{ "cells": [ { "cell_type": "markdown", "id": "596f4b87", "metadata": {}, "source": [ "# 2025 ARM *Open Science in the Forest* Summer School" ] }, { "cell_type": "markdown", "id": "01cf7113", "metadata": {}, "source": [ "The 2025 ARM Open Science Summer School focused on the newly established ARM [Bankhead National Forest (BNF) observatory](https://arm.gov/capabilities/observatories/bnf), \n", "charging students to explore earth science processes within the forest canopy utilizing BNF's unique observations.\n", "\n", "Hence *Open Science in the Forest*. " ] }, { "cell_type": "markdown", "id": "707e9a82", "metadata": {}, "source": [ "\n", "![arm-bnf](../../images/arm-bnf-summerschool.jpg)" ] }, { "cell_type": "markdown", "id": "b6cdd8c3", "metadata": {}, "source": [ "## 2025 Summer School Structure" ] }, { "cell_type": "markdown", "id": "4b773ed7", "metadata": {}, "source": [ "Hosted by ARM's Workforce Development Coordinators, Max Grover and Scott Collis, the 2025 ARM Open Science in the Forest Summer School was designed to introduce undergraduate, graduate, post-doctoral students to ARM Data, ARM Computing Infrastructure, and open source software over the course of a week. \n", "\n", "The structure of the summer school allows for standard lecture material, interactive Jupyter notebooks hosted on the ARM JupyterHub, and even tours of ARM facilties. \n", "\n", "Significant emphasis is placed on group projects, where students work collaborately with mentors and instructors on targeted science topics for the summer school related to the scientific objectives of BNF listed below." ] }, { "cell_type": "markdown", "id": "9bd438b1", "metadata": {}, "source": [ "![arm-bnf-science](../../images/bnf-science-objs.png)" ] }, { "cell_type": "markdown", "id": "004db13d", "metadata": {}, "source": [ "## Open Software Supports Summer School" ] }, { "cell_type": "markdown", "id": "9b766649", "metadata": {}, "source": [ "The [2025 ARM Summer School](https://github.com/ARM-Development/arm-summer-school-2025) material are hosted and deployed within the [ARM-Development](https://github.com/ARM-Development/) organization. \n", "\n", "The Atmospheric data Community Toolkit (ACT) played a central role through-out the summer school. Students were first introduced to ACT through the [ACT Basics with BNF Data](https://github.com/ARM-Development/arm-summer-school-2025/blob/main/notebooks/act/ACT-Basics-BNF.ipynb) Jupyter notebook.\n", "\n", "Within the afternoon sessions devoted to projects, students interacted with ACT developers to utilize `act.discovery`, `act.io`, and `act.plotting` to download, read and plot various BNF observations. " ] }, { "cell_type": "markdown", "id": "339ac563", "metadata": {}, "source": [ "![arm-bnf-colab](../../images/arm-bnf-summerschool-act.jpg)" ] }, { "cell_type": "markdown", "id": "569932f3", "metadata": {}, "source": [ "## Summer School Projects" ] }, { "cell_type": "markdown", "id": "0054f4a0", "metadata": {}, "source": [ "Hosted by the [ARM-Synergy](https://github.com/ARM-Synergy) organization, the [2025 ARM Summer School projects](https://arm-development.github.io/arm-summer-school-2025/readme/) were:\n", "1. [Aerosol Cloud Interactions Deposition (ACID)](https://github.com/ARM-Synergy/aerosol-cloud-interactions-deposition)\n", "1. [Vertical Velocity in Deep Convection (BNF Deep Convection)](https://github.com/ARM-Synergy/bnf-deep-convection)\n", "1. [Boundary Layer Properties Across Heterogeneous Landscapes (BLIMP)](https://github.com/ARM-Synergy/blimp)\n", "1. [Land-Atmosphere Interactions Across Heterogeneous Landscapes (Land-Atmosphere-Interactions)](https://github.com/ARM-Synergy/land-atmosphere-interaction)" ] }, { "cell_type": "markdown", "id": "adc602de", "metadata": {}, "source": [ "### Aerosol Cloud Interactions Deposition (ACID)" ] }, { "cell_type": "markdown", "id": "5a772f2f", "metadata": {}, "source": [ "The ACID project focused on the investigating the relationship between aerosol concentrations, cloud and preciptiation.\n", "\n", "The group focused on a convective event at BNF (May 8th - May 11th 2025) that was associated with heavy precipitation. The students investigated the role of aerosols acting as cloud condensation nucleai (CCN) in the suppresion of rainfall through the aerosol indirect effect.\n", "\n", "Students utilized ACT to download and display ARM datastreams from: \n", "1. Scanning Mobility Particle Sizer (AOSSMPS),\n", "1. Ka-band ARM Zenith Radar (KAZR),\n", "1. Condensation Particle Counter (AOSCPCF),\n", "1. Aerosol Chemical Speciation Monitor Time-Of-Flight Composition-Dependent Collection Efficiency (ASCMTOFCDCE)\n", "\n", "Below is an example of ACID's usage of ACT:" ] }, { "cell_type": "code", "execution_count": null, "id": "25726ab1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[DOWNLOADING] bnfaosccn2colaspectraM1.b1.20250508.010251.nc\n", "[DOWNLOADING] bnfaosccn2colaspectraM1.b1.20250509.000954.nc\n", "[DOWNLOADING] bnfaosccn2colaspectraM1.b1.20250510.002958.nc\n", "[DOWNLOADING] bnfaosccn2colaspectraM1.b1.20250511.005002.nc\n", "\n", "If you use these data to prepare a publication, please cite:\n", "\n", "Koontz, A., Uin, J., Andrews, E., Enekwizu, O., Hayes, C., & Salwen, C. Cloud\n", "Condensation Nuclei Particle Counter (AOSCCN2COLASPECTRA), 2025-05-08 to\n", "2025-05-11, Bankhead National Forest, AL, USA; Long-term Mobile Facility (BNF),\n", "Bankhead National Forest, AL, AMF3 (Main Site) (M1). Atmospheric Radiation\n", "Measurement (ARM) User Facility. https://doi.org/10.5439/1323896\n", "\n" ] }, { "data": { "image/png": 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hAVR/TiZPnnzC18855xx98MEH1u1aJUPKysp022236aGHHlLz5s39Xhs1apT1hwMAAAAAAFRl69atOvvss13Hf//99zrrrLNcxYbYdCQ8PFwLFy60eQsAAAAAADgVxmI6A11yySUaOnSo1q5de9yYwsJCzZw5U+np6XrjjTdct219m8yvfvUrLVq0SKNHj7Z9KwAAAAAAgCubNm3ShAkT1KdPH4WHh6t9+/ZKSUlRVFSUCgoK9OWXX2rjxo1q3769nnrqKd+Ypm5YJ0POPfdcPfroo1q5cqUyMjIUGxvr9/rIkSNtmwQAAAAAAMdwXD5a19Xjd3+G4uPj9fTTT+uxxx7T4sWLtXz5cn377bcqLi5WQkKCbrjhBvXu3Vvp6enWbVsnQ1588UXVr19f69ev1/r16/1ecxyHZAgAAAAAAKg2UVFRGjBggAYMGFBtbVonQ7Zs2VJtHw4AAAAAAHC6WQ2gerTS0lJt3rxZ5eXl1dkfAAAAAACAGmWdDCkqKtKQIUMUExOjCy+8UFu3bpV0ZKyQxx9/vNo7CAAAAAAAUJ2skyFjxozRv/71L3344YeKioryze/Ro4def/31au0cAAAAAABBK8gfrVuTrMcMWbRokV5//XV17NhRjuP45l9wwQX6+uuvq7VzAAAAAAAA1c26MmTXrl1KTEysNP/QoUN+yREAAAAAAIBAZJ0MueSSS/TPf/7T93dFAmTmzJnKzMysvp4BAAAAABDEHON+gh3r22QmTpyoPn366Msvv1R5ebmee+45bdy4UatWrdKyZctqoo8AAAAAAADVxroypFOnTvr4449VVFSkc845R0uWLFFSUpJWrVqljIyMmugjAAAAAADBicFTa4R1ZYgktW7dWnPmzKnuvgAAAAAAANS4U0qGeDweLVy4UJs2bZLjOGrVqpWuueYahYWdUnMAAAAAAOBYbis/qA6xZp29+OKLL3TNNdcoPz9fLVu2lCT997//VaNGjfTmm2+qdevW1d5JAAAAAACA6mI9Zsitt96qCy+8UNu3b9enn36qTz/9VNu2bVObNm1022231UQfAQAAAAAAqo11Zci//vUvffLJJ2rQoIFvXoMGDfTHP/5Rl1xySbV2DgAAAACAYOX2sbk8WteedWVIy5YttWPHjkrzd+7cqXPPPbdaOgUAAAAAAFBTrJMhEyZM0MiRI/W3v/1N27dv1/bt2/W3v/1No0aN0hNPPKH9+/f7JgAAAAAAcIrcPFaXx+ueEuvbZPr16ydJGjhwoBzHkSQZc2TNX3311b6/HceRx+Oprn4CAAAAAABUC+tkyAcffFAT/QAAAAAAADgtrJMhXbt2rYl+AAAAAACAozCAas2xToZ89NFHJ3z9F7/4xSl3BgAAAAAAoKZZJ0O6detWaV7F2CGSGCcEAAAAAIDq4HZwVCpDrFk/TaagoMBv2rlzp3JycnTJJZdoyZIlNdFHAAAAAACAamNdGRIXF1dpXs+ePRUZGam7775b69evr5aOAQAAAAAQ1KgMqTHWlSHH06hRI23evLm6mgMAAAAAAKgR1pUh//73v/3+NsYoLy9Pjz/+uNq2bVttHQMAAAAAAKgJ1smQdu3ayXEcGeNfh9OxY0e99NJL1dYxAAAAAACCGY/WrTnWyZAtW7b4/R0SEqJGjRopKiqq2joFAAAAAABQU6yTIU2bNq2JfgAAAAAAgKMxgGqNcT2A6po1a/TOO+/4zXvllVeUlpamxMRE3XbbbSopKbHuwLRp05SWlqaoqChlZGRo+fLlrt738ccfKywsTO3atbP+TAAAAAAAELxcJ0Oys7P9Bk/9/PPPNWTIEPXo0UMPPPCA3nrrLU2cONHqw19//XWNGjVKY8eO1WeffaYuXbqob9++2rp16wnfV1hYqMGDB6t79+5WnwcAAAAAAOA6GbJhwwa/5MOCBQvUoUMHzZw5U6NHj9af/vQn/eUvf7H68EmTJmnIkCG69dZb1apVK02ePFmpqamaPn36Cd93++23a9CgQcrMzLT6PAAAAAAAfjaMxQQrrpMhBQUFSkpK8v29bNky9enTx/f3JZdcom3btrn+4NLSUq1fv169evXym9+rVy+tXLnyuO97+eWX9fXXX+uRRx5x9TklJSXav3+/3wQAAAAAAIKX62RIUlKS70kypaWl+vTTT/0qMw4cOKDw8HDXH7x79255PB6/BEvF5+Tn51f5nq+++koPPPCA5s2bp7Awd2O/Tpw4UXFxcb4pNTXVdR8BAAAAAKgtFY/WdTPBjutkSJ8+ffTAAw9o+fLlGjNmjGJiYtSlSxff6//+9791zjnnWHfAcRy/v40xleZJksfj0aBBgzRu3Didd955rtsfM2aMCgsLfZNN9QoAAAAAADjzuH607mOPPaYBAwaoa9euqlOnjubMmaOIiAjf6y+99FKlW15OJCEhQaGhoZWqQHbu3FmpWkQ6UnnyySef6LPPPtNdd90lSfJ6vTLGKCwsTEuWLNEVV1xR6X2RkZGKjIx03S8AAAAAAHBmc50MadSokZYvX67CwkLVqVNHoaGhfq//9a9/VZ06dVx/cEREhDIyMpSbm6tf/epXvvm5ubm65pprKsXXq1dPn3/+ud+8adOm6f3339ff/vY3paWluf5sAAAAAAACntvBUblNxprrZEiFuLi4KufHx8dbf/jo0aOVlZWl9u3bKzMzUy+88IK2bt2qYcOGSTpyi8v333+vV155RSEhIUpPT/d7f2JioqKioirNBwAAAAAAOB7rZEh1uv7667Vnzx6NHz9eeXl5Sk9P1+LFi9W0aVNJUl5enrZu3VqbXQQAAAAAoFa4HRyVAVTt1WoyRJKGDx+u4cOHV/na7NmzT/je7OxsZWdnV3+nAAAAAADAGavWkyEAAAAAAKAKjBlSY1w/WhcAAAAAAOBMQDIEAAAAAAAEFW6TAQAAAAAgEHGbTI2hMgQAAAAAAAQVKkMAAAAAAAhAzo+TmzjYoTIEAAAAAAAEFZIhAAAAAAAgqHCbDAAAAAAAgYgBVGsMlSEAAAAAACCoUBkCAAAAAEAAcsyRyU0c7FAZAgAAAAAAggqVIQAAAAAABCLGDKkxVIYAAAAAAICgQjIEAAAAAAAEFW6TAQAAAAAgUHELTI2gMgQAAAAAAAQVKkMAAAAAAAhAPFq35lAZAgAAAAAAggrJEAAAAAAAEFS4TQYAAAAAgEBk5G4AVW6TsUZlCAAAAAAACCpUhgAAAAAAEIAYQLXmUBkCAAAAAACCCpUhAAAAAAAEIsYMqTFUhgAAAAAAgKBCMgQAAAAAAAQVbpMBAAAAACAAMYBqzaEyBAAAAAAABBUqQwAAAAAACEQMoFpjqAwBAAAAAABBhWQIAAAAAABBZPr06WrTpo3q1aunevXqKTMzU++8847vdWOMsrOzlZKSoujoaHXr1k0bN270a6OkpEQjRoxQQkKCYmNj1b9/f23fvt0vpqCgQFlZWYqLi1NcXJyysrK0b9++07GIJ0UyBAAAAACAQGQsJgtNmjTR448/rk8++USffPKJrrjiCl1zzTW+hMeTTz6pSZMmaerUqVq3bp2Sk5PVs2dPHThwwNfGqFGjtHDhQi1YsEArVqzQwYMH1a9fP3k8Hl/MoEGDtGHDBuXk5CgnJ0cbNmxQVlbWT1gh1YcxQwAAAAAACCJXX321399//OMfNX36dK1evVoXXHCBJk+erLFjx2rAgAGSpDlz5igpKUnz58/X7bffrsLCQs2aNUuvvvqqevToIUmaO3euUlNTtXTpUvXu3VubNm1STk6OVq9erQ4dOkiSZs6cqczMTG3evFktW7Y8vQt9DCpDAAAAAAAIQBWP1nUzSdL+/fv9ppKSkpN+hsfj0YIFC3To0CFlZmZqy5Ytys/PV69evXwxkZGR6tq1q1auXClJWr9+vcrKyvxiUlJSlJ6e7otZtWqV4uLifIkQSerYsaPi4uJ8MbWJZAgAAAAAAGeA1NRU3/gccXFxmjhx4nFjP//8c9WpU0eRkZEaNmyYFi5cqAsuuED5+fmSpKSkJL/4pKQk32v5+fmKiIhQgwYNThiTmJhY6XMTExN9MbWJ22QAAAAAAAhElo/W3bZtm+rVq+ebHRkZedy3tGzZUhs2bNC+ffv097//XTfeeKOWLVvme91xHP+PMKbSvErdOCamqng37ZwOVIYAAAAAAHAGqHg6TMV0omRIRESEzj33XLVv314TJ05U27Zt9dxzzyk5OVmSKlVv7Ny501ctkpycrNLSUhUUFJwwZseOHZU+d9euXZWqTmoDyRAAAAAAAIKcMUYlJSVKS0tTcnKycnNzfa+VlpZq2bJl6tSpkyQpIyND4eHhfjF5eXn64osvfDGZmZkqLCzU2rVrfTFr1qxRYWGhL6Y2cZsMAAAAAAAByDFGjjn5fTJuYo724IMPqm/fvkpNTdWBAwe0YMECffjhh8rJyZHjOBo1apQmTJigFi1aqEWLFpowYYJiYmI0aNAgSVJcXJyGDBmie+65Rw0bNlR8fLzuvfdetW7d2vd0mVatWqlPnz4aOnSonn/+eUnSbbfdpn79+tX6k2QkkiEAAAAAAASVHTt2KCsrS3l5eYqLi1ObNm2Uk5Ojnj17SpLuv/9+FRcXa/jw4SooKFCHDh20ZMkS1a1b19fGs88+q7CwMA0cOFDFxcXq3r27Zs+erdDQUF/MvHnzNHLkSN9TZ/r376+pU6ee3oU9DpIhAAAAAAAEIssBVN2aNWvWCV93HEfZ2dnKzs4+bkxUVJSmTJmiKVOmHDcmPj5ec+fOtevcacKYIQAAAAAAIKiQDAEAAAAAAEGF22QAAAAAAAhAjjkyuYmDHSpDAAAAAABAUKEyBAAAAACAQFRDA6iCyhAfb2ToyYOO4omNtPsAx7EKT1q+xyp+Z4c4q3gTYZcHM+F260d1Y63Cnagou/ZDLTfdkJrb1E3xYbs3FBVZhYcUHrJr32N3JHS8Xrv2LRnLdW/dH8vltd0XnXKPVXxMfolVvCyeCR9aYresIXZdl7HcTQ7XtzsulCTY7eeNPj1oFV9vebRVvM6y23edcrvmS+Ptvq/v+te3ivfWjbGKt+Kx23jC9th9VyGldvu5U2YXb0Lt9vNQy/7Yitpjt/FE77HrT93/2e28OzKtwq05Ft33htu1faiJ3X5e3iTBKt6Jq2cVb8sctvyNOGC3bzklpVbxJtzy/0Utf0Ot2Z7feS2OsyGWfXcs+2K5Lq3PfS3770TaXauERNle29itH1NeZhdfZvmjG2p3TuJYrk+b/phyy76j1lAZ8qOQErsTv5DiMruLvDC7A0Z53QjFb3J/oh560K4/ISVlVj9oTpnH7gfwwCG7+MMlciwOqqd0kLH5viwuyJ2ICMljceYXV/fkMUcxsVFWCQJvTIRd+5YnHk6p3b5iwkJkLPKuIWUeORYJAm+k3WEs5JDdiWJ5nN3JweEE2/Xvfj/xhskqeWJCHav7R20uYCT7C7zw/aUyFicfJQ0jVXeb+8/4rr+kg+6vrBpssNt29p9nt4JCDoeo3CIvfO6ru63ad0rKa+y4ppAQq23NEx9rdZwqs9yvQsq8cmwTnxY8lv8hYrNuJKk8JlRhxe7fU5QUqlCL64a9HeyOa0nvhR85nrgUVmy37ZfHuN8uww/atR25r0zeKPffV8T2fZLFRZ7ZvdfqosqU2q17JyLC6qLKqR9ndcFvou32Lcf2gtNy27eOt0luSHYJAtu2JbsLfsttQSWldue+xmu1vOZwidW5uCkpsUoQGMukuRMaKhmL8+uwcLtt37I/thyLZJcTVr2X2IwZUnOoDAEAAAAAAEGFZAgAAAAAAAgq3CYDAAAAAEAgYgDVGkNlCAAAAAAACCpUhgAAAAAAEIAYQLXmUBkCAAAAAACCCskQAAAAAAAQVLhNBgAAAACAQMQAqjWGyhAAAAAAABBUqAwBAAAAACBAMThqzaAyBAAAAAAABBUqQwAAAAAACETGHJncxMEKlSEAAAAAACCokAwBAAAAAABBhdtkAAAAAAAIQI5xN4Aqg6zaozIEAAAAAAAEFSpDAAAAAAAIRObHyU0crFAZAgAAAAAAggrJEAAAAAAAEFS4TQYAAAAAgADkeI9MbuJgh8oQAAAAAAAQVKgMAQAAAAAgEDGAao2hMgQAAAAAAAQVkiEAAAAAACCocJsMAAAAAAAByDFHJjdxsENlCAAAAAAACCpUhgAAAAAAEIiMOTK5iYMVKkMAAAAAAEBQoTIEAAAAAIAAxJghNYfKEAAAAAAAEFRIhgAAAAAAgKDCbTIAAAAAAAQi8+PkJg5WqAwBAAAAAABBhcoQAAAAAAACEAOo1hwqQwAAAAAAQFAhGQIAAAAAAIIKt8kAAAAAABCIjDkyuYmDFSpDAAAAAABAUKEyBAAAAACAAMQAqjWHyhAAAAAAABBUqAwBAAAAACAQmR8nN3GwQmUIAAAAAAAIKiRDAAAAAABAUOE2GQAAAAAAAhADqNYcKkMAAAAAAEBQoTIEAAAAAIBA5DVHJjdxsEJlCAAAAAAACCq1ngyZNm2a0tLSFBUVpYyMDC1fvvy4sW+88YZ69uypRo0aqV69esrMzNS77757GnsLAAAAAAB+7mo1GfL6669r1KhRGjt2rD777DN16dJFffv21datW6uM/+ijj9SzZ08tXrxY69ev1+WXX66rr75an3322WnuOQAAAAAANcxYTLBSq8mQSZMmaciQIbr11lvVqlUrTZ48WampqZo+fXqV8ZMnT9b999+vSy65RC1atNCECRPUokULvfXWW6e55wAAAAAA4Oeq1pIhpaWlWr9+vXr16uU3v1evXlq5cqWrNrxerw4cOKD4+PjjxpSUlGj//v1+EwAAAAAAgc7R/z1e94RTbXf0Z6jWkiG7d++Wx+NRUlKS3/ykpCTl5+e7auOZZ57RoUOHNHDgwOPGTJw4UXFxcb4pNTX1J/UbAAAAAAD8vNX6AKqO45/DMsZUmleV1157TdnZ2Xr99deVmJh43LgxY8aosLDQN23btu0n9xkAAAAAgBpnjPsJVsJq64MTEhIUGhpaqQpk586dlapFjvX6669ryJAh+utf/6oePXqcMDYyMlKRkZE/ub8AAAAAAODMUGuVIREREcrIyFBubq7f/NzcXHXq1Om473vttdd00003af78+brqqqtqupsAAAAAAOAMU2uVIZI0evRoZWVlqX379srMzNQLL7ygrVu3atiwYZKO3OLy/fff65VXXpF0JBEyePBgPffcc+rYsaOvqiQ6OlpxcXG1thwAAAAAAFS3igFS3cTBTq0mQ66//nrt2bNH48ePV15entLT07V48WI1bdpUkpSXl6etW7f64p9//nmVl5frzjvv1J133umbf+ONN2r27Nmnu/sAAAAAAOBnqFaTIZI0fPhwDR8+vMrXjk1wfPjhhzXfIQAAAAAAAoH5cXITByu1/jQZAAAAAACA04lkCAAAAAAACCq1fpsMAAAAAACozDFGjjn5PTBuYuCPyhAAAAAAABBUqAwBAAAAACAQeX+c3MTBCpUhAAAAAAAgqFAZAgAAAABAAGLMkJpDZQgAAAAAAAgqJEMAAAAAAEBQ4TYZAAAAAAACkflxchMHK1SGAAAAAACAoEJlCAAAAAAAgciYI5ObOFihMgQAAAAAAAQVkiEAAAAAAASRiRMn6pJLLlHdunWVmJioX/7yl9q8ebNfjDFG2dnZSklJUXR0tLp166aNGzf6xZSUlGjEiBFKSEhQbGys+vfvr+3bt/vFFBQUKCsrS3FxcYqLi1NWVpb27dtX04t4UiRDAAAAAAAIQI5xP9lYtmyZ7rzzTq1evVq5ubkqLy9Xr169dOjQIV/Mk08+qUmTJmnq1Klat26dkpOT1bNnTx04cMAXM2rUKC1cuFALFizQihUrdPDgQfXr108ej8cXM2jQIG3YsEE5OTnKycnRhg0blJWV9ZPXzU/FmCEAAAAAAJwB9u/f7/d3ZGSkIiMjK8Xl5OT4/f3yyy8rMTFR69ev1y9+8QsZYzR58mSNHTtWAwYMkCTNmTNHSUlJmj9/vm6//XYVFhZq1qxZevXVV9WjRw9J0ty5c5WamqqlS5eqd+/e2rRpk3JycrR69Wp16NBBkjRz5kxlZmZq8+bNatmyZU2sBleoDAEAAAAAIBBVDKDqZpKUmprqux0lLi5OEydOdPUxhYWFkqT4+HhJ0pYtW5Sfn69evXr5YiIjI9W1a1etXLlSkrR+/XqVlZX5xaSkpCg9Pd0Xs2rVKsXFxfkSIZLUsWNHxcXF+WJqC5UhAAAAAACcAbZt26Z69er5/q6qKuRYxhiNHj1al112mdLT0yVJ+fn5kqSkpCS/2KSkJH333Xe+mIiICDVo0KBSTMX78/PzlZiYWOkzExMTfTG1hWQIAAAAAAAByPEemdzESVK9evX8kiFu3HXXXfr3v/+tFStWVG7Xcfz+NsZUmnesY2OqinfTTk3jNhkAAAAAAILQiBEj9Oabb+qDDz5QkyZNfPOTk5MlqVL1xs6dO33VIsnJySotLVVBQcEJY3bs2FHpc3ft2lWp6uR0IxkCAAAAAEAQMcborrvu0htvvKH3339faWlpfq+npaUpOTlZubm5vnmlpaVatmyZOnXqJEnKyMhQeHi4X0xeXp6++OILX0xmZqYKCwu1du1aX8yaNWtUWFjoi6ktJEN+5I0MtYuPDrf7gHIXtU1HCTtQahXvqWPXH2+kXbwJt1s/qhtrFx918nvZjuaE1fAdXiHudw1TavddqfDAyWOO4hw6bBUfUmTXH8djt22aCLttwbHc9r2W21pISbld+7ERVvFhhSVW8VG7bde/++eghdgtqlXbkmQsfxEON7TbD8vq2a37yD12677pm1bhKmhnt0Lr/dduBXmj7Lb9/2UlWMWbSMvjoMVxTV67vofuPXTyoKOEW+5X3vCaPV0JLfGcPOholmW9YUV27cfssIuPX2O3b+3oXmYVXx5tt/7DitxvP2V17NouqW93/lLapL5VvJMQbxcfYbfubc8ZzL5Cq3in2G7fMuGWxxHbknbb+BDLeK/F75xt27YstwVF2sU7jt2+4tieW7sYV8IvPtTufM147I5rptzuOGXbH1umzP05gym3PGE7aYN2A6i6deedd2ru3LmaP3++6tatq/z8fOXn56u4uFjSkVtbRo0apQkTJmjhwoX64osvdNNNNykmJkaDBg2SJMXFxWnIkCG655579N577+mzzz7Tb3/7W7Vu3dr3dJlWrVqpT58+Gjp0qFavXq3Vq1dr6NCh6tevX60+SUYK4jFDHK+Rc9QB1CmzO/ELKbbbQRUiq5NLb2S4Qg67P2g4Xq9VaivkcLnVD5RTarlTHyyy+wEsLZVCbRIQZXbtWx4crC4EwsNkjPt4p36cVVdMdITdthMbabW8JjTEKj6k1O7HzBNjd+IaWmS3b5mwEKuEjlPmkULdbzvl9exODspjwxRW4n59ltRzv92Hlh6Z3PJEOq7uMa1gQuwSIlF7yq3iIwrt9ltPdKjCit1vbzvuOqw67rujiCV2++Lei+yOg40/CJHk/guov2GvVfuOMVKYxcnfYYuNx6ZdSZ6GNmteOnh2jFV89E7LC0jLix4T5vidE5w03vZ6LSJEIeXu299/tt3p2b6MMqtOJawIk8fiOiyqwO4cqSw2RHK5uBEH7H5TQkuMPBb/gRX93T6r7dns3G130VxWbncRFmL3m+s0qO++bUkm2vKCttxjdz5lmSg98iEW7Vv+B43Vd2WTODkVZZbnpqWl1v23SYiYkhI5Fklw748XwK7bt0xu2CYrnDDL/7i17I8txyJxeNwkqe3/OtWw6dOnS5K6devmN//ll1/WTTfdJEm6//77VVxcrOHDh6ugoEAdOnTQkiVLVLduXV/8s88+q7CwMA0cOFDFxcXq3r27Zs+erdCjvvN58+Zp5MiRvqfO9O/fX1OnTq3ZBXQhaJMhAAAAAAAENCN3CWbLfJ9xkZh1HEfZ2dnKzs4+bkxUVJSmTJmiKVOmHDcmPj5ec+fOtevgaRBY6SkAAAAAAIAaRjIEAAAAAAAEFW6TAQAAAAAgADnGHBknzEUc7FAZAgAAAAAAggqVIQAAAAAABCK3j82lMsQalSEAAAAAACCoUBkCAAAAAEAgMpK8LuNghcoQAAAAAAAQVEiGAAAAAACAoMJtMgAAAAAABCAerVtzqAwBAAAAAABBhcoQAAAAAAACkZHLR+vWeE/OOFSGAAAAAACAoEIyBAAAAAAABBVukwEAAAAAIBAZ4/I2Ge6TsUVlCAAAAAAACCpUhgAAAAAAEIi8khyXcbBCZQgAAAAAAAgqJEMAAAAAAEBQ4TYZAAAAAAACkGOMHBeDo7qJgT8qQwAAAAAAQFChMgQAAAAAgEDEo3VrDJUhAAAAAAAgqFAZAgAAAABAIKIypMZQGQIAAAAAAIIKyRAAAAAAABBUuE0GAAAAAIBAxG0yNYbKEAAAAAAAEFSoDAEAAAAAIBB5JTku42CFyhAAAAAAABBUSIYAAAAAAICgwm0yAAAAAAAEIMcYOS4GR3UTA39UhgAAAAAAgKBCZQgAAAAAAIGIR+vWGCpDAAAAAABAUKEyBAAAAACAQOQ1kuOi6sNLZYgtKkMAAAAAAEBQIRkCAAAAAACCCrfJAAAAAAAQiBhAtcZQGQIAAAAAAIIKlSEAAAAAAAQkl5UhojLEFpUhAAAAAAAgqJAMAQAAAAAAQYXbZAAAAAAACEQMoFpjqAwBAAAAAABBhcoQAAAAAAACkdfI1eCoXipDbFEZAgAAAAAAggqVIQAAAAAABCLjPTK5iYMVKkMAAAAAAEBQIRkCAAAAAACCCsmQH5lwu1XhjQ63+wDLqqWQkjKreBNi2f8ouzukTITlHVV1YuziIyKswp0Iy/XvOHbxNuuzrNyqabOv0CreKS61ig85VGLXvsdu4/RGhFrFhxbZbcueGLvv1im3678Jt+t/2H679Rl2yG57iNzvvv8eu91EoSV2A2k5lsepww3tjgulcXbfbWixxyo+aWqUVXxpL7t9Mf4zu+XNu9xuhe5rF28Vb2yPa1EWG1C53boP3XPQKr7O1iKr+OJEy98Iy0HknHLLeMsx6kJK7baFelvtjiP119vtW7svs2v/cAO7c4zwQ+6Xt7Su3THZE2m33Rc3rW8V7yQmWMUr3PL8yGv5m1WwzyreKbb7zTJhduvf6vzoVIRatm+zr4dYHjNthVuem1qe+9r234mMtGs+Otqu/VC7bcd47H5XTLnd+aNtf2wZi/N9U2p37n7yBo37CVaCdsyQN9+5V/Xq1avtbgAAatM1Ndz+rTXcPnCqbq7tDgBAcNm/f7/i4l6t7W7gKEGbDAEAAAAAIKDxaN0aw20yAAAAAAAgqJAMAQAAAAAAQYXbZAAAAAAACERuB0dlAFVrVIYAAAAAAICgQmUIAAAAAACByMhlZUiN9+SMQ2UIAAAAAAAIKlSGAAAAAAAQiBgzpMZQGQIAAAAAAIIKyRAAAAAAABBUuE0GAAAAAIBA5PVK8rqMgw0qQwAAAAAAQFChMgQAAAAAgEDEAKo1hsoQAAAAAAAQVEiGAAAAAACAoMJtMgAAAAAABCJuk6kxVIYAAAAAAICgQmUIAAAAAACByGskuaj68FIZYovKEAAAAAAAEFSoDAEAAAAAIAAZ45UxXldxsFPrlSHTpk1TWlqaoqKilJGRoeXLl58wftmyZcrIyFBUVJSaN2+uGTNmnKaeAgAAAACAM0GtJkNef/11jRo1SmPHjtVnn32mLl26qG/fvtq6dWuV8Vu2bNGVV16pLl266LPPPtODDz6okSNH6u9///tp7jkAAAAAAPi5coypvWfwdOjQQRdffLGmT5/um9eqVSv98pe/1MSJEyvF//73v9ebb76pTZs2+eYNGzZM//rXv7Rq1SpXn7l//37FxcWpsLBQ9erV++kLAQAAAADACdheh1bEd68/WGFOxEnjy02p3tv3Cte5FmqtMqS0tFTr169Xr169/Ob36tVLK1eurPI9q1atqhTfu3dvffLJJyorK6vyPSUlJdq/f7/fBAAAAAAAgletJUN2794tj8ejpKQkv/lJSUnKz8+v8j35+flVxpeXl2v37t1VvmfixImKi4vzTampqdWzAAAAAAAA1CRj3E+wUusDqDqO4/e3MabSvJPFVzW/wpgxY1RYWOibtm3b9hN7DAAAAAAAfs5qLRmSkJCg0NDQSlUgO3furFT9USE5ObnK+LCwMDVs2LDK90RGRqpevXp+EwAAAAAAweyjjz7S1VdfrZSUFDmOo0WLFvm9boxRdna2UlJSFB0drW7dumnjxo1+MSUlJRoxYoQSEhIUGxur/v37a/v27X4xBQUFysrK8t2tkZWVpX379tXw0p1crSVDIiIilJGRodzcXL/5ubm56tSpU5XvyczMrBS/ZMkStW/fXuHh4TXWVwAAAAAATjuv1/1k6dChQ2rbtq2mTp1a5etPPvmkJk2apKlTp2rdunVKTk5Wz549deDAAV/MqFGjtHDhQi1YsEArVqzQwYMH1a9fP3k8Hl/MoEGDtGHDBuXk5CgnJ0cbNmxQVlaW/bqoZmG1+eGjR49WVlaW2rdvr8zMTL3wwgvaunWrhg0bJunILS7ff/+9XnnlFUlHnhwzdepUjR49WkOHDtWqVas0a9Ysvfbaa7W5GAAAAAAA1LpjHxgSGRmpyMjIKmP79u2rvn37VvmaMUaTJ0/W2LFjNWDAAEnSnDlzlJSUpPnz5+v2229XYWGhZs2apVdffVU9evSQJM2dO1epqalaunSpevfurU2bNiknJ0erV69Whw4dJEkzZ85UZmamNm/erJYtW1bXolur1TFDrr/+ek2ePFnjx49Xu3bt9NFHH2nx4sVq2rSpJCkvL09bt271xaelpWnx/2/v3oOqqv4+jn8OyDmgwFEwOR4vgWXqqKViKDaFPhn6h7cp707p2GQOTnm/ZFNazajTNDY5iZZR/OOkz4T5l1NeUsA0zVthaKkBWYjmqGgpAp71/NGP/esIKPiAB85+v2bOjHvttdde+6z5yvBl7bW2bdOePXvUp08fvfPOO1qzZo2ee+65QD0CAAAAAACNo54LqHbq1MlvA5GVK1fe020LCgpUUlLit5ury+VSSkqKtfvr4cOHVVFR4VfH6/WqV69eVp39+/fL7XZbiRBJGjhwoNxud627yN4vAZ0ZIklpaWlKS0ur8VxmZma1spSUFB05cqSRewUAAAAAQPNy9uxZv3Uya5sVcjdVa3XWtJtrUVGRVcfpdKpNmzbV6lRdX1JSonbt2lVrv127drXuInu/BDwZAgAAAAAAqjM+n4zj7uuBGPNPnYbeNKS+u7/WVKem+nVpp7EFfGtdAAAAAADQdHg8Hkm64+6vHo9H5eXlunz58h3rnD9/vlr7f/75Z627yN4vJEMAAAAAAIAlISFBHo/HbzfX8vJyZWdnW7u/JiYmKiwszK/OuXPndPz4catOcnKySktLdfDgQavOgQMHVFpaWususvcLr8kAAAAAANAUGSPJ1LFe/fz11186ffq0dVxQUKBjx44pJiZGnTt31pw5c7RixQp17dpVXbt21YoVK9SyZUtNnjxZkuR2u/Xiiy9q/vz5io2NVUxMjBYsWKDevXtbu8v06NFDw4cP10svvaSPPvpIkjRjxgyNGDEioDvJSCRDAAAAAACwnUOHDmnIkCHW8bx58yRJU6dOVWZmphYtWqQbN24oLS1Nly9f1oABA7R9+3ZFRUVZ17z//vtq0aKFxo8frxs3bujpp59WZmamQkNDrTobN27Uq6++au06M2rUKH344Yf36Slr5zDmHlJIzdjVq1fldrtVWlraoAvLAAAAAABQk/r+HlpV/39c49XC4bxr/UpTrm9u/i+/59YDa4YAAAAAAABbIRkCAAAAAABshTVDAAAAAABoioyR5KtjPdQHM0MAAAAAAICtMDMEAAAAAIAmyPiMjOPusz5sti9Kg2BmCAAAAAAAsBWSIQAAAAAAwFZ4TQYAAAAAgKbI+FS3BVTrUAd+mBkCAAAAAABshZkhAAAAAAA0QSyg2niYGQIAAAAAAGyFmSEAAAAAADRFrBnSaJgZAgAAAAAAbMV2M0Oq3qW6evVqgHsCAAAAALCDqt8/67u2R6UqpDpcUqmKe+mWrdkuGXLt2jVJUqdOnQLcEwAAAACAnVy7dk1ut/uu9ZxOpzwej/aWbKtz2x6PR06n8//TPVtxGJstO+vz+VRcXKyoqCg5HI5Adwd3cfXqVXXq1Elnz55VdHR0oLuDBsCYBifGNTgxrsGHMQ1OjGvwYUyDjzFG165dk9frVUhI3VarKCsrU3l5eZ3v4XQ6FR4efq9dtB3bzQwJCQlRx44dA90N1FN0dDQ/CIIMYxqcGNfgxLgGH8Y0ODGuwYcxDS51mRHyb+Hh4SQ3GhELqAIAAAAAAFshGQIAAAAAAGyFZAiaNJfLpWXLlsnlcgW6K2ggjGlwYlyDE+MafBjT4MS4Bh/GFGh8tltAFQAAAAAA2BszQwAAAAAAgK2QDAEAAAAAALZCMgQAAAAAANgKyRAAAAAAAGArJEPQKHJycjRy5Eh5vV45HA5t3brVOldRUaHFixerd+/eatWqlbxer1544QUVFxfftd28vDylpKQoIiJCHTp00Ntvv63b1wDOzs5WYmKiwsPD1aVLF61fv76hH8/W0tPTlZCQoPDwcCUmJio3N9c6Z4zR8uXL5fV6FRERocGDB+unn366a5uMa+AQq8GLWA0+xGvwIl6DC7EKNBMGaATbtm0zr7/+usnKyjKSzJdffmmdu3Llihk6dKjZvHmzOXnypNm/f78ZMGCASUxMvGObpaWlJi4uzkycONHk5eWZrKwsExUVZd577z2rzq+//mpatmxpZs+ebfLz882GDRtMWFiY+eKLLxrrUW1l06ZNJiwszGzYsMHk5+eb2bNnm1atWpmioiJjjDGrVq0yUVFRJisry+Tl5ZkJEyaY9u3bm6tXr9b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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import act\n", "import os\n", "import matplotlib.pyplot as plt\n", "import warnings\n", "\n", "warnings.filterwarnings(\"ignore\", category=FutureWarning)\n", "\n", "# Define ARM Live username and token\n", "username = os.getenv(\"ARM_USERNAME\")\n", "token = os.getenv(\"ARM_PASSWORD\")\n", "# Define desired ARM datastream and time period of analysis\n", "datastream = 'bnfaosccn2colaspectraM1.b1'\n", "startdate = '2025-05-08'\n", "enddate = '2025-05-11T23:59:59'\n", "# Download and read the data\n", "result_ccn = act.discovery.download_arm_data(username, token, datastream, startdate, enddate)\n", "ds_ccn = act.io.read_arm_netcdf(result_ccn)\n", "ds_ccn.clean.cleanup()\n", "\n", "# Dislay the CCN Number Concentration\n", "disp = act.plotting.TimeSeriesDisplay(ds_ccn, figsize=(12, 8))\n", "disp.plot(\"concentration\", label='CCN Concentration [#/cm³]')\n", "disp.axes[0].set_title('Cloud Condensation Nuclei (CCN) Number Concentration')\n", "disp.axes[0].set_ylabel('Supersaturation (%)')\n", "disp.axes[0].set_xlabel('Time (UTC)')\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "db4f1c94", "metadata": {}, "source": [ "### Vertical Velocity in Deep Convection (BNF Deep Convection)" ] }, { "cell_type": "markdown", "id": "7239737b", "metadata": {}, "source": [ "The BNF Deep Convection group focused on an investigation of updraft velocities within an atmospheric deep convective cell. The project analyzed multiple convective events, including the 20 May 2025 Hunstville, AL EF-1 tornado through a combination of open-source software packages, including ACT, the Python ARM Radar Toolkit (Py-ART), Tracking and Object-Based Analysis of Clouds (tobac), the Python Direct Data Assimilation (PyDDA) for dual-doppler analysis, and MetPy for equivalent potential temperature calculations. \n", "\n", " A key portion of the project was the combination of ARM datastreams via ACT to visualize cold pools to impove the understanding of quasi-linaer convective system cell structure and associated dynamical procecess. \n", "\n", " Below is a snippet of the groups project utilizing ACT:" ] }, { "cell_type": "code", "execution_count": null, "id": "8d339171", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.030000.nc\n", "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.035959.nc\n", "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.045959.nc\n", "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.060002.nc\n", "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.070001.nc\n", "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.080001.nc\n", "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.090001.nc\n", "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.100001.nc\n", "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.110000.nc\n", "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.120000.nc\n", "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.130000.nc\n", "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.140000.nc\n", "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.150000.nc\n", "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.155959.nc\n", "[DOWNLOADING] bnfkazr2cfrgeM1.a1.20250510.170002.nc\n", "\n", "If you use these data to prepare a publication, please cite:\n", "\n", "Lindenmaier, I., Matthews, A., Wendler, T., Melo de Castro, V., Deng, M.,\n", "Rocque, M., & Feng, Y.-C. Ka ARM Zenith Radar (KAZR2CFRGE), 2025-05-10 to\n", "2025-05-10, Bankhead National Forest, AL, USA; Long-term Mobile Facility (BNF),\n", "Bankhead National Forest, AL, AMF3 (Main Site) (M1). Atmospheric Radiation\n", "Measurement (ARM) User Facility. https://doi.org/10.5439/1891991\n", "\n", "[DOWNLOADING] bnfmetM1.b1.20250510.000000.cdf\n", "\n", "If you use these data to prepare a publication, please cite:\n", "\n", "Kyrouac, J., Shi, Y., & Tuftedal, M. Surface Meteorological Instrumentation\n", "(MET), 2025-05-10 to 2025-05-10, Bankhead National Forest, AL, USA; Long-term\n", "Mobile Facility (BNF), Bankhead National Forest, AL, AMF3 (Main Site) (M1).\n", "Atmospheric Radiation Measurement (ARM) User Facility.