{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "54383333457ada66",
   "metadata": {},
   "source": [
    "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/nrao/astrohack/blob/v1.0.2/docs/beamcut_tutorial.ipynb)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f4ce33ae2c4a0b61",
   "metadata": {
    "collapsed": true,
    "jupyter": {
     "outputs_hidden": true
    }
   },
   "source": [
    "![astrohack](astrohack_logo.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "68e9cee71e47e521",
   "metadata": {},
   "source": [
    "# Beam cut analysis tutorial\n",
    "\n",
    "Beam cuts are a commonly used measurement to infer properties of the telescope beam without having to resort to a much more expensive full holography. With that in mind `astrohack.beamcut` was created with an intent to aid VLA operations and in the near future the commissioning of the ngVLA prototype antenna. In this tutorial we go through the astrohack reduction of a calibrated ms."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "cd51135c1a9c538c",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:07.392844902Z",
     "start_time": "2026-02-10T16:51:04.832433643Z"
    },
    "execution": {
     "iopub.execute_input": "2026-06-08T22:29:50.850907Z",
     "iopub.status.busy": "2026-06-08T22:29:50.850746Z",
     "iopub.status.idle": "2026-06-08T22:29:52.162589Z",
     "shell.execute_reply": "2026-06-08T22:29:52.162098Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "AstroHACK version 1.0.2 already installed.\n"
     ]
    }
   ],
   "source": [
    "import os\n",
    "\n",
    "try:\n",
    "    import astrohack\n",
    "\n",
    "    print(\"AstroHACK version\", astrohack.__version__, \"already installed.\")\n",
    "except ImportError as e:\n",
    "    print(e)\n",
    "    print(\"Installing AstroHACK\")\n",
    "\n",
    "    os.system(\"pip install astrohack\")\n",
    "\n",
    "    import astrohack\n",
    "\n",
    "    print(\"astrohack version\", astrohack.__version__, \" installed.\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e69e12b1c4a437f2",
   "metadata": {},
   "source": [
    "## Download tutorial data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "fe3dd386e7860dd0",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:11.192069726Z",
     "start_time": "2026-02-10T16:51:07.396407775Z"
    },
    "execution": {
     "iopub.execute_input": "2026-06-08T22:29:52.163594Z",
     "iopub.status.busy": "2026-06-08T22:29:52.163528Z",
     "iopub.status.idle": "2026-06-08T22:29:53.136480Z",
     "shell.execute_reply": "2026-06-08T22:29:53.135842Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:52,165\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   toolviper: \u001b[0m Updating file metadata information... \n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4b110bd8e1b84068a1bcf242622eed57",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:52,374\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   toolviper: \u001b[0m Initializing download... \n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "699e8b26843c4ac3b1db24db8d7cfb2c",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Download data.\n",
    "import toolviper\n",
    "\n",
    "basename = \"kband_beamcut_small\"\n",
    "ms_name = f\"data/{basename}.ms\"\n",
    "\n",
    "toolviper.utils.data.update()\n",
    "toolviper.utils.data.download(file=f\"{basename}.ms\", folder=\"data\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "12afa92538ed8cc",
   "metadata": {},
   "source": [
    "## Starting local Dask client"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "71a7acc19db8e999",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:11.261502550Z",
     "start_time": "2026-02-10T16:51:11.194798840Z"
    },
    "execution": {
     "iopub.execute_input": "2026-06-08T22:29:53.143391Z",
     "iopub.status.busy": "2026-06-08T22:29:53.143334Z",
     "iopub.status.idle": "2026-06-08T22:29:53.994931Z",
     "shell.execute_reply": "2026-06-08T22:29:53.994514Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:53,154\u001b[0m] \u001b[38;2;255;160;0m WARNING\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m It is recommended that the local cache directory be set using the \u001b[38;2;50;50;205mdask_local_dir\u001b[0m parameter. \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:53,992\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m Client <MenrvaClient: 'tcp://127.0.0.1:64154' processes=4 threads=4, memory=14.90 GiB> \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<MenrvaClient: 'tcp://127.0.0.1:64154' processes=4 threads=4, memory=14.90 GiB>\n"
     ]
    }
   ],
   "source": [
    "from toolviper.dask.client import local_client\n",
    "\n",
    "parallel = True\n",
    "\n",
    "if parallel:\n",
    "    client = local_client(cores=4, memory_limit=\"4GB\")\n",
    "    print(client)\n",
    "else:\n",
    "    client = None"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "344167b8b3df6198",
   "metadata": {},
   "source": [
    "## Extract beam cut data to Astrohack formats\n",
    "\n",
    "In this step we use `astrohack.extract_pointing` and `astrohack.extract_holog` to create an astrohack holog.zarr holography file from the ms. The usage of these functions originally created for holography purposes is needed to simplify the process of creating the beamcuts as `astrohack.extract_pointing` determines which antennas were moving and `astrohack.extract_holog` matches visibilities to pointing data in a convenient way."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "1be3727584b82d6d",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:25.630423400Z",
     "start_time": "2026-02-10T16:51:11.267936492Z"
    },
    "execution": {
     "iopub.execute_input": "2026-06-08T22:29:53.996162Z",
     "iopub.status.busy": "2026-06-08T22:29:53.996080Z",
     "iopub.status.idle": "2026-06-08T22:29:55.528714Z",
