{ "cells": [ { "cell_type": "markdown", "id": "fd7ece83-693c-4b17-9ae5-d8123cbd3be6", "metadata": {}, "source": [ "# Polarstern overflights\n", "During the ACLOUD/PASCAL campaign, overflights of the Polar aircraft across research vessel Polarstern have been conducted. The following example shows, how to work with Polarstern overflights easily.\n", "\n", "```{image} ../img/polarstern_acloud_pascal.jpg\n", ":alt: Polarstern\n", ":class: bg-primary mb-1\n", ":width: 400px\n", ":align: center\n", "```" ] }, { "cell_type": "code", "execution_count": 1, "id": "8516de76-7739-4c03-9b04-ec5fdbca115d", "metadata": {}, "outputs": [], "source": [ "import cartopy.crs as ccrs\n", "import matplotlib.pyplot as plt\n", "import xarray as xr\n", "import pandas as pd\n", "import numpy as np\n", "import matplotlib.colors as mcolors\n", "import ipyleaflet\n", "from ipywidgets import interact, widgets, Layout\n", "from simplification.cutil import simplify_coords_idx\n", "import ac3airborne\n", "plt.style.use(\"../mplstyle/book\")" ] }, { "cell_type": "markdown", "id": "c6adadad-755b-4ec7-afb6-3d4cfc85dc5a", "metadata": {}, "source": [ "At first we load the flight-phase separation and the intake catalog." ] }, { "cell_type": "code", "execution_count": 2, "id": "976c3f8c-bfe8-4cfe-9426-b9c7bc66f9ae", "metadata": {}, "outputs": [], "source": [ "meta = ac3airborne.get_flight_segments()\n", "cat = ac3airborne.get_intake_catalog()" ] }, { "cell_type": "markdown", "id": "ddd131ac-47ba-47a9-b86a-0072bc94bb0d", "metadata": {}, "source": [ "## Track of Polarstern during PASCAL\n", "### Read data\n", "The track of Polarstern is available on the PANGAEA data base with a resolution of 1 second. More information about the dataset can be found in \n", "[Macke et al. (2017)](https://doi.org/10.1594/PANGAEA.881579).\n", "We import the dataset using the ac3airborne intake-catalog. " ] }, { "cell_type": "code", "execution_count": 3, "id": "83ab868a-0eb2-4bc5-be6b-3e7a67367903", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.Dataset>\n",
       "Dimensions:  (time: 2412000)\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 2017-05-24T10:00:01 ... 2017-06-21T08:00:00\n",
       "Data variables:\n",
       "    lat      (time) float64 53.57 53.57 53.57 53.57 ... 78.23 78.23 78.23 78.23\n",
       "    lon      (time) float64 8.555 8.555 8.555 8.555 ... 15.65 15.65 15.65 15.65