\n", "https://doi.org/10.5439/1786358\n", "\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import warnings\n", "\n", "warnings.filterwarnings(\"ignore\", category=FutureWarning)\n", "import os\n", "import matplotlib.pyplot as plt\n", "import metpy\n", "from metpy.units import units\n", "import act\n", "\n", "# Define ARM Live username and token\n", "username = os.getenv(\"ARM_USERNAME\")\n", "token = os.getenv(\"ARM_PASSWORD\")\n", "\n", "# Use ACT to easily download the data. Watch for the data citation! Show some support\n", "# for ARM's instrument experts and cite their data if you use it in a publication\n", "result_kazr2 = act.discovery.download_arm_data(\n", " username, token, 'bnfkazr2cfrgeM1.a1', '2025-05-10T03:00:00', '2025-05-10T18:00:00'\n", ")\n", "ds_kazr2 = act.io.read_arm_netcdf(result_kazr2)\n", "\n", "# Use ACT to easily download the data. Watch for the data citation! Show some support\n", "# for ARM's instrument experts and cite their data if you use it in a publication\n", "result_met = act.discovery.download_arm_data(\n", " username, token, 'bnfmetM1.b1', '2025-05-10', '2025-05-10T23:59:59'\n", ")\n", "ds_met = act.io.read_arm_netcdf(result_met)\n", "\n", "# Calculate virtual potential temperature\n", "dewpt_temp = metpy.calc.dewpoint_from_relative_humidity(ds_met.temp_mean, ds_met.rh_mean)\n", "thetaeK = metpy.calc.equivalent_potential_temperature(\n", " ds_met.atmos_pressure, ds_met.temp_mean, dewpt_temp\n", ")\n", "thetaeC = thetaeK - 273.15 * units.kelvin\n", "\n", "# Create a plotting display object with 3 plots\n", "combined = act.plotting.TimeSeriesDisplay(\n", " {\n", " 'KAZR2': ds_kazr2.sel(time=slice(\"2025-05-10T03:00:00\", \"2025-05-10T18:00:00\")),\n", " 'MET': ds_met.sel(time=slice(\"2025-05-10T03:00:00\", \"2025-05-10T18:00:00\")),\n", " 'MET': ds_met.sel(time=slice(\"2025-05-10T03:00:00\", \"2025-05-10T18:00:00\")),\n", " },\n", " figsize=(10, 8),\n", " subplot_shape=(3,),\n", ")\n", "plt.subplots_adjust(hspace=0.4)\n", "\n", "# top (first) subplot (index of 0)\n", "combined.plot('reflectivity', dsname='KAZR2', subplot_index=(0,))\n", "\n", "# middle (second) subplot (index of 1)\n", "# Plot up the MET temperature and theta-e (calculated from met mean temp and RH)\n", "combined.plot('temp_mean', dsname='MET', subplot_index=(1,))\n", "ax2 = combined.axes[1].twinx() # copies the x axis onto both plots\n", "ax2.plot(ds_met.time, thetaeC, color='orange')\n", "ax2.set_ylabel('Theta-E (degC)', color='orange')\n", "\n", "# bottom (third) subplot (index of 2)\n", "# plot MET wind data time series\n", "combined.plot('wspd_arith_mean', dsname='MET', subplot_index=(2,))\n", "\n", "\n", "# Plot up a day/night background\n", "combined.day_night_background(dsname='MET', subplot_index=(1,))\n", "combined.day_night_background(dsname='MET', subplot_index=(2,))" ] }, { "cell_type": "markdown", "id": "84b834b2", "metadata": {}, "source": [ "### Boundary Layer in Multiple Places (BLIMP)" ] }, { "cell_type": "markdown", "id": "9bc47768", "metadata": {}, "source": [ "The BLIMP group focused on evaluating the BNF planetary boundary layer (PBL) at the ARM BNF main and supplemental sites. Utilizing various ARM observations and Weather Research and Forecasting Model (WRF) simulations, the BLIMP group investigated the diurnal evolution, the difference in PBL characteristics between forecast canopy and farmland locations, and different methods for estimating PBL height from observations." ] }, { "cell_type": "code", "execution_count": null, "id": "20baade5", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[DOWNLOADING] bnfdlfptM1.b1.20250403.000054.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.010053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.020053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.030053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.040053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.050054.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.060053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.070053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.080053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.090054.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.100053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.110053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.120053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.130053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.140053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.150053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.160053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.170053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.180053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.190053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.200053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.210053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.220053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250403.230054.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.000053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.010053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.020053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.030053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.040053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.050053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.060053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.070053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.080054.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.090053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.100053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.110053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.120053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.130053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.140053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.150053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.160053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.170053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.180054.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.190053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.200053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.210053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.220053.cdf\n", "[DOWNLOADING] bnfdlfptM1.b1.20250404.230053.cdf\n", "\n", "If you use these data to prepare a publication, please cite:\n", "\n", "Newsom, R., Shi, Y., & Krishnamurthy, R. Doppler Lidar (DLFPT), 2025-04-03 to\n", "2025-04-05, Bankhead National Forest, AL, USA; Long-term Mobile Facility (BNF),\n", "Bankhead National Forest, AL, AMF3 (Main Site) (M1). Atmospheric Radiation\n", "Measurement (ARM) User Facility. https://doi.org/10.5439/1025185\n", "\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.000049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.010049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.020049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.030050.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.040049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.050050.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.060049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.070050.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.080050.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.090049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.100049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.110049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.120049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.130049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.140049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.150049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.160050.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.170049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.180049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.190049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.200050.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.210049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.220049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250403.230049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.000049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.010049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.020049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.030050.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.040050.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.050050.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.060050.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.070050.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.080049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.090050.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.100049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.110049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.120049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.130050.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.140049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.150049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.160050.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.170049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.180048.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.190048.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.200049.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.210048.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.220048.cdf\n", "[DOWNLOADING] bnfdlfptS20.b1.20250404.230049.cdf\n", "\n", "If you use these data to prepare a publication, please cite:\n", "\n", "Newsom, R., Shi, Y., & Krishnamurthy, R. Doppler Lidar (DLFPT), 2025-04-03 to\n", "2025-04-05, Bankhead National Forest, AL, USA; Long-term Mobile Facility (BNF),\n", "Bankhead National Forest, AL, Supplemental facility at Courtland (S20).\n", "Atmospheric Radiation Measurement (ARM) User Facility.\n", "https://doi.org/10.5439/1025185\n", "\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import warnings\n", "\n", "warnings.filterwarnings(\"ignore\")\n", "import numpy as np\n", "import xarray as xr\n", "import matplotlib.pyplot as plt\n", "import matplotlib.colors as colors\n", "import act\n", "\n", "from scipy.signal import find_peaks\n", "\n", "# Define ARM Live username and token\n", "username = os.getenv(\"ARM_USERNAME\")\n", "token = os.getenv(\"ARM_PASSWORD\")\n", "\n", "# Set the datastream and start/enddates\n", "startdate = '2025-04-03'\n", "enddate = '2025-04-05'\n", "\n", "# Use ACT to easily download the data. Watch for the data citation! Show some support\n", "# for ARM's instrument experts and cite their data if you use it in a publication\n", "results_dl_m1 = act.discovery.download_arm_data(\n", " username, token, 'bnfdlfptM1.b1', startdate, enddate\n", ")\n", "results_dl_s20 = act.discovery.download_arm_data(\n", " username, token, 'bnfdlfptS20.b1', startdate, enddate\n", ")\n", "\n", "# Read and apply QC data\n", "dl_m1 = act.io.read_arm_netcdf(results_dl_m1)\n", "dl_s20 = act.io.read_arm_netcdf(results_dl_s20)\n", "\n", "dl_m1.clean.cleanup()\n", "dl_s20.clean.cleanup()\n", "\n", "# Subset the datasets for time and height\n", "dl_m1_att = (\n", " dl_m1['attenuated_backscatter']\n", " .sel(time=slice('2025-04-04T00:00:00', '2025-04-05T00:00:00'), range=slice(100, 5000))\n", " .rolling(time=100)\n", " .mean()\n", " .dropna('time')\n", ")\n", "\n", "dl_s20_att = (\n", " dl_s20['attenuated_backscatter']\n", " .sel(time=slice('2025-04-04T00:00:00', '2025-04-05T00:00:00'), range=slice(100, 5000))\n", " .rolling(time=100)\n", " .mean()\n", " .dropna('time')\n", ")\n", "\n", "# Calculate the PBL height via a gradient descent method\n", "order_1 = np.floor(np.log10(dl_m1_att.values))\n", "idx_1 = []\n", "for n in range(len(dl_m1_att['time'])):\n", " difference_1 = np.diff(order_1[n, :])\n", " idx_1.append(np.where(difference_1 < 0)[0][0])\n", "PBL_1 = dl_m1_att['range'][idx_1]\n", "\n", "order_2 = np.floor(np.log10(dl_s20_att.values))\n", "idx_2 = []\n", "for n in range(len(dl_s20_att['time'])):\n", " difference_2 = np.diff(order_2[n, :])\n", " idx_2.append(np.where(difference_2 < 0)[0][0])\n", "PBL_2 = dl_s20_att['range'][idx_2]\n", "\n", "# --- Plot the Data ----\n", "plt.figure(figsize=[12, 8])\n", "levels = [1e-10, 1e-9, 1e-8, 1e-7, 1e-6, 1e-5, 1e-4, 1e-3, 1e-2, 1e-1, 1e0]\n", "m1 = plt.contourf(\n", " dl_m1_att['time'].values,\n", " dl_m1_att['range'].values,\n", " np.transpose(dl_m1_att.values),\n", " cmap='ChaseSpectral',\n", " levels=levels,\n", " norm=colors.LogNorm(),\n", ")\n", "plt.colorbar()\n", "plt.plot(dl_m1_att['time'].values, PBL_1)\n", "plt.title(\"Estimated PBL Height over BNF M1 Site\")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "913a7eb1", "metadata": {}, "source": [ "### Land-Atmosphere Interactions Across Heterogeneous Landscapes (Land-Atmosphere-Interactions)" ] }, { "cell_type": "markdown", "id": "756c99a2", "metadata": {}, "source": [ "The Land-Atmosphere-Interactions group focused on analyzing the energy balance equation (EBE) for BNF, which describes how energy flows into and out of a system, while utilizing the ARM Eddy Correlation Flux Measurement System (ECOR), ARM Surface Energy Balance System (SEBS), and Solar-Infrared Radiation System (SIRS) observations. \n", "\n", "The goal of the project was to reveal the role of neglected processes (e.g. canopy storage, advection) to help validate land surface and climate models. \n", "\n", "Below is a snippet of the group project utilizing ACT:" ] }, { "cell_type": "code", "execution_count": null, "id": "216d2aee", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[DOWNLOADING] bnfsebsS40.b1.20250207.