     "shell.execute_reply": "2026-06-08T22:29:55.528280Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:53,997\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m Creating output file name: data/kband_beamcut_small.point.zarr \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:54,459\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m Consolidating data/kband_beamcut_small.point.zarr... \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:54,502\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m Creating output file name: data/kband_beamcut_small.holog.zarr \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:54,511\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m Pre-processing ddi: 0, scans: [8 ... 13] \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:54,512\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m Pre-processing ddi: 1, scans: [8 ... 13] \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:54,964\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m EA15: DDI 0: Suggested cell size 1.64 amin, FOV: (19.72 amin, 19.76 amin) \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:54,965\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m EA17: DDI 0: Suggested cell size 1.64 amin, FOV: (19.73 amin, 19.76 amin) \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:55,305\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m Finished extracting holography chunk for DDI 0, map_0. \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:55,466\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m EA15: DDI 1: Suggested cell size 1.63 amin, FOV: (19.72 amin, 19.76 amin) \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:55,467\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m EA17: DDI 1: Suggested cell size 1.63 amin, FOV: (19.73 amin, 19.76 amin) \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:55,499\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m Finished extracting holography chunk for DDI 1, map_0. \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:55,499\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m Consolidating data/kband_beamcut_small.holog.zarr... \n"
     ]
    }
   ],
   "source": [
    "from astrohack import extract_pointing, extract_holog\n",
    "\n",
    "point_name = f\"data/{basename}.point.zarr\"\n",
    "holog_name = f\"data/{basename}.holog.zarr\"\n",
    "\n",
    "# Extract pointing data to an astrohack file format\n",
    "point_mds = extract_pointing(\n",
    "    ms_name,\n",
    "    point_name,\n",
    "    overwrite=True,\n",
    "    parallel=parallel\n",
    ")\n",
    "\n",
    "# Extract visibilities to an astrohack file format\n",
    "holog_mds = extract_holog(\n",
    "    ms_name,\n",
    "    point_name,\n",
    "    holog_name,\n",
    "    data_column=\"DATA\",  # This applies to this dataset only as it has been split\n",
    "    overwrite=True,\n",
    "    parallel=parallel,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "82a46ba7d5237185",
   "metadata": {},
   "source": [
    "## Running beamcut\n",
    "\n",
    "`astrohack.beamcut` executes the following steps for each antenna & DDI combination:\n",
    "1. Break up visibility data onto different cuts based on scans\n",
    "2. Determine the cut direction based on the L and M distributions in each cut\n",
    "3. Flatten the cut onto a distance from pointing center axis\n",
    "4. Fit multiple gaussians to the multiple lobes present in the beam\n",
    "5. Identify the primary beam and the first sidelobes\n",
    "6. Measure primary beam offset and the first sidelobe ratio\n",
    "7. If a destination is given, plots of the beam cut in the sky, the beam in amplitude and the beam in attenuation are produced along with a table with the properties of all beam lobes as measured with the gaussian fit.\n",
    "\n",
    "The measurements in step 6 are indeed the crux of the matter, as the offset of the primary beam is an important measure of antenna optical alignment and the first sidelobe ratio is linked to focus offsets.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "74f116c53c0cd37c",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:28.823857870Z",
     "start_time": "2026-02-10T16:51:25.632170305Z"
    },
    "execution": {
     "iopub.execute_input": "2026-06-08T22:29:55.529762Z",
     "iopub.status.busy": "2026-06-08T22:29:55.529700Z",
     "iopub.status.idle": "2026-06-08T22:29:57.061654Z",
     "shell.execute_reply": "2026-06-08T22:29:57.061267Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:55,531\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m Creating output file name: data/kband_beamcut_small.beamcut.zarr \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:56,530\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m    worker_2: \u001b[0m processing EA17: DDI 1 \n",
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:56,661\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m    worker_0: \u001b[0m processing EA17: DDI 0 \n",
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:56,666\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m    worker_3: \u001b[0m processing EA15: DDI 0 \n",
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:56,666\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m    worker_1: \u001b[0m processing EA15: DDI 1 \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-06-08 16:29:57,016\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m      client: \u001b[0m Consolidating data/kband_beamcut_small.beamcut.zarr... \n"
     ]
    }
   ],
   "source": [
    "from astrohack import beamcut\n",
    "\n",
    "beamcut_name = f\"data/{basename}.beamcut.zarr\"\n",
    "\n",
    "beamcut_mds = beamcut(\n",
    "    holog_name,\n",
    "    beamcut_name,\n",
    "    destination=None,  # This parameter is to be filled with a destination directory for beamcut products.\n",
    "    overwrite=True,\n",
    "    parallel=parallel,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc8e5bc615d72136",
   "metadata": {},
   "source": [
    "## Interact with a beamcut object\n",
    "\n",
    "The beamcut object is the return of `astrohack.beamcut` and can also be obtained by opening a beamcut.zarr file on disk by using `astrohack.open_beamcut`.\n",
    "This object allows the user to directly manipulate the data contained in the related file on disk, as well as requesting new plots and reports to be generated from the data on disk."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "7ecba47fb5023883",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:28.997096761Z",
     "start_time": "2026-02-10T16:51:28.843662732Z"
    },
    "execution": {
     "iopub.execute_input": "2026-06-08T22:29:57.062797Z",
     "iopub.status.busy": "2026-06-08T22:29:57.062729Z",
