA7X5XkmHoOu3Hl/4vm0W9V9SGXic8lRoh6DvUzsM6fdCdv4PU91O87bcM3NUerSZzbXcaFuR19h/OqcYuUuMadjFFOD3ep0XXEdh07nSXbpYOfnpOv5dL7m3eiaYzeIx+t87iuu59xPLtcVp3Fot7pe/9TzVGFslat9WGF/NufxI17gb9RPuhtdY29wXZFctik71NzkGlxXnI/D9Xp0o+uK3eocc3l+3ujvklNMtrv2vXMfiudaZ6v6OVjV38jr25Nd/sZVSvaQjIwMGYD8ww8/CPPfeustOTY2ttJ15s2bJwPggw8++OCDDz4awSM9Pf2m9YLH7qhcJ0liVSzLcoV5182ZMwezZ89Wph0OB/Ly8hAcHFzlOg0pPz8frVu3Rnp6OgICAjydjmawX6rGvqka+6Zq7JuqsW+qpqW+kWUZBQUFiIiIuOmyHitUQkJCoNfrkZ2dLczPyclBWFhYpesYjUYYjUZhXmBgYH2l6LaAgACPDwItYr9UjX1TNfZN1dg3VWPfVE0rfdOsWbNqLeexN9N6e3ujV69e2LZtmzB/27ZtiI+P91BWREREpCUefeln9uzZmDBhAnr37o1+/frh73//Oy5cuIBp06Z5Mi0iIiLSCI8WKuPGjUNubi5ef/11ZGVloUuXLvj6668RFRXlybTcZjQaMW/evAovTzV17JeqsW+qxr6pGvumauybqt2qfSPJcnU+G0RERETU8Dz+FfpEREREVWGhQkRERJrFQoWIiIg0i4UKERERaRYLlRuYP38+JEkSHi1btqx02alTp0KSJCxbtkyYb7Va8fTTTyMkJAQmkwn3338/Ll682ADZ16/a9k1eXh6efvpptG/fHn5+fmjTpg2eeeYZ5febbmV1MW6uk2UZI0aMgCRJ2LJlS/0l3UDqqm9+/PFHDBo0CCaTCYGBgRgwYABKSkrqOfv6VRd9k52djQkTJqBly5YwmUzo2bMnPv/88wbIvn7drG8mTZpUId63b19hG43xWlzbfrlVrsMe/wp9revcuTO+//57ZVqv11dYZsuWLThw4EClXwU8c+ZM/Otf/8KGDRsQHByMZ599Fvfddx9SUlIq3datpDZ9k5mZiczMTLzzzjvo1KkTzp8/j2nTpiEzM7NRXFhrO26uW7ZsmSZ+HqIu1bZvfvzxRyQkJGDOnDlYvnw5vL298Z///Ac63a3/f1dt+2bChAmwWCzYunUrQkJCsG7dOowbNw6HDh1Cjx496jX3+nazvklISMCHH36oTHt7ewvxxnotrk2/3DLX4dr+uGBjNm/ePLlbt243XObixYtyq1at5OPHj8tRUVHy0qVLldi1a9dkLy8vecOGDcq8jIwMWafTyUlJSfWUdcOobd9U5tNPP5W9vb3l8vLyukvUA+qqb44cOSJHRkbKWVlZMgB58+bN9ZJvQ6qLvunTp4/8yiuv1F+SHlIXfWMymeSPPvpImBcUFCT/4x//qONsG9bN+mbixIny6NGjq4w31mtxbfulMlq8Dt/6/4LUs1OnTiEiIgJt27bFww8/jLNnzyoxh8OBCRMm4Pnnn0fnzp0rrJuSkoLy8nIMGzZMmRcREYEuXbpg//79DZJ/fapN31TGYrEgICAABsOtf6Ovtn1TXFyMxMRErFixosrb/7eq2vRNTk4ODhw4gNDQUMTHxyMsLAz9+/fHvn37GvIQ6k1tx80f/vAHbNy4EXl5eXA4HNiwYQOsVisGDBjQQEdQf27UNwCwa9cuhIaGIjY2Fk888QRycnKUWGO+FtemXyqjxeswC5Ub6NOnDz766CN8++23+OCDD5CdnY34+Hjk5uYCAN5++20YDAY888wzla6fnZ0Nb29vNG/eXJgfFhZW4ccYbzW17RtXubm5eOONNzB16tT6TLtB1EXfzJo1C/Hx8Rg9enRDpd0gats31y/C8