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250208.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250209.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250210.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250211.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250212.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250213.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250214.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250215.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250216.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250217.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250218.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250219.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250220.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250221.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250222.000000.cdf\n", "[DOWNLOADING] 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"[DOWNLOADING] bnfsebsS40.b1.20250314.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250315.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250316.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250317.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250318.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250319.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250320.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250321.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250322.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250323.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250324.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250325.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250326.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250327.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250328.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250329.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250330.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250331.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250401.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250402.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250403.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250404.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250405.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250406.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250407.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250408.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250409.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250410.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250411.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250412.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250413.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250414.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250415.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250416.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250417.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250418.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250419.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250420.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250421.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250422.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250423.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250424.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250425.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250426.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250427.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250428.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250429.000000.cdf\n", "[DOWNLOADING] bnfsebsS40.b1.20250430.000000.cdf\n", "\n", "If you use these data to prepare a publication, please cite:\n", "\n", "Sullivan, R., Keeler, E., Pal, S., & Kyrouac, J. Surface Energy Balance System\n", "(SEBS), 2025-02-07 to 2025-04-30, Bankhead National Forest, AL, USA; Long-term\n", "Mobile Facility (BNF), Bankhead National Forest, AL, Supplemental facility at\n", "Double Springs (S40). Atmospheric Radiation Measurement (ARM) User Facility.\n", "https://doi.org/10.5439/1984921\n", "\n", "[DOWNLOADING] bnfsebsS30.b1.20250207.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250208.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250209.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250210.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250211.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250212.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250213.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250214.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250215.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250216.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250217.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250218.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250219.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250220.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250221.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250222.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250223.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250224.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250225.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250226.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250227.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250228.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250301.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250302.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250303.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250304.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250305.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250306.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250307.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250308.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250309.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250310.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250311.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250312.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250313.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250314.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250315.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250316.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250317.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250318.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250319.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250320.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250321.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250322.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250323.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250324.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250325.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250326.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250327.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250328.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250329.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250330.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250331.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250401.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250402.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250403.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250404.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250405.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250406.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250407.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250408.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250409.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250410.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250411.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250412.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250413.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250414.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250415.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250416.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250417.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250418.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250419.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250420.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250421.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250422.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250423.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250424.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250425.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250426.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250427.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250428.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250429.000000.cdf\n", "[DOWNLOADING] bnfsebsS30.b1.20250430.000000.cdf\n", "\n", "If you use these data to prepare a publication, please cite:\n", "\n", "Sullivan, R., Keeler, E., Pal, S., & Kyrouac, J. Surface Energy Balance System\n", "(SEBS), 2025-02-07 to 2025-04-30, Bankhead National Forest, AL, USA; Long-term\n", "Mobile Facility (BNF), Bankhead National Forest, AL, Supplemental facility at\n", "Falkville (S30). Atmospheric Radiation Measurement (ARM) User Facility.\n", "https://doi.org/10.5439/1984921\n", "\n", "[DOWNLOADING] bnfsebsS20.b1.20250207.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250208.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250209.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250210.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250211.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250212.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250213.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250214.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250215.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250216.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250217.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250218.003000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250219.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250220.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250221.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250222.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250223.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250224.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250225.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250226.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250227.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250228.003000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250301.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250302.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250303.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250304.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250305.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250306.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250307.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250308.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250309.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250310.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250311.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250312.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250313.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250314.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250315.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250316.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250317.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250318.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250319.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250320.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250321.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250322.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250323.