     "iopub.status.idle": "2026-06-08T22:29:57.085312Z",
     "shell.execute_reply": "2026-06-08T22:29:57.084943Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "################################################################################\n",
      "###                               Summary for:                               ###\n",
      "###                  data/kband_beamcut_small.beamcut.zarr                   ###\n",
      "################################################################################\n",
      "\n",
      "Data origin:\n",
      "creation_time:    2026-06-08 16:29:55 MDT\n",
      "creator_function: beamcut\n",
      "origin:           astrohack\n",
      "version:          1.0.2\n",
      "\n",
      "Input Parameters:\n",
      "+--------------+---------------------------------------+\n",
      "| Parameter    | Value                                 |\n",
      "+--------------+---------------------------------------+\n",
      "| ant          | all                                   |\n",
      "| azel_unit    | deg                                   |\n",
      "| beamcut_name | data/kband_beamcut_small.beamcut.zarr |\n",
      "| ddi          | all                                   |\n",
      "| destination  | None                                  |\n",
      "| display      | False                                 |\n",
      "| dpi          | 300                                   |\n",
      "| holog_name   | data/kband_beamcut_small.holog.zarr   |\n",
      "| lm_unit      | amin                                  |\n",
      "| overwrite    | True                                  |\n",
      "| parallel     | True                                  |\n",
      "| phase_scale  | None                                  |\n",
      "| phase_unit   | deg                                   |\n",
      "| y_scale      | None                                  |\n",
      "+--------------+---------------------------------------+\n",
      "\n",
      "Available methods:\n",
      "+------------------------------+-----------------------------------------------+\n",
      "| Methods                      | Description                                   |\n",
      "+------------------------------+-----------------------------------------------+\n",
      "| add_node                     | Add a node to the data tree file structure,   |\n",
      "|                              | however this node is not yet consolidated     |\n",
      "|                              | into the data tree         structure,         |\n",
      "|                              | consolidate must be called to integrate all   |\n",
      "|                              | nodes writen by add_node onto the tree        |\n",
      "|                              | structure.                                    |\n",
      "| consolidate                  | Traverse own file structure on disk           |\n",
      "|                              | consolidating metadata to create a unified    |\n",
      "|                              | data tree entity.                             |\n",
      "| create_beam_fit_report       | Create reports on the parameters of the       |\n",
      "|                              | gaussians fitted to the beamcut.              |\n",
      "| create_from_input_parameters | Create an AstrohackBaseFile object from a     |\n",
      "|                              | filename and initializes xdtree root          |\n",
      "|                              | attributes.                                   |\n",
      "| is_close_to                  | Tests if self and other_mds are close to each |\n",
      "|                              | other.                                        |\n",
      "| items                        | Get children items                            |\n",
      "| keys                         | Get children keys                             |\n",
      "| observation_summary          | Create a Summary of observation information   |\n",
      "| open                         | Open Base file.                               |\n",
      "| plot_beam_cuts_over_sky      | Plot beamcuts contained in the beamcut_mds    |\n",
      "|                              | over the sky                                  |\n",
      "| plot_beamcut_in_amplitude    | Plot beamcuts contained in the beamcut_mds in |\n",
      "|                              | amplitude                                     |\n",
      "| plot_beamcut_in_attenuation  | Plot beamcuts contained in the beamcut_mds in |\n",
      "|                              | attenuation                                   |\n",
      "| plot_beamcut_in_phase        | Plot beamcuts contained in the beamcut_mds in |\n",
      "|                              | phase                                         |\n",
      "| summary                      | Prints summary of this Astrohack File object, |\n",
      "|                              | with available data, attributes and methods   |\n",
      "| values                       | Get children values                           |\n",
      "| write                        | Write mds to disk by saving the data tree to  |\n",
      "|                              | a file                                        |\n",
      "+------------------------------+-----------------------------------------------+\n",
      "\n",
      "Data Contents:\n",
      "+----------+-------+--------------------+\n",
      "| Antenna  | DDI   | Cut                |\n",
      "+----------+-------+--------------------+\n",
      "| ant_ea15 | ddi_0 | ['cut_0', 'cut_1'] |\n",
      "| ant_ea15 | ddi_1 | ['cut_0', 'cut_1'] |\n",
      "| ant_ea17 | ddi_0 | ['cut_0', 'cut_1'] |\n",
      "| ant_ea17 | ddi_1 | ['cut_0', 'cut_1'] |\n",
      "+----------+-------+--------------------+\n"
     ]
    }
   ],
   "source": [
    "from astrohack import open_beamcut\n",
    "\n",
    "beamcut_mds = open_beamcut(beamcut_name)\n",
    "\n",
    "beamcut_mds.summary()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "120508c0b3af71d5",
   "metadata": {},
   "source": [
    "### Observation summary\n",
    "\n",
    "The observation summary contains relevant observation information for each antenna and DDI combination as well as cut timing and direction."