" ], "text/plain": [ "\n", "Dimensions: (time: 2412000)\n", "Coordinates:\n", " * time (time) datetime64[ns] 2017-05-24T10:00:01 ... 2017-06-21T08:00:00\n", "Data variables:\n", " lat (time) float64 53.57 53.57 53.57 53.57 ... 78.23 78.23 78.23 78.23\n", " lon (time) float64 8.555 8.555 8.555 8.555 ... 15.65 15.65 15.65 15.65" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds_pol = cat['ACLOUD']['Polarstern']['TRACK']['PASCAL'].read().set_index('time').to_xarray()\n", "ds_pol" ] }, { "cell_type": "markdown", "id": "4ce0adad-49d4-4ef7-a47c-ebae1429c6bc", "metadata": {}, "source": [ "### Plot Polarstern track\n", "To get an overview of the track during the PASCAL campaign, we plot the Polarstern track on interactive map. The campaign took place from 2017-05-24 (start in Bremerhaven) to 2017-06-21 (end in Longyearbyen)." ] }, { "cell_type": "code", "execution_count": 4, "id": "c93dc026-6b30-4431-8654-ad395eb164bf", "metadata": {}, "outputs": [], "source": [ "dates = pd.date_range('2017-05-24', '2017-06-21', freq='1D').date" ] }, { "cell_type": "code", "execution_count": 5, "id": "8aa0cf9c-c9d8-41ad-8db9-9e72048a967f", "metadata": {}, "outputs": [], "source": [ "def simplify_dataset(ds, tolerance):\n", " indices_to_take = simplify_coords_idx(np.stack([ds.lat.values, ds.lon.values], axis=1), tolerance)\n", " return ds.isel(time=indices_to_take)" ] }, { "cell_type": "code", "execution_count": 6, "id": "d683c885-aaf3-488d-bf7f-710c5e38f84d", "metadata": {}, "outputs": [], "source": [ "# define colors for each day\n", "colors = [mcolors.to_hex(c)\n", " for c in plt.cm.inferno(np.linspace(0, 1, len(dates)))]" ] }, { "cell_type": "code", "execution_count": 7, "id": "00f3d2d8-ba19-485a-a8ca-be4e9beb56a6", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "984f18b80d3c43f9b2fc8541f665f38a", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Map(center=[80.0, 6], controls=(ZoomControl(options=['position', 'zoom_in_text', 'zoom_in_title', 'zoom_out_te…" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "m = ipyleaflet.Map(basemap=ipyleaflet.basemaps.Esri.NatGeoWorldMap,\n", " center=(80., 6), zoom=3,\n", " scroll_wheel_zoom=True)\n", "\n", "for date, color in zip(dates, colors):\n", " \n", " # reduce dataset for plotting\n", " ds_reduced = simplify_dataset(ds_pol.sel(time=str(date)), tolerance=1e-5)\n", " \n", " track = ipyleaflet.Polyline(\n", " locations=np.stack([ds_reduced.lat.values, \n", " ds_reduced.lon.values], axis=1).tolist(), \n", " color=color,\n", " fill=False,\n", " weight=2,\n", " name=str(date))\n", " \n", " m.add_layer(track)\n", " \n", "m.add_control(ipyleaflet.ScaleControl(position='bottomleft'))\n", "m.add_control(ipyleaflet.LayersControl(position='topright'))\n", "m.add_control(ipyleaflet.FullScreenControl())\n", "display(m)" ] }, { "cell_type": "markdown", "id": "41bb5e01-1fcb-4637-94a1-2dd515c922d5", "metadata": {}, "source": [ "## Flights near Polarstern\n", "With the `flight-phase-separation`, we can easily work with Polarstern overflights. At first we list all flights, which contain a co-location between