+fPxxNPPIGkpCT07NkTgwcPxqlTpxrsOOpDXYybjRs3wmazITg4GEajEVOnTsXmzZvRrl27hjqMenGzvhkxYgQ++eQT7NixA0uWLMHBgwcxaNAgWK1WAI33WlzbfnGl2euwp2/p3EoKCwvlsLAwecmSJfKhQ4fksLAwOSMjQ4m73or95JNPZG9v7wrbGTJkiDx16tSGSLnB1LRvnFksFrlPnz5yQkKCXFZW1kAZN5ya9s2XX34px8TEyAUFBco8NJKXflzVtG9++OEHGYA8Z84cYTtxcXHySy+91FBpNwh3nlNPPfWUfOedd8rff/+9fOTIEXn+/Plys2bN5KNHjzZw9vXLuW8qk5mZKXt5ecmbNm2SZbnpXItr2i/OtHwd5h2VGjCZTIiLi8OpU6ewd+9e5OTkoE2bNjAYDDAYDDh//jyeffZZREdHAwBatmyJsrIyXL16VdhOTk4OwsLCPHAE9aemfXNdQUEBEhISYDabsXnzZnh5eXnmAOpRTftmx44dOHPmDAIDA5VlAOBPf/pTo7iF76ymfRMeHg4A6NSpk7Cdjh074sKFCw2dfr2qad+cOXMGK1aswOrVqzF48GB069YN8+bNQ+/evfHee+959mDqmHPfVCY8PBxRUVFKvKlci2vaL9dp/TrMQqUGrFYrUlNTER4ejgkTJuDo0aM4cuSI8oiIiMDzzz+Pb7/9FgDQq1cveHl5Ydu2bco2srKycPz4ccTHx3vqMOpFTfsGAPLz8zFs2DB4e3tj69at8PHx8eAR1J+a9s1LL71UYRkAWLp0qfDu/cagpn0THR2NiIgI/Prrr8J2fvvtt1v2x0yrUtO+KS4uBoAKn37S6/VwOBwNnn99cu6byuTm5iI9PV2JN5VrcU37BbhFrsOevqWjZc8++6y8a9cu+ezZs3JycrJ83333yf7+/vK5c+cqXb6yW7HTpk2TIyMj5e+//14+fPiwPGjQILlbt26yzWZrgCOoP7Xtm/z8fLlPnz5yXFycfPr0aTkrK0t5NPW+qQwayUs/ddE3S5culQMCAuTPPvtMPnXqlPzKK6/IPj4+8unTpxvgCOpPbfumrKxMjomJke+++275wIED8unTp+V33nlHliRJ/uqrrxroKOrHjfqmoKBAfvbZZ+X9+/fLaWlp8s6dO+V+/frJrVq1kvPz85VtNMZrcW375Va5Dmvnbb0adPHiRSQmJuLKlSto0aIF+vbti+Tk5Br957Z06VIYDAY89NBDKCkpweDBg7FmzZpb+nP7QO37JiUlBQcOHAAAxMTECLG0tLQKLxHdSupi3DRWddE3M2fORGlpKWbNmoW8vDx069YN27Ztu+XfMFrbvvHy8sLXX3+Nl156CaNGjUJhYSFiYmKwdu1ajBw5sp6zr1836puSkhIcO3YMH330Ea5du4bw8HAMHDgQGzduhL+/v7KNxngtrm2/3CrXYUmWZdnTSRARERFVhu9RISIiIs1ioUJERESaxUKFiIiINIuFChEREWkWCxUiIiLSLBYqREREpFksVIiIiEizWKgQERGRZrFQISKFJEnYsmWLp9OotpvlGx0djWXLljVYPkRU91ioEJEiKysLI0aMqNNtulssTJo0CZIkVXgkJCRUexsHDx7Ek08+WeN9u2PUqFEYMmRIpbEff/wRkiTh8OHDDZILUWPC3/ohIkXLli09nYIgISGhwi9GG43Gaq/fokWLuk6pSo899hgefPBBnD9/vsLv86xevRrdu3dHz549GywfosaCd1SIGqHPP/8ccXFx8PX1RXBwMIYMGYKioiIAv//R7Ny5M4xGI8LDw/HUU08p67m+lJKRkYFx48ahefPmCA4OxujRo3Hu3DklPmnSJPzxj3/EO++8g/DwcAQHB2P69OkoLy8HAAwYMADnz5/HrFmzlDsiwO8/N5+YmIjIyEj4+fkhLi4O69evr3AcRqMRLVu2FB7Nmzev8rhff/11hIWF4ciRIwAq3s2RJAn/+Mc/8MADD8DPzw+33347tm7dWu1+/eWXXzBy5EiYzWaEhYVhwoQJuHLlCgDgvvvuQ2hoKNasWSOsU1xcjI0bN+Kxxx6r9n6ISMVChaiRycrKQmJiIqZMmYLU1FTs2rULDz74IGRZxsqVKzF9+nQ8+eSTOHbsGLZu3VrhV1OvKy4uxsCBA2E2m7Fnzx7s27cPZrMZCQkJKCsrU5bbuXMnzpw5g507d2Lt2rVYs2aN8sf6iy++QGRkJF5//XVkZWUhKysLAFBaWopevXrh3//+N44fP44nn3wSEyZMUH7JtaZkWcaMGTOwatUq7Nu3D927d69y2QULFuChhx7C0aNHMXLkSIwfPx55eXk33UdWVhb69++P7t2749ChQ0hKSsKlS5fw0EMPAQAMBgP+67/+C2vWrIHzb71+9tlnKCsrw/jx4906NqImTyaiRiUlJUUGIJ87d65CLCIiQp47d26V6wKQN2/eLMuyLK9atUpu37697HA4lLjVapV9fX3lb7/9VpZlWZ44caIcFRUl22w2ZZmxY8fK48aNU6ajoqLkpUuX3jTvkSNHys8++6wyPXHiRFmv18smk0l4vP7660K+n332mfzoo4/KHTp0kNPT04Vtuu4bgPzKK68o04WFhbIkSfI333xz0/xeffVVediwYcK89PR0GYD866+/yrIsy6mpqTIAeceOHcoy99xzj5yYmHjT7RNR5fgeFaJGplu3bhg8eDDi4uIwfPhwDBs2DGPGjEF5eTkyMzMxePDgam0nJSUFp0+fhr+/vzC/tLQUZ86cUaY7d+4MvV6vTIeHh+PYsWM33LbdbsfixYuxceNGZGRkwGq1wmq1wmQyCcsNHDgQK1euFOYFBQUJ07NmzYLRaERycjJCQkJuelxdu3ZV2iaTCf7+/sjJybnpeikpKdi5cyfMZnOF2JkzZxAbG4sOHTogPj4eq1evxsCBA3HmzBns3bsX33333U23T0SVY6FC1Mjo9Xps27YN+/fvx3fffYfly5dj7ty52L59e42243A40KtXL3zyyScVYs5vUvXy8hJikiTB4XDccNtLlizB0qVLsWzZMsTFxcFkMmHmzJnCS0rA74VEVS9NXTd06FCsX78e3377bbVeXnEnX+D3/hg1ahTefvvtCrHw8HCl/dhjj+Gpp57Ce++9hw8//BBRUVHVLg6JqCIWKkSNkCRJuOuuu3DXXXfhtddeQ1RUFLZt24bo6Ghs374dAwcOvOk2evbsiY0bNyI0NBQBAQFu5+Lt7Q273S7M27t3L0aPHo1HH30UwO9FwKlTp9CxY8cab//+++/HqFGj8Mgjj0Cv1+Phhx92O9cb6dmzJzZt2oTo6GgYDFVfOh966CHMmDED69atw9q1a/HEE08obyImoprjm2mJGpkDBw5g4cKFOHToEC5cuIAvvvgCly9fRseOHTF//nwsWbIE7777Lk6dOoXDhw9j+fLllW5n/PjxCAkJwejRo7F3716kpaVh9+7dmDFjBi5evFjtfKKjo7Fnzx5kZGQon5CJiYlR7vqkpqZi6tSpyM7OrrCu1WpFdna28Li+DWcPPPAAPv74Y0yePBmff/55tXOrienTpyMvLw+JiYn46aefcPbsWXz33XeYMmWKUIiZzWaMGzcOL7/8MjIzMzFp0qR6yYeoqeAdFaJGJiAgAHv27MGyZcuQn5+PqKgoLFmyRPkit9LSUixduhTPPfccQkJCMGbMmEq34+fnhz179uDFF1/Egw8+iIKCArRq1QqDBw+u0R2W119/HVOnTkW7du1gtVohyzJeffVVpKWlYfjw4fDz88OTTz6JP/7xj7BYLMK6SUlJwssqANC+fXucPHmywn7GjBkDh8OBCRMmQKfT4cEHH6x2jtURERGBH374AS+++CKGDx8Oq9WKqKgoJCQkQKcT/+d77LHHsGrVKgwbNgxt2rSp0zyImhpJlp0+R0dERESkIXzph4iIiDSLhQoREYBp06bBbDZX+pg2bZqn0yNqsvjSDxERgJycHOTn51caCwgIQGhoaANnREQACxUiIiLSML70Q0RERJrFQoWIiIg0i4UKERERaRYLFSIiItIsFipERESkWSxUiIiISLNYqBAREZFm/T9SJNruzTSTBwAAAABJRU5ErkJggg==",