   ]
  },
  {
   "cell_type": "code",
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     "text": [
      "############################################################\n",
      "###                   ant_ea15, ddi_0                    ###\n",
      "############################################################\n",
      "\n",
      "   General:\n",
      "      Telescope name     => EVLA\n",
      "      Antenna name       => ea15\n",
      "      Station            => N04\n",
      "      Reference antennas => ['ea23 @ N08']\n",
      "      Source             => HOLORASTER\n",
      "      Phase center       => 16h42m58.810s +39°48m36.990s [FK5]\n",
      "      Az el info         => @ l,m = (0,0), Az, El = (294.3, 45.4) [deg]\n",
      "      Start time         => 25 Nov 2025, 23:10:56 (UTC)\n",
      "      Stop time          => 25 Nov 2025, 23:20:42 (UTC)\n",
      "      Duration           => 9 min, 46.05 sec\n",
      "\n",
      "   Spectral:\n",
      "      Channel width      => 128.000 MHz\n",
      "      Frequency range    => 21.315 GHz to 21.443 GHz\n",
      "      Number of channels => 1\n",
      "      Rep. frequency     => 21.380 GHz\n",
      "      Rep. wavelength    => 1.402 cm\n",
      "\n",
      "   Beam:\n",
      "      Cell size          => 1.64 amin\n",
      "      Grid size          => 13 by 13 pixels\n",
      "      L extent           => From -9.87 amin to 9.83 amin\n",
      "      M extent           => From -9.80 amin to 9.89 amin\n",
      "\n",
      "   cut_0:\n",
      "      El. cut (S -> N) at 2025-11-25 23:16 UTC\n",
      "\n",
      "   cut_1:\n",
      "      Az. cut (W -> E) at 2025-11-25 23:19 UTC\n",
      "\n",
      "############################################################\n",
      "###                   ant_ea15, ddi_1                    ###\n",
      "############################################################\n",
      "\n",
      "   General:\n",
      "      Telescope name     => EVLA\n",
      "      Antenna name       => ea15\n",
      "      Station            => N04\n",
      "      Reference antennas => ['ea23 @ N08']\n",
      "      Source             => HOLORASTER\n",
      "      Phase center       => 16h42m58.810s +39°48m36.990s [FK5]\n",
      "      Az el info         => @ l,m = (0,0), Az, El = (294.3, 45.4) [deg]\n",
      "      Start time         => 25 Nov 2025, 23:10:56 (UTC)\n",
      "      Stop time          => 25 Nov 2025, 23:20:42 (UTC)\n",
      "      Duration           => 9 min, 46.05 sec\n",
      "\n",
      "   Spectral:\n",
      "      Channel width      => 128.000 MHz\n",
      "      Frequency range    => 21.443 GHz to 21.571 GHz\n",
      "      Number of channels => 1\n",
      "      Rep. frequency     => 21.508 GHz\n",
      "      Rep. wavelength    => 1.394 cm\n",
      "\n",
      "   Beam:\n",
      "      Cell size          => 1.63 amin\n",
      "      Grid size          => 13 by 13 pixels\n",
      "      L extent           => From -9.87 amin to 9.83 amin\n",
      "      M extent           => From -9.80 amin to 9.89 amin\n",
      "\n",
      "   cut_0:\n",
      "      El. cut (S -> N) at 2025-11-25 23:16 UTC\n",
      "\n",
      "   cut_1:\n",
      "      Az. cut (W -> E) at 2025-11-25 23:19 UTC\n",
      "\n",
      "############################################################\n",
      "###                   ant_ea17, ddi_0                    ###\n",
      "############################################################\n",
      "\n",
      "   General:\n",
      "      Telescope name     => EVLA\n",
      "      Antenna name       => ea17\n",
      "      Station            => W04\n",
      "      Reference antennas => ['ea11 @ W08']\n",
      "      Source             => HOLORASTER\n",
      "      Phase center       => 16h42m58.810s +39°48m36.990s [FK5]\n",
      "      Az el info         => @ l,m = (0,0), Az, El = (294.2, 45.4) [deg]\n",
      "      Start time         => 25 Nov 2025, 23:10:56 (UTC)\n",
      "      Stop time          => 25 Nov 2025, 23:20:42 (UTC)\n",
      "      Duration           => 9 min, 46.05 sec\n",
      "\n",
      "   Spectral:\n",
      "      Channel width      => 128.000 MHz\n",
      "      Frequency range    => 21.315 GHz to 21.443 GHz\n",
      "      Number of channels => 1\n",
      "      Rep. frequency     => 21.380 GHz\n",
      "      Rep. wavelength    => 1.402 cm\n",
      "\n",
      "   Beam:\n",
      "      Cell size          => 1.64 amin\n",
      "      Grid size          => 13 by 13 pixels\n",
      "      L extent           => From -9.88 amin to 9.85 amin\n",
      "      M extent           => From -9.88 amin to 9.87 amin\n",
      "\n",
      "   cut_0:\n",
      "      El. cut (S -> N) at 2025-11-25 23:16 UTC\n",
      "\n",
      "   cut_1:\n",
      "      Az. cut (W -> E) at 2025-11-25 23:19 UTC\n",
      "\n",
      "############################################################\n",
      "###                   ant_ea17, ddi_1                    ###\n",
      "############################################################\n",
      "\n",
      "   General:\n",
      "      Telescope name     => EVLA\n",
      "      Antenna name       => ea17\n",
      "      Station            => W04\n",
      "      Reference antennas => ['ea11 @ W08']\n",
      "      Source             => HOLORASTER\n",
      "      Phase center       => 16h42m58.810s +39°48m36.990s [FK5]\n",
      "      Az el info         => @ l,m = (0,0), Az, El = (294.2, 45.4) [deg]\n",
      "      Start time         => 25 Nov 2025, 23:10:56 (UTC)\n",
      "      Stop time          => 25 Nov 2025, 23:20:42 (UTC)\n",
      "      Duration           => 9 min, 46.05 sec\n",
      "\n",
      "   Spectral:\n",
      "      Channel width      => 128.000 MHz\n",
      "      Frequency range    => 21.443 GHz to 21.571 GHz\n",
      "      Number of channels => 1\n",
      "      Rep. frequency     => 21.508 GHz\n",
      "      Rep. wavelength    => 1.394 cm\n",
      "\n",
      "   Beam:\n",
      "      Cell size          => 1.63 amin\n",
      "      Grid size          => 13 by 13 pixels\n",
      "      L extent           => From -9.88 amin to 9.85 amin\n",
      "      M extent           => From -9.88 amin to 9.87 amin\n",
      "\n",
      "   cut_0:\n",
      "      El. cut (S -> N) at 2025-11-25 23:16 UTC\n",
      "\n",
      "   cut_1:\n",
      "      Az. cut (W -> E) at 2025-11-25 23:19 UTC\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "beamcut_mds.observation_summary(\"data/beamcut_summary.txt\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "16966dd52055f8d7",
   "metadata": {},
   "source": [
    "### Interacting with datatree\n",
    "\n",
    "Below its is shown how to interact directly with the data tree contained in the beamcut_mds by simply especifying the keys of interest to arrive at the desired xarray dataset."