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250324.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250325.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250326.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250327.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250328.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250329.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250330.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250331.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250401.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250402.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250403.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250404.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250405.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250406.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250407.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250408.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250409.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250410.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250411.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250412.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250413.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250414.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250415.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250416.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250417.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250418.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250419.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250420.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250421.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250422.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250423.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250424.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250425.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250426.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250427.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250428.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250429.000000.cdf\n", "[DOWNLOADING] bnfsebsS20.b1.20250430.000000.cdf\n", "\n", "If you use these data to prepare a publication, please cite:\n", "\n", "Sullivan, R., Keeler, E., Pal, S., & Kyrouac, J. Surface Energy Balance System\n", "(SEBS), 2025-02-07 to 2025-04-30, Bankhead National Forest, AL, USA; Long-term\n", "Mobile Facility (BNF), Bankhead National Forest, AL, Supplemental facility at\n", "Courtland (S20). Atmospheric Radiation Measurement (ARM) User Facility.\n", "https://doi.org/10.5439/1984921\n", "\n", "[DOWNLOADING] bnfecorsfS40.b1.20250207.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250208.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250209.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250210.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250211.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250212.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250212.233000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250213.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250214.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250215.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250216.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250217.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250218.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250219.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250220.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250221.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250222.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250223.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250224.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250225.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250226.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250227.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250228.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250301.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250302.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250303.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250304.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250305.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250306.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250307.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250307.233000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250308.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250309.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250310.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250311.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250312.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250313.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250403.160000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250404.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250405.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250406.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250407.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250408.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250409.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250410.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250411.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250412.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250413.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250414.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250415.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250416.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250417.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250418.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250419.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250420.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250421.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250422.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250423.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250424.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250425.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250426.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250427.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250428.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250429.000000.nc\n", "[DOWNLOADING] bnfecorsfS40.b1.20250430.000000.nc\n", "\n", "If you use these data to prepare a publication, please cite:\n", "\n", "Sullivan, R., Cook, D., Shi, Y., Keeler, E., & Pal, S. Eddy Correlation Flux\n", "Measurement System (ECORSF), 2025-02-07 to 2025-04-30, Bankhead National Forest,\n", "AL, USA; Long-term Mobile Facility (BNF), Bankhead National Forest, AL,\n", "Supplemental facility at Double Springs (S40). Atmospheric Radiation Measurement\n", "(ARM) User Facility. https://doi.org/10.5439/1494128\n", "\n", "[DOWNLOADING] bnfecorsfS30.b1.20250207.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250208.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250209.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250210.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250211.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250212.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250213.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250214.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250215.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250216.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250217.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250218.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250219.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250220.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250221.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250222.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250223.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250224.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250225.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250226.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250227.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250228.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250301.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250302.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250303.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250304.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250305.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250306.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250307.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250308.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250309.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250310.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250311.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250312.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250313.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250314.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250315.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250316.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250317.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250318.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250319.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250320.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250321.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250322.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250323.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250324.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250325.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250326.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250327.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250328.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250329.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250330.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250331.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250401.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250402.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250403.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250404.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250405.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250406.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250407.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250408.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250409.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250410.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250411.003000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250412.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250413.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250414.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250415.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250416.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250417.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250418.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250419.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250420.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250421.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250422.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250423.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250424.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250425.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250426.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250427.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250428.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250429.000000.nc\n", "[DOWNLOADING] bnfecorsfS30.b1.20250430.000000.nc\n", "\n", "If you use these data to prepare a publication, please cite:\n", "\n", "Sullivan, R., Cook, D., Shi, Y., Keeler, E., & Pal, S. Eddy Correlation Flux\n", "Measurement System (ECORSF), 2025-02-07 to 2025-04-30, Bankhead National Forest,\n", "AL, USA; Long-term Mobile Facility (BNF), Bankhead National Forest, AL,\n", "Supplemental facility at Falkville (S30). Atmospheric Radiation Measurement\n", "(ARM) User Facility. https://doi.org/10.5439/1494128\n", "\n", "[DOWNLOADING] bnfecorsfS20.b1.20250207.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250208.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250209.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250210.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250211.