"text/plain": [
""
]
@@ -342,7 +368,7 @@
},
{
"data": {
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",
+ "image/png": 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",
"text/plain": [
""
]
@@ -352,7 +378,7 @@
},
{
"data": {
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",
+ "image/png": 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",
"text/plain": [
""
]
@@ -362,8 +388,6 @@
}
],
"source": [
- "import napp_plotlib as napp\n",
- "\n",
"dataframe['image'][0].shape\n",
"\n",
"name_filter = (dataframe['name'] == '0116116_Cl2p_750eV.ibw').to_numpy()\n",
@@ -386,7 +410,7 @@
],
"metadata": {
"kernelspec": {
- "display_name": "atmos_chem_env",
+ "display_name": "multiphase_chemistry_env",
"language": "python",
"name": "python3"
},
@@ -400,7 +424,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.11.6"
+ "version": "3.11.9"
},
"orig_nbformat": 4
},
diff --git a/notebooks/demo_single_sample_update_to_openbis.py b/notebooks/demo_single_sample_update_to_openbis.py
index e77eae9..65d0bb3 100644
--- a/notebooks/demo_single_sample_update_to_openbis.py
+++ b/notebooks/demo_single_sample_update_to_openbis.py
@@ -1,12 +1,22 @@
-import os, sys
-sys.path.append(os.path.abspath('src'))
-
-import src.openbis_lib as openbis_lib
-import src.hdf5_lib as hdf5_lib
-import datetime
import os
+from nbutils import add_project_path_to_sys_path
+
+
+# Add project root to sys.path
+add_project_path_to_sys_path()
+
+import datetime
import logging
+try:
+ import src.openbis_lib as openbis_lib
+ import src.hdf5_ops as hdf5_ops
+ #import pipelines.metadata_revision as metadata_revision
+ print("Imports successful!")