   ]
  },
  {
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       "  grid-column: 1 / -1;\n",
       "  padding-top: 4px;\n",
       "}\n",
       "\n",
       ".xr-group-box {\n",
       "  display: inline-grid;\n",
       "  grid-template-columns: 0px 30px auto;\n",
       "}\n",
       "\n",
       ".xr-group-box-vline {\n",
       "  grid-column-start: 1;\n",
       "  border-right: 0.2em solid;\n",
       "  border-color: var(--xr-border-color);\n",
       "  width: 0px;\n",
       "}\n",
       "\n",
       ".xr-group-box-hline {\n",
       "  grid-column-start: 2;\n",
       "  grid-row-start: 1;\n",
       "  height: 1em;\n",
       "  width: 26px;\n",
       "  border-bottom: 0.2em solid;\n",
       "  border-color: var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-group-box-contents {\n",
       "  grid-column-start: 3;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > label::before {\n",
       "  content: \"📂\";\n",
       "  padding-right: 0.3em;\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > input:checked + label::before {\n",
       "  content: \"📁\";\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > input:checked + label {\n",
       "  padding-bottom: 0px;\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > input:checked ~ .xr-sections {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > input + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-group-box-ellipsis {\n",
       "  font-size: 1.4em;\n",
       "  font-weight: 900;\n",
       "  color: var(--xr-font-color2);\n",
       "  letter-spacing: 0.15em;\n",
       "  cursor: default;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: \"(\";\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: \")\";\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: \",\";\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  border-color: var(--xr-background-color-row-odd);\n",
       "  margin-bottom: 0;\n",
       "  padding-top: 2px;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "  border-color: var(--xr-background-color-row-even);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  border-top: 2px dotted var(--xr-background-color);\n",
       "  padding-bottom: 20px !important;\n",
       "  padding-top: 10px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataTree &#x27;cut_0&#x27;&gt;\n",
       "Group: /ant_ea17/ddi_0/cut_0\n",
       "    Dimensions:       (lm_dist: 487, time: 487, lm: 2)\n",
       "    Coordinates:\n",
       "      * lm_dist       (lm_dist) float64 4kB -0.002873 -0.002863 ... 0.002871\n",
       "      * time          (time) float64 4kB 5.271e+09 5.271e+09 ... 5.271e+09 5.271e+09\n",
       "    Dimensions without coordinates: lm\n",
       "    Data variables:\n",
       "        LL_amp_fit    (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        LL_amplitude  (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        LL_phase      (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        LL_weight     (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        RR_amp_fit    (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        RR_amplitude  (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        RR_phase      (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        RR_weight     (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        lm_offsets    (time, lm) float64 8kB dask.array&lt;chunksize=(487, 2), meta=np.ndarray&gt;\n",
       "    Attributes: (12/19)\n",
       "        LL_amp_fit_pars:           [-0.002077188416236446, 0.16536998916703435, 0...\n",
       "        LL_first_side_lobe_ratio:  0.9506975352626932\n",
       "        LL_fit_succeeded:          True\n",
       "        LL_n_peaks:                5\n",
       "        LL_pb_center:              2.0066879978481143e-05\n",
       "        LL_pb_fwhm:                0.0007089940968770643\n",
       "        ...                        ...\n",
       "        available_corrs:           [&#x27;RR&#x27;, &#x27;LL&#x27;]\n",
       "        direction:                 El. cut (S -&gt; N)\n",
       "        lm_angle:                  8.043802534404697e-06\n",
       "        scan_number:               8\n",
       "        time_string:               2025-11-25 23:16\n",
       "        xlabel:                    Elevation offset</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataTree</div><div class='xr-obj-name'>&#x27;cut_0&#x27;</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-21484b81-b767-4332-a06b-dce3aed56e95' class='xr-section-summary-in' type='checkbox' disabled /><label for='section-21484b81-b767-4332-a06b-dce3aed56e95' class='xr-section-summary'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lm_dist</span>: 487</li><li><span class='xr-has-index'>time</span>: 487</li><li><span>lm</span>: 2</li></ul></div></li><li class='xr-section-item'><input id='section-b8b42e5b-113b-4dc5-92e6-276292c20493' class='xr-section-summary-in' type='checkbox' checked /><label for='section-b8b42e5b-113b-4dc5-92e6-276292c20493' class='xr-section-summary' title='Expand/collapse section'>Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lm_dist</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-0.002873 -0.002863 ... 0.002871</div><input id='attrs-054a893f-3517-48f8-b031-d28b096073d9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-054a893f-3517-48f8-b031-d28b096073d9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-81d54fae-50c7-4d4a-bf09-2ce7d5aa8228' class='xr-var-data-in' type='checkbox'><label for='data-81d54fae-50c7-4d4a-bf09-2ce7d5aa8228' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-0.002873, -0.002863, -0.002849, ...,  0.002855,  0.002869,  0.002871],\n",
       "      shape=(487,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.271e+09 5.271e+09 ... 5.271e+09</div><input id='attrs-2093c390-0f68-4bc4-abd2-3f282e9394f8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2093c390-0f68-4bc4-abd2-3f282e9394f8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-945ef861-cd60-44d1-bd07-510041eba5ed' class='xr-var-data-in' type='checkbox'><label for='data-945ef861-cd60-44d1-bd07-510041eba5ed' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([5.270829e+09, 5.270829e+09, 5.270829e+09, ..., 5.270829e+09,\n",