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250212.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250212.220000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250213.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250214.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250215.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250216.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250217.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250218.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250219.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250220.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250221.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250222.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250223.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250224.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250225.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250226.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250227.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250228.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250301.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250302.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250303.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250304.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250305.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250306.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250307.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250308.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250309.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250310.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250311.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250312.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250313.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250314.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250315.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250316.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250317.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250318.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250319.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250320.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250321.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250322.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250323.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250324.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250325.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250326.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250327.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250328.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250329.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250330.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250331.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250401.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250402.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250403.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250404.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250405.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250406.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250407.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250408.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250409.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250410.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250411.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250412.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250413.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250414.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250415.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250416.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250417.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250418.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250419.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250420.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250421.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250422.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250423.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250424.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250425.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250426.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250427.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250428.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250429.000000.nc\n", "[DOWNLOADING] bnfecorsfS20.b1.20250430.000000.nc\n", "\n", "If you use these data to prepare a publication, please cite:\n", "\n", "Sullivan, R., Cook, D., Shi, Y., Keeler, E., & Pal, S. Eddy Correlation Flux\n", "Measurement System (ECORSF), 2025-02-07 to 2025-04-30, Bankhead National Forest,\n", "AL, USA; Long-term Mobile Facility (BNF), Bankhead National Forest, AL,\n", "Supplemental facility at Courtland (S20). Atmospheric Radiation Measurement\n", "(ARM) User Facility. https://doi.org/10.5439/1494128\n", "\n", "[DOWNLOADING] bnfsirsS40.b1.20250207.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250207.110000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250207.120000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250208.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250209.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250210.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250211.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250212.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250213.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250214.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250215.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250216.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250217.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250218.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250219.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250220.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250221.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250222.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250223.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250224.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250225.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250226.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250227.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250228.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250301.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250302.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250303.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250304.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250305.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250306.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250307.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250307.010000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250308.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250309.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250310.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250311.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250312.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250313.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250314.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250315.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250316.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250317.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250318.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250319.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250320.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250321.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250322.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250323.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250324.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250325.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250326.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250327.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250328.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250329.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250330.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250331.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250401.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250402.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250403.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250404.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250405.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250406.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250406.100000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250407.150000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250408.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250409.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250410.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250411.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250412.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250413.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250414.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250415.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250416.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250417.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250418.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250419.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250420.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250421.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250422.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250423.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250424.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250425.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250426.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250427.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250428.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250429.000000.nc\n", "[DOWNLOADING] bnfsirsS40.b1.20250430.000000.nc\n", "\n", "If you use these data to prepare a publication, please cite:\n", "\n", "Sengupta, M., Xie, Y., Jaker, S., Yang, J., Reda, I., Andreas, A., Habte, A., &\n", "Shi, Y. Solar and Infrared Radiation Station for Downwelling and Upwelling\n", "Radiation (SIRS), 2025-02-07 to 2025-04-30, Bankhead National Forest, AL, USA;\n", "Long-term Mobile Facility (BNF), Bankhead National Forest, AL, Supplemental\n", "facility at Double Springs (S40). Atmospheric Radiation Measurement (ARM) User\n", "Facility. https://doi.org/10.5439/1475460\n", "\n", "[DOWNLOADING] bnfsirsS30.b1.20250207.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250208.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250209.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250210.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250211.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250212.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250213.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250214.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250215.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250216.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250217.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250218.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250219.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250220.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250221.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250222.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250223.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250224.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250225.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250226.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250227.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250228.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250301.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250302.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250303.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250304.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250305.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250306.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250307.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250307.010000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250308.