Polar5 and Polarstern within 15 km." ] }, { "cell_type": "code", "execution_count": 8, "id": "82433802-e635-4829-9340-2f962c922299", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ACLOUD_P5_RF10: ['Polarstern overflight with racetrack pattern']\n", "ACLOUD_P5_RF11: ['Polarstern overflight with cross pattern']\n", "ACLOUD_P5_RF13: ['Polarstern overflight with cross pattern']\n", "ACLOUD_P5_RF14: ['Polarstern overflight with cross pattern']\n", "ACLOUD_P5_RF17: ['Polarstern overflight with racetrack pattern']\n", "ACLOUD_P5_RF18: ['Polarstern overflight with cross pattern']\n", "ACLOUD_P5_RF20: ['Polarstern overflight with cross pattern']\n", "ACLOUD_P5_RF21: ['Polarstern overflight with cross pattern']\n" ] } ], "source": [ "for flight_id, flight in meta['ACLOUD']['P5'].items():\n", " \n", " polarstern_remark = [event for event in flight['events'] \n", " if 'Polarstern' in event]\n", " \n", " if len(polarstern_remark) > 0:\n", " print(f'{flight_id}: {polarstern_remark}')" ] }, { "cell_type": "markdown", "id": "4ee8f20b-cec2-4812-9656-f880f8b71d2b", "metadata": {}, "source": [ "## Segments near Polarstern\n", "Similarly, we can find the individual segments, which were within 15 km of the research vessel Polarstern." ] }, { "cell_type": "code", "execution_count": 9, "id": "70079cf8-9441-4d24-91a5-da0ded68efd8", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ACLOUD_P5_RF10: ll12, rt01, la01\n", "ACLOUD_P5_RF11: hl06, hl07, cr02, hl08\n", "ACLOUD_P5_RF13: hl02, cr01, ld01, ll01\n", "ACLOUD_P5_RF14: hl05, cr01, ld01, la01\n", "ACLOUD_P5_RF17: ld01, ll01, ll02, ll03, ll04, ll05, rt01, ll06\n", "ACLOUD_P5_RF18: hl02, hl03, cr01\n", "ACLOUD_P5_RF20: cr01, ho01, la01\n", "ACLOUD_P5_RF21: ld02, ll06, ll07, ll08, ll09, sa04, ll10, ll11, ll12, la02, cr01\n" ] } ], "source": [ "for flight_id, flight in meta['ACLOUD']['P5'].items():\n", " \n", " polarstern_segment_id = [seg['segment_id'] for seg in flight['segments']\n", " if seg.get('kinds') is not None\n", " if 'polarstern_overflight' in seg['kinds']]\n", " \n", " if len(polarstern_segment_id) > 0:\n", " segments = ', '.join([seg.split('_')[-1] for seg in polarstern_segment_id])\n", " print(f'{flight_id}: {segments}')" ] }, { "cell_type": "markdown", "id": "949cbb13-b346-4c5d-a1b9-27e66fd213f5", "metadata": {}, "source": [ "## Flight duration near Polarstern\n", "To calculate the distance in km between the aircraft and Polarstern, we project the coordinates into the UTM 33N reference system. Then, we can calculate the distance for each time step. " ] }, { "cell_type": "code", "execution_count": 10, "id": "1732dda4-a0a9-4f1b-b24b-3d1224667e36", "metadata": {}, "outputs": [], "source": [ "def dist2polarstern(ds_gps, ds_pol):\n", " \"\"\"\n", " Calculate