       "       5.270829e+09, 5.270829e+09], shape=(487,))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4698aac4-7c7e-4a03-a2e7-53b83846ef82' class='xr-section-summary-in' type='checkbox' checked /><label for='section-4698aac4-7c7e-4a03-a2e7-53b83846ef82' class='xr-section-summary' title='Expand/collapse section'>Data variables: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>LL_amp_fit</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-2227e212-f446-41f0-b4cf-36e450ee70d5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2227e212-f446-41f0-b4cf-36e450ee70d5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d28bb2ca-685e-476b-9ec6-837d36ba522a' class='xr-var-data-in' type='checkbox'><label for='data-d28bb2ca-685e-476b-9ec6-837d36ba522a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"75\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"25\" x2=\"120\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,25.412616514582485 0.0,25.412616514582485\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.0\" y=\"45.41261651458248\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >487</text>\n",
       "  <text x=\"140.0\" y=\"12.706308257291242\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(0,140.0,12.706308257291242)\">1</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LL_amplitude</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-c7ee9cf7-91df-4c95-80ba-27c1d5bcb05b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c7ee9cf7-91df-4c95-80ba-27c1d5bcb05b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8120e4bb-8bdc-4c9e-96c1-3e03a0c18738' class='xr-var-data-in' type='checkbox'><label for='data-8120e4bb-8bdc-4c9e-96c1-3e03a0c18738' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"75\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LL_phase</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-142c3075-e25d-4ee1-8b29-0e2f88510a39' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-142c3075-e25d-4ee1-8b29-0e2f88510a39' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-62e0f1b6-53b2-433c-9c60-2fafe9954d8a' class='xr-var-data-in' type='checkbox'><label for='data-62e0f1b6-53b2-433c-9c60-2fafe9954d8a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "            </table>\n",
       "        </td>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LL_weight</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-7fc7201d-df15-4755-944a-ce08530f6a22' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7fc7201d-df15-4755-944a-ce08530f6a22' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4d46ddab-7b82-41bc-a2fe-2d0577f46947' class='xr-var-data-in' type='checkbox'><label for='data-4d46ddab-7b82-41bc-a2fe-2d0577f46947' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RR_amp_fit</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-3df6abaa-a75a-4548-8d20-27bdf3f280df' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3df6abaa-a75a-4548-8d20-27bdf3f280df' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-84edcb91-867f-4f3d-b8ed-1d82a4da7d12' class='xr-var-data-in' type='checkbox'><label for='data-84edcb91-867f-4f3d-b8ed-1d82a4da7d12' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RR_amplitude</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-9badad66-996b-4f51-a440-962bba61277e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9badad66-996b-4f51-a440-962bba61277e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-006ce53a-5800-40b0-8efa-c266a824cb7a' class='xr-var-data-in' type='checkbox'><label for='data-006ce53a-5800-40b0-8efa-c266a824cb7a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"75\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RR_phase</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-61b0f9d5-36b2-4f38-9afa-d53a020b41b5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-61b0f9d5-36b2-4f38-9afa-d53a020b41b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-86c0efa7-2e67-4c5a-86d6-98e6bf029775' class='xr-var-data-in' type='checkbox'><label for='data-86c0efa7-2e67-4c5a-86d6-98e6bf029775' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RR_weight</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-eef356e9-c83c-4357-acff-3dc7b6bd56ef' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-eef356e9-c83c-4357-acff-3dc7b6bd56ef' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66ca8817-0113-45c3-81af-cfa8295b8f28' class='xr-var-data-in' type='checkbox'><label for='data-66ca8817-0113-45c3-81af-cfa8295b8f28' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "                        <th> Array </th>\n",
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       "                <tbody>\n",
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       "                        <th> Bytes </th>\n",
       "                        <td> 7.61 kiB </td>\n",
       "                        <td> 7.61 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
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       "                        <td> (487, 2) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
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       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-d7f67581-287a-4fc3-9b00-ec2694b8ea3c' class='xr-section-summary-in' type='checkbox' /><label for='section-d7f67581-287a-4fc3-9b00-ec2694b8ea3c' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(19)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>LL_amp_fit_pars :</span></dt><dd>[-0.002077188416236446, 0.16536998916703435, 0.0008291006096586255, -0.0009639042956654011, 0.2787790749459768, 0.0003644891362632259, 2.0066879978481143e-05, 1.4063135656200894, 0.0007089940968770643, 0.0010141894114805263, 0.29323634973866386, 0.000383165104338379, 0.0021489458461766055, 0.10410575598378764, 0.0008429050481333422]</dd><dt><span>LL_first_side_lobe_ratio :</span></dt><dd>0.9506975352626932</dd><dt><span>LL_fit_succeeded :</span></dt><dd>True</dd><dt><span>LL_n_peaks :</span></dt><dd>5</dd><dt><span>LL_pb_center :</span></dt><dd>2.0066879978481143e-05</dd><dt><span>LL_pb_fwhm :</span></dt><dd>0.0007089940968770643</dd><dt><span>RR_amp_fit_pars :</span></dt><dd>[-0.0021316096026684815, 0.09238087654730681, 0.00090702646839934, -0.000982669619241638, 0.1731844267726866, 0.000357392991003144, -8.414861942722638e-07, 0.9994586890538397, 0.0007031744006022006, 0.0009892243467155973, 0.23399602960375432, 0.0003935763856637953, 0.0021426911418759146, 0.09818246493333475, 0.000814346812439772]</dd><dt><span>RR_first_side_lobe_ratio :</span></dt><dd>0.7401169458556829</dd><dt><span>RR_fit_succeeded :</span></dt><dd>True</dd><dt><span>RR_n_peaks :</span></dt><dd>5</dd><dt><span>RR_pb_center :</span></dt><dd>-8.414861942722638e-07</dd><dt><span>RR_pb_fwhm :</span></dt><dd>0.0007031744006022006</dd><dt><span>all_corr_ymax :</span></dt><dd>1.3963857259532568</dd><dt><span>available_corrs :</span></dt><dd>[&#x27;RR&#x27;, &#x27;LL&#x27;]</dd><dt><span>direction :</span></dt><dd>El. cut (S -&gt; N)</dd><dt><span>lm_angle :</span></dt><dd>8.043802534404697e-06</dd><dt><span>scan_number :</span></dt><dd>8</dd><dt><span>time_string :</span></dt><dd>2025-11-25 23:16</dd><dt><span>xlabel :</span></dt><dd>Elevation offset</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataTree 'cut_0'>\n",
       "Group: /ant_ea17/ddi_0/cut_0\n",
       "    Dimensions:       (lm_dist: 487, time: 487, lm: 2)\n",
       "    Coordinates:\n",
       "      * lm_dist       (lm_dist) float64 4kB -0.002873 -0.002863 ... 0.002871\n",
       "      * time          (time) float64 4kB 5.271e+09 5.271e+09 ... 5.271e+09 5.271e+09\n",
       "    Dimensions without coordinates: lm\n",
       "    Data variables:\n",
       "        LL_amp_fit    (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        LL_amplitude  (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        LL_phase      (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        LL_weight     (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        RR_amp_fit    (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        RR_amplitude  (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        RR_phase      (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        RR_weight     (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        lm_offsets    (time, lm) float64 8kB dask.array<chunksize=(487, 2), meta=np.ndarray>\n",
       "    Attributes: (12/19)\n",
       "        LL_amp_fit_pars:           [-0.002077188416236446, 0.16536998916703435, 0...\n",
       "        LL_first_side_lobe_ratio:  0.9506975352626932\n",
       "        LL_fit_succeeded:          True\n",
       "        LL_n_peaks:                5\n",
       "        LL_pb_center:              2.0066879978481143e-05\n",
       "        LL_pb_fwhm:                0.0007089940968770643\n",
       "        ...                        ...\n",
       "        available_corrs:           ['RR', 'LL']\n",
       "        direction:                 El. cut (S -> N)\n",
       "        lm_angle:                  8.043802534404697e-06\n",
       "        scan_number:               8\n",
       "        time_string:               2025-11-25 23:16\n",
       "        xlabel:                    Elevation offset"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ea17_ddi_0 = beamcut_mds[\"ant_ea17\"][\"ddi_0\"][\"cut_0\"]\n",
    "\n",
    "ea17_ddi_0"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "735fd58637f7a725",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-12-30T19:29:14.538870513Z",
     "start_time": "2025-12-30T19:29:14.395954201Z"
    }
   },
   "source": [
    "### Creating beam cut  plots\n",
    "\n",
    "Creating plots from the data in a beamcut_mds can be done by using the plotting methods.\n",
    "\n",
    "#### Beamcut Sky coverage\n",
    "The first of these methods is `plot_beam_cuts_over_sky` which creates a plot of all pointings for each antenna and DDI combination, colored by cut (scan)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "66db2ab621d41558",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:30.689149745Z",
     "start_time": "2026-02-10T16:51:29.354772800Z"
    },
    "execution": {
     "iopub.execute_input": "2026-06-08T22:29:57.149025Z",
     "iopub.status.busy": "2026-06-08T22:29:57.148971Z",
     "iopub.status.idle": "2026-06-08T22:29:57.347646Z",
     "shell.execute_reply": "2026-06-08T22:29:57.347212Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x640 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "beamcut_exports = \"beamcut_exports\"\n",
    "\n",
    "beamcut_mds.plot_beam_cuts_over_sky(\n",
    "    beamcut_exports,\n",
    "    ant=\"ea17\",\n",
    "    ddi=0,\n",
    "    display=True,\n",
    "    parallel=False,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "859b3f7305664412",
   "metadata": {},
   "source": [
    "#### Amplitude plots\n",
    "\n",
    "The next plotting method is `plot_beamcut_in_amplitude` which plots the beamcut data in amplitude for each correlation and cut while identifying the lobes marked in the report.\n",
    "Key properties are also shown, the primary beam offset, FWHM and the first side lobe ratio (FSLR)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "93c2dcb878f3bf44",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:33.642047977Z",
     "start_time": "2026-02-10T16:51:30.711019667Z"
    },
    "execution": {
     "iopub.execute_input": "2026-06-08T22:29:57.348665Z",
     "iopub.status.busy": "2026-06-08T22:29:57.348605Z",
     "iopub.status.idle": "2026-06-08T22:29:58.042699Z",
     "shell.execute_reply": "2026-06-08T22:29:58.042353Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x900 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "beamcut_mds.plot_beamcut_in_amplitude(\n",
    "    beamcut_exports,\n",
    "    ant=\"ea17\",\n",
    "    ddi=0,\n",
    "    display=True,\n",
    "    parallel=False,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9dbbc772-5f28-4c48-8d5a-e1431daffa66",
   "metadata": {},
   "source": [
    "#### Phase plots\n",
    "\n",