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250309.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250310.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250311.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250312.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250313.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250314.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250315.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250315.220000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250316.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250317.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250318.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250319.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250320.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250321.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250322.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250323.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250324.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250325.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250326.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250327.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250328.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250329.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250330.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250331.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250401.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250402.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250403.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250404.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250405.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250406.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250407.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250408.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250409.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250410.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250411.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250412.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250413.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250414.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250415.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250416.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250417.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250418.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250419.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250420.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250421.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250422.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250423.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250424.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250425.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250426.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250427.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250428.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250429.000000.nc\n", "[DOWNLOADING] bnfsirsS30.b1.20250430.000000.nc\n", "\n", "If you use these data to prepare a publication, please cite:\n", "\n", "Sengupta, M., Xie, Y., Jaker, S., Yang, J., Reda, I., Andreas, A., Habte, A., &\n", "Shi, Y. Solar and Infrared Radiation Station for Downwelling and Upwelling\n", "Radiation (SIRS), 2025-02-07 to 2025-04-30, Bankhead National Forest, AL, USA;\n", "Long-term Mobile Facility (BNF), Bankhead National Forest, AL, Supplemental\n", "facility at Falkville (S30). Atmospheric Radiation Measurement (ARM) User\n", "Facility. https://doi.org/10.5439/1475460\n", "\n", "[DOWNLOADING] bnfsirsS20.b1.20250207.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250208.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250209.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250210.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250211.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250212.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250213.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250214.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250215.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250216.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250217.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250218.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250219.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250220.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250221.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250222.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250223.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250224.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250225.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250226.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250227.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250228.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250301.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250302.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250303.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250304.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250305.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250306.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250307.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250307.010000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250308.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250309.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250310.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250311.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250312.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250313.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250314.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250315.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250316.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250317.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250318.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250319.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250320.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250321.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250322.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250323.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250324.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250325.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250326.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250327.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250328.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250329.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250330.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250331.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250401.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250402.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250403.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250404.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250405.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250406.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250407.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250408.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250409.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250410.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250411.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250412.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250413.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250414.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250415.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250416.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250417.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250418.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250419.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250420.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250421.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250422.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250423.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250424.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250425.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250426.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250427.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250428.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250429.000000.nc\n", "[DOWNLOADING] bnfsirsS20.b1.20250430.000000.nc\n", "\n", "If you use these data to prepare a publication, please cite:\n", "\n", "Sengupta, M., Xie, Y., Jaker, S., Yang, J., Reda, I., Andreas, A., Habte, A., &\n", "Shi, Y. Solar and Infrared Radiation Station for Downwelling and Upwelling\n", "Radiation (SIRS), 2025-02-07 to 2025-04-30, Bankhead National Forest, AL, USA;\n", "Long-term Mobile Facility (BNF), Bankhead National Forest, AL, Supplemental\n", "facility at Courtland (S20). Atmospheric Radiation Measurement (ARM) User\n", "Facility. https://doi.org/10.5439/1475460\n", "\n" ] }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import act\n", "import numpy as np\n", "import xarray as xr\n", "import matplotlib.pyplot as plt\n", "from scipy.stats import linregress\n", "import matplotlib.colors as colors\n", "import pandas as pd\n", "import matplotlib.dates as mdates\n", "\n", "# Define ARM Live username and token\n", "username = os.getenv(\"ARM_USERNAME\")\n", "token = os.getenv(\"ARM_PASSWORD\")\n", "\n", "# Define the time period of interest\n", "startdate = '2025-02-07'\n", "enddate = '2025-04-30T23:59:59'\n", "\n", "# --- SEBS ---\n", "# Set the datastream and start/enddates\n", "datastream_sebs_s40 = 'bnfsebsS40.b1'\n", "datastream_sebs_s30 = 'bnfsebsS30.b1'\n", "datastream_sebs_s20 = 'bnfsebsS20.b1'\n", "# Use ACT to easily download the data. Watch for the data citation! Show some support\n", "# for ARM's instrument experts and cite their data if you use it in a publication\n", "result_sebs_s40 = act.discovery.download_arm_data(\n", " username, token, datastream_sebs_s40, startdate, enddate\n", ")\n", "result_sebs_s30 = act.discovery.download_arm_data(\n", " username, token, datastream_sebs_s30, startdate, enddate\n", ")\n", "result_sebs_s20 = act.discovery.download_arm_data(\n", " username, token, datastream_sebs_s20, startdate, enddate\n", ")\n", "# Let's read in the data using ACT and check out the data\n", "ds_sebs_s40 = act.io.read_arm_netcdf(result_sebs_s40)\n", "ds_sebs_s30 = act.io.read_arm_netcdf(result_sebs_s30)\n", "ds_sebs_s20 = act.io.read_arm_netcdf(result_sebs_s20)\n", "# Apply QC\n", "ds_sebs_s40.clean.cleanup()\n", "ds_sebs_s30.clean.cleanup()\n", "ds_sebs_s20.clean.cleanup()\n", "\n", "# --- ECOR ---\n", "datastream_ecor_s40 = 'bnfecorsfS40.b1'\n", "datastream_ecor_s30 = 'bnfecorsfS30.b1'\n", "datastream_ecor_s20 = 'bnfecorsfS20.b1'\n", "\n", "result_ecor_s40 = act.discovery.download_arm_data(\n", " username, token, datastream_ecor_s40, startdate, enddate\n", ")\n", "result_ecor_s30 = act.discovery.download_arm_data(\n", " username, token, datastream_ecor_s30, startdate, enddate\n", ")\n", "result_ecor_s20 = act.discovery.download_arm_data(\n", " username, token, datastream_ecor_s20, startdate, enddate\n", ")\n", "\n", "# ECOR has sensible and latent heat flux together\n", "ds_ecor_s40 = act.io.read_arm_netcdf(result_ecor_s40)\n", "ds_ecor_s30 = act.io.read_arm_netcdf(result_ecor_s30)\n", "ds_ecor_s20 = act.io.read_arm_netcdf(result_ecor_s20)\n", "# Apply QC\n", "ds_ecor_s40.clean.cleanup()\n", "ds_ecor_s30.clean.cleanup()\n", "ds_ecor_s20.clean.cleanup()\n", "\n", "# --- SIRS ---\n", "datastream_sirs_s40 = 'bnfsirsS40.b1'\n", "datastream_sirs_s30 = 'bnfsirsS30.b1'\n", "datastream_sirs_s20 = 'bnfsirsS20.b1'\n", "\n", "result_sirs_s40 = act.discovery.download_arm_data(\n", " username, token, datastream_sirs_s40, startdate, enddate\n", ")\n", "result_sirs_s30 = act.discovery.download_arm_data(\n", " username, token, datastream_sirs_s30, startdate, enddate\n", ")\n", "result_sirs_s20 = act.discovery.download_arm_data(\n", " username, token, datastream_sirs_s20, startdate, enddate\n", ")\n", "\n", "# Let's read in the data using ACT and check out the data\n", "ds_sirs_s40 = act.io.read_arm_netcdf(result_sirs_s40)\n", "ds_sirs_s30 = act.io.read_arm_netcdf(result_sirs_s30)\n", "ds_sirs_s20 = act.io.read_arm_netcdf(result_sirs_s20)\n", "# Apply