+except ImportError as e:
+ print(f"Import error: {e}")
+
+
def main():
#df_h5 = hdf5_lib.read_hdf5_as_dataframe_v2('BeamTimeMetaData.h5')
@@ -23,7 +33,7 @@ def main():
print(sample.identifier)
df_openbis = samples.df.copy(deep=True)
h5_file_path = os.path.join(os.path.curdir,'input_files\\BeamTimeMetaData.h5')
- df_h5 = hdf5_lib.read_mtable_as_dataframe(h5_file_path)
+ df_h5 = hdf5_ops.read_mtable_as_dataframe(h5_file_path)
# dataframe preprocessing steps
df_h5, df_openbis = openbis_lib.align_datetime_observation_windows(df_h5, df_openbis)
diff --git a/notebooks/example_workflow_metadata_annotation.ipynb b/notebooks/example_workflow_metadata_annotation.ipynb
index c5ad14c..fc8b4bf 100644
--- a/notebooks/example_workflow_metadata_annotation.ipynb
+++ b/notebooks/example_workflow_metadata_annotation.ipynb
@@ -23,11 +23,29 @@
"cell_type": "code",
"execution_count": null,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Imports successful!\n"
+ ]
+ }
+ ],
"source": [
- "import src.metadata_review_lib as metadata_annotation\n",
- "import src.hdf5_vis as hdf5_vis\n",
- "import os"
+ "import os\n",
+ "from nbutils import add_project_path_to_sys_path\n",
+ "\n",
+ "\n",
+ "# Add project root to sys.path\n",
+ "add_project_path_to_sys_path()\n",
+ "\n",
+ "try:\n",
+ " import src.hdf5_ops as hdf5_ops\n",
+ " import pipelines.metadata_revision as metadata_revision\n",
+ " print(\"Imports successful!\")\n",
+ "except ImportError as e:\n",
+ " print(f\"Import error: {e}\")"
]
},
{
@@ -46,7 +64,7 @@
"metadata": {},
"outputs": [],
"source": [
- "hdf5_file_path = \"output_files/kinetic_flowtube_study_2023-06-29_LuciaI.h5\""
+ "hdf5_file_path = \"../output_files/collection_kinetic_flowtube_study_LuciaI_2022-01-31_2023-06-29/kinetic_flowtube_study_LuciaI_2023-06-29.h5\""
]
},
{
@@ -62,11 +80,19 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 4,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "The YAML file representation output_files/collection_kinetic_flowtube_study_LuciaI_2022-01-31_2023-06-29/kinetic_flowtube_study_LuciaI_2023-06-29.json of the HDF5 file output_files/collection_kinetic_flowtube_study_LuciaI_2022-01-31_2023-06-29/kinetic_flowtube_study_LuciaI_2023-06-29.h5 was created successfully.\n"
+ ]
+ }
+ ],
"source": [
- "yaml_file_path = hdf5_vis.take_yml_snapshot_of_hdf5_file(hdf5_file_path)\n",
+ "yaml_file_path = hdf5_ops.serialize_metadata(hdf5_file_path,output_format='json')\n",
"\n",
"if os.path.exists(yaml_file_path):\n",
" print(f'The YAML file representation {yaml_file_path} of the HDF5 file {hdf5_file_path} was created successfully.')"
@@ -118,7 +144,7 @@
"outputs": [],
"source": [
"\n",
- "metadata_annotation.update_hdf5_file_with_review(hdf5_file_path,yaml_file_path)"
+ "metadata_revision.update_hdf5_file_with_review(hdf5_file_path,yaml_file_path)"
]
}
],