    "Another way of visualizing a beam cut is through the `plot_beamcut_in_phase` method. Here the phase accross the beam cut is plotted which can give important hints to disentangle between focal plane misalignments and pointing errors. Also present in this plot is the multi-gaussian fit to the primary beam in amplitude, which help identify when phase regimes change, usually at at null."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "144effa1-c69d-49a4-a24a-9b9b9bf5eebc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-06-08T22:29:58.044232Z",
     "iopub.status.busy": "2026-06-08T22:29:58.044156Z",
     "iopub.status.idle": "2026-06-08T22:29:58.584225Z",
     "shell.execute_reply": "2026-06-08T22:29:58.583868Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x900 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "beamcut_mds.plot_beamcut_in_phase(\n",
    "    beamcut_exports,\n",
    "    ant=\"ea17\",\n",
    "    ddi=0,\n",
    "    display=True,\n",
    "    parallel=False,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a93f11dd2b7f172a",
   "metadata": {},
   "source": [
    "#### Attenuation plots\n",
    "\n",
    "The remaining plotting method is `plot_beamcut_in_attenuation` which plots each cut in attenuation in a way that let us compare the parallel hands directly.\n",
    "Also present in this plot are the primary beam offset, FWHM and the first side lobe ratio (FSLR), however the numbers shown here are the average between the 2 parallel hands."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "1a02cb9ae7df404f",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:35.193027248Z",
     "start_time": "2026-02-10T16:51:33.672152538Z"
    },
    "execution": {
     "iopub.execute_input": "2026-06-08T22:29:58.585319Z",
     "iopub.status.busy": "2026-06-08T22:29:58.585253Z",
     "iopub.status.idle": "2026-06-08T22:29:58.868582Z",
     "shell.execute_reply": "2026-06-08T22:29:58.868115Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x900 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "beamcut_mds.plot_beamcut_in_attenuation(\n",
    "    beamcut_exports,\n",
    "    ant=\"ea17\",\n",
    "    ddi=0,\n",
    "    display=True,\n",
    "    parallel=False,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e86bd0893364b0b6",
   "metadata": {},
   "source": [
    "#### Create report on beam cut gaussian fit\n",
    "\n",
    "Lastly, `create_beam_fit_report` produces a report with the fitted parameters to each of the lobes present in the beam."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "51fbea7b61c7181",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:35.355598975Z",
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     "text": [
      "- Beam cut for EA17, DDI 0, $\\nu$ = 21.380 GHz, Az ~ 294.3 deg, El ~ 45.5 deg\n",
      "\n",
      "  - RR El. cut (S -> N), 2025-11-25 23:16 UTC, Beam fit results:\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | Id | Center [amin] | Amplitude [ ] | FWHM [amin] | Attenuation [dB] |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | 1) |     -7.328    |     0.092     |    3.118    |     -10.275      |\n",
      "    | 2) |     -3.378    |     0.173     |    1.229    |      -7.546      |\n",
      "    | 3) |     -0.003    |     0.999     |    2.417    |      0.066       |\n",
      "    | 4) |     3.401     |     0.234     |    1.353    |      -6.239      |\n",
      "    | 5) |     7.366     |     0.098     |    2.800    |     -10.011      |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "\n",
      "  - LL El. cut (S -> N), 2025-11-25 23:16 UTC, Beam fit results:\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | Id | Center [amin] | Amplitude [ ] | FWHM [amin] | Attenuation [dB] |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | 1) |     -7.141    |     0.165     |    2.850    |      -9.265      |\n",
      "    | 2) |     -3.314    |     0.279     |    1.253    |      -6.997      |\n",
      "    | 3) |     0.069     |     1.406     |    2.437    |      0.031       |\n",
      "    | 4) |     3.487     |     0.293     |    1.317    |      -6.778      |\n",
      "    | 5) |     7.388     |     0.104     |    2.898    |     -11.275      |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "\n",
      "  - RR Az. cut (W -> E), 2025-11-25 23:19 UTC, Beam fit results:\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | Id | Center [amin] | Amplitude [ ] | FWHM [amin] | Attenuation [dB] |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | 1) |     -7.481    |     0.078     |    2.799    |     -11.231      |\n",
      "    | 2) |     -3.509    |     0.227     |    1.297    |      -6.606      |\n",
      "    | 3) |     -0.055    |     1.047     |    2.460    |      0.030       |\n",
      "    | 4) |     3.314     |     0.241     |    1.375    |      -6.343      |\n",
      "    | 5) |     7.251     |     0.100     |    2.646    |     -10.191      |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "\n",
      "  - LL Az. cut (W -> E), 2025-11-25 23:19 UTC, Beam fit results:\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | Id | Center [amin] | Amplitude [ ] | FWHM [amin] | Attenuation [dB] |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | 1) |     -7.382    |     0.070     |    3.511    |     -11.667      |\n",
      "    | 2) |     -3.413    |     0.219     |    1.317    |      -6.734      |\n",
      "    | 3) |     0.025     |     1.044     |    2.448    |      0.055       |\n",
      "    | 4) |     3.396     |     0.233     |    1.371    |      -6.459      |\n",
      "    | 5) |     7.221     |     0.105     |    2.515    |      -9.916      |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "\n"
     ]
    }
   ],
   "source": [
    "beamcut_mds.create_beam_fit_report(beamcut_exports, ant=\"ea17\", ddi=0, parallel=False)\n",
    "\n",
    "with open(\"beamcut_exports/beamcut_report_ant_ea17_ddi_0.txt\", \"r\") as infile:\n",
    "    for line in infile:\n",
    "        print(line[:-1])"
   ]
  },
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   "execution_count": 14,
   "id": "3d73b3ae48ba362c",
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    "if parallel:\n",
    "    client.close()"
   ]
  }
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