QC\n", "ds_sirs_s40.clean.cleanup()\n", "ds_sirs_s30.clean.cleanup()\n", "ds_sirs_s20.clean.cleanup()\n", "\n", "# --- Calculations ---\n", "# Calculate net radiation for each site\n", "net_radiation_s40 = (ds_sirs_s40['down_long_hemisp1'] - ds_sirs_s40['up_long_hemisp']) + (\n", " ds_sirs_s40['down_short_hemisp'] - ds_sirs_s40['up_short_hemisp']\n", ")\n", "net_radiation_s30 = (ds_sirs_s30['down_long_hemisp1'] - ds_sirs_s30['up_long_hemisp']) + (\n", " ds_sirs_s30['down_short_hemisp'] - ds_sirs_s30['up_short_hemisp']\n", ")\n", "net_radiation_s20 = (ds_sirs_s20['down_long_hemisp1'] - ds_sirs_s20['up_long_hemisp']) + (\n", " ds_sirs_s20['down_short_hemisp'] - ds_sirs_s20['up_short_hemisp']\n", ")\n", "# Available Energy\n", "avail_e_s40 = net_radiation_s40 - ds_sebs_s40['surface_soil_heat_flux_avg']\n", "avail_e_s30 = net_radiation_s30 - ds_sebs_s30['surface_soil_heat_flux_avg']\n", "avail_e_s20 = net_radiation_s20 - ds_sebs_s20['surface_soil_heat_flux_avg']\n", "# Calculate Turbulent Fluxes for each site\n", "turb_flux_s40 = ds_ecor_s40['sensible_heat_flux'] + ds_ecor_s40['latent_flux']\n", "turb_flux_s30 = ds_ecor_s30['sensible_heat_flux'] + ds_ecor_s30['latent_flux']\n", "turb_flux_s20 = ds_ecor_s20['sensible_heat_flux'] + ds_ecor_s20['latent_flux']\n", "# Align Turbulent Fluxes\n", "turb_flux_aligned_s40, avail_e_aligned_s40 = xr.align(turb_flux_s40, avail_e_s40, join='inner')\n", "turb_flux_aligned_s30, avail_e_aligned_s30 = xr.align(turb_flux_s40, avail_e_s30, join='inner')\n", "turb_flux_aligned_s20, avail_e_aligned_s20 = xr.align(turb_flux_s40, avail_e_s20, join='inner')\n", "\n", "# --- Plotting ---\n", "\n", "\n", "# --- Step 1: Timezone-aware time-of-day coordinate ---\n", "def add_time_of_day(da):\n", " utc_times = pd.to_datetime(da.time.values).tz_localize('UTC')\n", " central_times = utc_times.tz_convert('US/Central')\n", " rounded = central_times.floor('30min')\n", " time_of_day_strs = xr.DataArray(\n", " rounded.strftime('%H:%M'), coords={'time': da.time}, dims='time'\n", " )\n", " return da.assign_coords(time_of_day=time_of_day_strs)\n", "\n", "\n", "# --- Step 2: Assign to each variable ---\n", "le_td_s40 = add_time_of_day(ds_ecor_s40['latent_flux'])\n", "le_td_s30 = add_time_of_day(ds_ecor_s30['latent_flux'])\n", "le_td_s20 = add_time_of_day(ds_ecor_s20['latent_flux'])\n", "\n", "h_td_s40 = add_time_of_day(ds_ecor_s40['sensible_heat_flux'])\n", "h_td_s30 = add_time_of_day(ds_ecor_s30['sensible_heat_flux'])\n", "h_td_s20 = add_time_of_day(ds_ecor_s20['sensible_heat_flux'])\n", "\n", "rn_td_s40 = add_time_of_day(net_radiation_s40)\n", "rn_td_s30 = add_time_of_day(net_radiation_s30)\n", "rn_td_s20 = add_time_of_day(net_radiation_s20)\n", "\n", "g_td_s40 = add_time_of_day(ds_sebs_s40['surface_soil_heat_flux_avg'])\n", "g_td_s30 = add_time_of_day(ds_sebs_s30['surface_soil_heat_flux_avg'])\n", "g_td_s20 = add_time_of_day(ds_sebs_s20['surface_soil_heat_flux_avg'])\n", "\n", "# --- Step 3: Group by time-of-day and average ---\n", "le_avg_s40 = le_td_s40.groupby('time_of_day').mean('time')\n", "le_avg_s30 = le_td_s30.groupby('time_of_day').mean('time')\n", "le_avg_s20 = le_td_s20.groupby('time_of_day').mean('time')\n", "\n", "h_avg_s40 = h_td_s40.groupby('time_of_day').mean('time')\n", "h_avg_s30 = h_td_s30.groupby('time_of_day').mean('time')\n", "h_avg_s20 = h_td_s20.groupby('time_of_day').mean('time')\n", "\n", "rn_avg_s40 = rn_td_s40.groupby('time_of_day').mean('time')\n", "rn_avg_s30 = rn_td_s30.groupby('time_of_day').mean('time')\n", "rn_avg_s20 = rn_td_s20.groupby('time_of_day').mean('time')\n", "\n", "g_avg_s40 = g_td_s40.groupby('time_of_day').mean('time')\n", "g_avg_s30 = g_td_s30.groupby('time_of_day').mean('time')\n", "g_avg_s20 = g_td_s20.groupby('time_of_day').mean('time')\n", "\n", "\n", "# --- Step 4: Sort by time ---\n", "def sort_by_time(da):\n", " parsed = pd.to_datetime(da.time_of_day.values, format='%H:%M')\n", " sort_idx = np.argsort(parsed)\n", " return da.isel(time_of_day=sort_idx)\n", "\n", "\n", "le_avg_s40 = sort_by_time(le_avg_s40)\n", "le_avg_s30 = sort_by_time(le_avg_s30)\n", "le_avg_s20 = sort_by_time(le_avg_s20)\n", "\n", "h_avg_s40 = sort_by_time(h_avg_s40)\n", "h_avg_s30 = sort_by_time(h_avg_s30)\n", "h_avg_s20 = sort_by_time(h_avg_s20)\n", "\n", "rn_avg_s40 = sort_by_time(rn_avg_s40)\n", "rn_avg_s30 = sort_by_time(rn_avg_s30)\n", "rn_avg_s20 = sort_by_time(rn_avg_s20)\n", "\n", "g_avg_s40 = sort_by_time(g_avg_s40)\n", "g_avg_s30 = sort_by_time(g_avg_s30)\n", "g_avg_s20 = sort_by_time(g_avg_s20)\n", "\n", "# --- Step 5: Prepare time axis ---\n", "time_objects = pd.to_datetime(le_avg_s40.time_of_day.values, format='%H:%M')\n", "\n", "fig, axs = plt.subplots(2, 2, figsize=(14, 10), sharex=True)\n", "axs = axs.flatten()\n", "\n", "# Site styles: solid lines, different colors\n", "site_styles = {\n", " 'S40': {'color': 'blue', 'label': 'S40'},\n", " 'S30': {'color': 'black', 'label': 'S30'},\n", " 'S20': {'color': 'red', 'label': 'S20'},\n", "}\n", "\n", "lw = 2.5\n", "x = time_objects\n", "\n", "# LE\n", "axs[0].plot(x, le_avg_s40.values, linestyle='-', linewidth=lw, **site_styles['S40'])\n", "axs[0].plot(x, le_avg_s30.values, linestyle='-', linewidth=lw, **site_styles['S30'])\n", "axs[0].plot(x, le_avg_s20.values, linestyle='-', linewidth=lw, **site_styles['S20'])\n", "axs[0].set_title(\"Latent Heat Flux (LE)\", fontsize=14)\n", "axs[0].legend(fontsize=12)\n", "axs[0].grid(True)\n", "\n", "# H\n", "axs[1].plot(x, h_avg_s40.values, linestyle='-', linewidth=lw, **site_styles['S40'])\n", "axs[1].plot(x, h_avg_s30.values, linestyle='-', linewidth=lw, **site_styles['S30'])\n", "axs[1].plot(x, h_avg_s20.values, linestyle='-', linewidth=lw, **site_styles['S20'])\n", "axs[1].set_title(\"Sensible Heat Flux (H)\", fontsize=14)\n", "axs[1].legend(fontsize=12)\n", "axs[1].grid(True)\n", "\n", "# Rn\n", "axs[2].plot(x, rn_avg_s40.values, linestyle='-', linewidth=lw, **site_styles['S40'])\n", "axs[2].plot(x, rn_avg_s30.values, linestyle='-', linewidth=lw, **site_styles['S30'])\n", "axs[2].plot(x, rn_avg_s20.values, linestyle='-', linewidth=lw, **site_styles['S20'])\n", "axs[2].set_title(\"Net Radiation (Rn)\", fontsize=14)\n", "axs[2].legend(fontsize=12)\n", "axs[2].grid(True)\n", "\n", "# G\n", "axs[3].plot(x, g_avg_s40.values, linestyle='-', linewidth=lw, **site_styles['S40'])\n", "axs[3].plot(x, g_avg_s30.values, linestyle='-', linewidth=lw, **site_styles['S30'])\n", "axs[3].plot(x, g_avg_s20.values, linestyle='-', linewidth=lw, **site_styles['S20'])\n", "axs[3].set_title(\"Soil Heat Flux (G)\", fontsize=14)\n", "axs[3].legend(fontsize=12)\n", "axs[3].grid(True)\n", "\n", "# Shared X-axis formatting\n", "for ax in axs:\n", " ax.set_xlim([x[0], x[-1]])\n", " ax.xaxis.set_major_formatter(mdates.DateFormatter('%H:%M'))\n", " ax.xaxis.set_major_locator(mdates.HourLocator(interval=2))\n", " ax.set_xlabel(\"Time of Day (Central)\", fontsize=14)\n", " ax.set_ylabel(\"W/m²\", fontsize=14)\n", "\n", "plt.suptitle(\"Diurnal Cycles at BNF: Comparison Across S40, S30, S20\", fontsize=16)\n", "plt.tight_layout(rect=[0, 0.03, 1, 0.95])\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "efacd80a", "metadata": {}, "source": [ "## Summary" ] }, { "cell_type": "markdown", "id": "c4946cbf", "metadata": {}, "source": [ "The 2025 ARM *Open Science in the Forest* Summer School was a tremendous week, where attendees were introduced to the ARM Bankhead National Forest (BNF) observatory, ARM staff and scientists, ARM Data Products, and open-source software supported by ARM. \n", "\n", "You can learn more about the 2025 ARM *Open Science in the Forest* Summer School in an upcoming Bulletin of the American Meteorological Society (BAMS) article (Grover et al 2025; in prep). \n", "\n", "Thank you to the ARM and ASR staff that helped contribute ideas and mentoring of attendees:\n", "- Max Grover\n", "- Scott Collis\n", "- Scott Giangrande\n", "- Brenda Dolan\n", "- Michael Giansiracusa\n", "- Sebastien Biraud\n", "- Mark Spychala\n", "- Tim Wagner\n", "- Bill Gustafson\n", "- Patty Campbell\n", "- Chongai Kuang\n", "- Tim Juliano\n", "- Sid Gupta\n", "- Sean Freeman\n", "- Thijs Heus" ] }, { "cell_type": "markdown", "id": "56f470d1", "metadata": {}, "source": [ "## References" ] }, { "cell_type": "markdown", "id": "e55c0514", "metadata": {}, "source": [ "### 2025 Summer School Projects" ] }, { "cell_type": "markdown", "id": "f5bc2878", "metadata": {}, "source": [ "1. H. Abo Shosha, H., Hornung, L., Zhou, S., Gu, S., Joshi, S., Allain, M., Zhang, R., Afanador, S., Gupta, S., Freeman, S., Kuang, C., & Gustafson, W. (2025). Aerosol Cloud Interactions Deposition (ACID) (v2025.05.29). Zenodo. https://doi.org/10.5281/zenodo.15546022\n", "1. Britton, K., Chui, A., Weinstein, R., Zavaleta, M., Giangrande, S., Grover, M., Freeman, S., Dolan, B., & Rausch, J. (2025). BNF Deep Convection (v2025.05.29.2). Zenodo. https://doi.org/10.5281/zenodo.15546200\n", "1. Arriola Reyes, J., Deng, C., Lau, J., Nielson, S., Regmi, S., Subhash, N., Biraud, S., & Grover, M. (2025). Land Atmosphere Interaction at BNF (v2025.05.29). Zenodo. https://doi.org/10.5281/zenodo.15545956\n", "1. Satheesh, A. R., Warner, G., Cai, J., Juliano, T., O'Brien, J. R., & Wagner, T. (2025). Boundary Layer in Multiple Places (BLIMP) (v2025.05.29). Zenodo. https://doi.org/10.5281/zenodo.15545989" ] }, { "cell_type": "markdown", "id": "db619a3b", "metadata": {}, "source": [ "### ARM Datasets" ] }, { "cell_type": "markdown", "id": "a162221b", "metadata": {}, "source": [ "1. Koontz, A., Uin, J., Andrews, E., Enekwizu, O., Hayes, C., & Salwen, C. Cloud Condensation Nuclei Particle Counter (AOSCCN2COLASPECTRA), 2025-05-08 to 2025-05-11, Bankhead National Forest, AL, USA; Long-term Mobile Facility (BNF), Bankhead National Forest, AL, AMF3 (Main Site) (M1). Atmospheric Radiation Measurement (ARM) User Facility. https://doi.org/10.5439/1323896\n", "1. Kyrouac, J., Shi, Y., & Tuftedal, M. Surface Meteorological Instrumentation (MET), 2025-05-10 to 2025-05-10, Bankhead National Forest, AL, USA; Long-term Mobile Facility (BNF), Bankhead National Forest, AL, AMF3 (Main Site) (M1). Atmospheric Radiation Measurement (ARM) User Facility. https://doi.org/10.5439/1786358\n", "1. Lindenmaier, I., Matthews, A., Wendler, T., Melo de Castro, V., Deng, M., Rocque, M., & Feng, Y.-C. Ka ARM Zenith Radar (KAZR2CFRGE), 2025-05-10 to 2025-05-10, Bankhead National Forest, AL, USA; Long-term Mobile Facility (BNF), Bankhead National Forest, AL, AMF3 (Main Site) (M1). Atmospheric Radiation Measurement (ARM) User Facility. https://doi.org/10.5439/1891991\n", "1. Newsom, R., Shi, Y., & Krishnamurthy, R. Doppler Lidar (DLFPT), 2025-04-03 to 2025-04-05, Bankhead National Forest, AL, USA; Long-term Mobile Facility (BNF),\n", "Bankhead National Forest, AL, AMF3 (Main Site) (M1). Atmospheric Radiation Measurement (ARM) User Facility. https://doi.org/10.5439/1025185\n", "1. Newsom, R., Shi, Y., & Krishnamurthy, R. Doppler Lidar (DLFPT), 2025-04-03 to 2025-04-05, Bankhead National Forest, AL, USA; Long-term Mobile Facility (BNF),\n", "Bankhead National Forest, AL, Supplemental facility at Courtland (S20). Atmospheric Radiation Measurement (ARM) User Facility. https://doi.org/10.5439/1025185\n", "1. Sengupta, M., Xie, Y., Jaker, S., Yang, J., Reda, I., Andreas, A., Habte, A., & Shi, Y. Solar and Infrared Radiation Station for Downwelling and Upwelling\n", "Radiation (SIRS), 2025-02-07 to 2025-04-30, Bankhead National Forest, AL, USA; Long-term Mobile Facility (BNF), Bankhead National Forest, AL, Supplemental\n", "facility at Courtland (S20). Atmospheric Radiation Measurement (ARM) User Facility. https://doi.org/10.5439/1475460\n", "1. Sullivan, R., Cook, D., Shi, Y., Keeler, E., & Pal, S. Eddy Correlation Flux Measurement System (ECORSF), 2025-02-07 to 2025-04-30, Bankhead National Forest,\n", "AL, USA; Long-term Mobile Facility (BNF), Bankhead National Forest, AL, Supplemental facility at Courtland (S20). Atmospheric Radiation Measurement\n", "(ARM) User Facility. https://doi.org/10.5439/1494128\n", "1. Sullivan, R., Keeler, E., Pal, S., & Kyrouac, J. Surface Energy Balance System (SEBS), 2025-02-07 to 2025-04-30, Bankhead National Forest, AL, USA; Long-term\n", "Mobile Facility (BNF), Bankhead National Forest, AL, Supplemental facility at Courtland (S20). Atmospheric Radiation Measurement (ARM) User Facility.\n", "https://doi.org/10.5439/1984921\n", "\n" ] }, { "cell_type": "markdown", "id": "f3c75787", "metadata": {}, "source": [] } ], "metadata": { "author": "Joe O'Brien", "date": "2025-10-10", "kernelspec": { "display_name": "act-docs", "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": "3.12.11" }, "tags": "ARM-Summer-School,BNF,DL,ECORSF,SEBS,SIRS,MET,KAZR,AOSCCN", "title": "2025 ARM Open Science in the Forest Summer School" }, "nbformat": 4, "nbformat_minor": 5 }