distance of aircraft to Polarstern in\n", " UTM 33 coordinates\n", " \"\"\"\n", " \n", " # read coordinate systems\n", " crs_g = ccrs.PlateCarree()\n", " crs_p = ccrs.UTM(zone='33')\n", "\n", " # aircraft: geographic --> projected\n", " aircraft_g = np.stack([ds_gps.lon.values,\n", " ds_gps.lat.values], axis=1)\n", " ix = ~np.isnan(aircraft_g).any(axis=1)\n", " aircraft_g = aircraft_g[ix, :]\n", " aircraft_p = crs_p.transform_points(x=aircraft_g[:, 0], \n", " y=aircraft_g[:, 1], \n", " src_crs=crs_g)\n", " \n", " \n", " # polarstern: geographic --> projected\n", " ds_pol = ds_pol.sel(time=ds_gps.time[ix])\n", " polarstern_g = np.stack([ds_pol.lon.values,\n", " ds_pol.lat.values], axis=1)\n", " polarstern_p = crs_p.transform_points(x=polarstern_g[:, 0], \n", " y=polarstern_g[:, 1], \n", " src_crs=crs_g)\n", " \n", " # distance between polarstern and aircraft in km\n", " d = np.linalg.norm(aircraft_p-polarstern_p, axis=1) * 1e-3\n", " \n", " ds = xr.Dataset()\n", " ds['time'] = ds_gps.time[ix].values\n", " ds['dist'] = (('time'), d)\n", " \n", " return ds" ] }, { "cell_type": "code", "execution_count": 11, "id": "9d97ec91-e74e-437a-a690-48f15218b62b", "metadata": {}, "outputs": [], "source": [ "flights_polarstern = np.array([])\n", "times_polarstern = np.array([])\n", "\n", "for flight_id, flight in meta['ACLOUD']['P5'].items():\n", " \n", " # skip dates before and after polarstern cruise\n", " if flight['date'] not in dates:\n", " continue\n", " \n", " # read gps data of flight\n", " ds_gps = cat['ACLOUD']['P5']['GPS_INS'][flight_id].to_dask()\n", " \n", " # calculate distance to Polarstern\n", " ds_dist = dist2polarstern(ds_gps, ds_pol.sel(time=ds_gps.time))\n", "\n", " if ds_dist['dist'].min() < 15:\n", " \n", " time_sec = ds_dist['dist'].sel(time=ds_dist['dist'] < 15).count()\n", " times_polarstern = np.append(times_polarstern, time_sec/60)\n", " \n", " flights_polarstern = np.append(flights_polarstern, flight_id)" ] }, { "cell_type": "markdown", "id": "844884ec-f28b-4523-8f2b-1a488378c284", "metadata": {}, "source": [ "We display the overflight time for each research flight as bar plot." ] }, { "cell_type": "code", "execution_count": 12, "id": "99334481-73ea-4d88-87ab-77c52502abca", "metadata": {}, "outputs": [ { "data": { "image/png": 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IAPD1lQxEkiRJkqQNjWXtJUmSJEmaIMkOwBu6ze8BvzYiMf9DVfVh4AXd5ibA+5LcW2aKb9pbv3PFopAkSZIkaQNkcl6SJEmSpMmOBDbr1l9TVZdP61BVHwL+pdtcBTx1cCzJXr33mB8ybawkf9xrP/I91Um2T3Jski8luSnJ7UmuSvLhJL86Yewde2Mf1O17RpLTk1yX5K4kZw7eFQ5c0ev+nl7ftXon+yx9kmyZ5C+SXJzk1iT/l+TsJAen2bs3zt4zfOdDkrwpyeVJbuvGOyPJk8e0v3Lo3ehHD51vJTlx1nMeGnvzJH+e5MLeuZ2T5NAkU/+vZhDbtO9PcmLX7soRx2a690N9Hp/kr7vfxLeTrElyS5KvJjkuyaPHxHFQdy2P7u0bvpaVZMdZYh8ae5ckxye5LMn3k3w3yVeSvLk/3ozn/+tJTuvO7Y4kV3Tntf2kGJZSd21rcO2T7Jzk7Un+p/vdXpnkhLSHhvr9ViV5T9fu9iRXd7FvO+G7jhlcgzHH7/E7S/LIJO/s9t+R5PokpyR5/NJdAUmSJOnezbL2kiRJkiSNkSTAgd3mbcA716L7W4D9uvUXAqd1658HrgIeBhwAvGvKOM/tlpdU1cUjYnwR8FZg86FDD+0++yc5AXhJVd014XuS5CTg+VPimbskDwU+B+zc270FsGf3+R3a9Z11vCcCnwB+ord7M2BfYN8kR1XVG0b1XWpJtgM+Czyyt3sLYI/u8wzgzcsRyz3DmnzvuwT2e0Yc2hh4VPc5NMkrq+of5xLlj8b0p8Bf86OTTx7dfV6a5LCqOmmGsf4G+JOh3TsCLwGemWSvqvra4qOeXZJ9gH8CHtDbvQNwMPDULqZLkzyHdm/6lS22p8X+5CR7VNV1i4zlGcD7aL/VgW2BpwNPS3JAVzVEkiRJ0gQm5yVJkiRJGu8xwFbd+uer6ua16PtZ4Pu0ZNYTBzurqpKcTEsE/kqS7avqmlEDdDORd+s23z/i+MEsJPcvAd4BXNB9707Ai4CndMubgT+cEO+RwK7AF4DjaO+UfzAtQXka8DFgO+CMrv2rgU/2+t8wYeyZJdkEOJ2FxPyngOOBq2kJx8NolQi2mXHInwZOAe4GXgWcDayh3ZO/oJ3jsUk+VVVf6fXbl/ZagsEDEccBw0nnm2Y9L4AkGwH/zEJi/tPduFfTHtY4HPhN7vkQwXI4kvH3fmAj2vmeCpwFXAbcSvtNPBZ4JbA18LYkl1bV53p9PwGcRzu/l3b7RlWBuHbWgJMcDryu27wR+FvgHOD+wD7AUcCWwIlJ/reqTp8w3KG0ByPOov0NDc7/wO6zDfBu4AmzxrcEtgM+AqwG/gz4Iu33+EzgCFpi/F1Jfh84iXY/3ghcRDvvg2kPW+wAvAn4vUXEsivwbOBb3XecBwT4Ddrf1GbA8Uk+V1U3LuJ7JEmSpHs9k/OSJEmSJI23W2/9S2vTsaruTnIhLaG3TZLterNXP0BLzt+PljQbN2v7gMFwwMn9A93s8rd2m+8FDhmaGX8B8E9JXktL7h2Z5B1V9fUx37UrLcl3UFWNKnN9Q5Lv9bavrapLxoy1GC+jvQoA4G1V9YresfOBTyZ5K/DyGcf7OeCbwJ5V1U/+npvkXFolg41oSf8jBgcH16kVTwDghiU435cCu3frx1fVi3vHzgdO6aocHLzI71lb0+49tIckPlhV3x/afwHwL0neQruWuwKvoVU+AKCqVgOrk9zQ27fO1zLJNsDru83rgMdX1dW9JuckOZX2sMGWtMTxTlV155gh96BVxXjx0Pl/Nska4BDg8Ul2r6oL1jXutfSztIT7nkMJ77OT3El7+GBP2usz/gvYd+jenJlkM+BZtJn/2ywicb477ff5pKEHlP4zyeW0B4ceCDyP5a/6IEmSJG1QfOe8JEmSJEnjbd1b//Y69L++t/7D2dBdefrBjOwDGO853fILVXXV0LEjaLPyr2NyyfqjaTOS78dCif5RVgMvn5CcXS6DhPV1tATkKEd1x2f1iqHEPABVdTYtsQnwy2sx3roazBq/Hvj9MW2OoM0EX06rmXLvq+raEYn5/vGbaZUIAJ6YZJ6z/1/IQnn1PxxKzA/iuQA4ttt8CK38+jjfov1GRp1//8GZ5fiN9L1yTEK9X8Fha+DQMffmuG65EYuf9X/wmMohH2Thb3G5r48kSZK0wTE5L0mSJEnSeP13Pd+6Dv37fR44dGxQpv7nkzxquGOSPWil6aHNtB/2293ytKq6fVwAXdL+P7rNSQm606rquxOOz12ShwCP6DY/Mu68uv0fnXHY1bTZxeOc3y0fPuN466R71/zgPn9kXKK7qr5HK2e+nNb63ifZMsmOSR6TZFWSVUB/Zvpu4/ougX265Wrg4xPavau3vs/YVvCxqrpj1IGq+m9gUDFirr+RIatZeIXEPVTVlcAt3eZFVfW1MWNc2FtfTOwXV9VFY2IpWvWExX6HJEmSdJ9gcl6SJEmSpPH6CcsfW4f+/T63DB07mVauHkbPnh/sW0N73/sPJXkQC+9kf3GSmvQBfrdr+1MTYh2ZfFtmq3rr549t1Zw345iXVdUPJhz/Trd8wIQ2S6H/jvVzp7T94jwDGWGme59k6ySvS/LftL+NK4BLaFUgLuaeD0FsPWKIpTL4nVwwoVQ9VXU9cOVQn1EunfJ9N3XLef9G+i6bUsViMIt93GsqoCX4BxYT+7Trs1x/Q5IkSdIGz+S8JEmSJEnj/V9vfVJie5yfHDMWXSnuz3ebz+0fS7IRsH+3+amq+g73tO06xAILpcBHuWnCseXy4731G8a2amYt/T62FHtnkLif9/+RrM25XT/l+FKbeu+T/AItSfunwM8BmdJl8yWIa5ytuuUs12nwOoqtJrSZ9Tdy/xm+b6nMGtOkVw30H0pZTOzr4/WRJEmSNkgbrXQAkiRJkiStx/ploXdfm45J7g/s2m3eWFWj3pH+AWAvYKckT6iqQfn5fVmYeTyqpH0/CfZ3wAkzhrVmwrG7ZxxD66afzJ40I3q47XKYeO+TbEIrtf8TtNL1bwU+SZu1fdOgJHyShwPfGHSbW7QLpl1HWP5rKUmSJEljmZyXJEmSJGm8S2glm7cCfiXJg6rq5il9BvZhYab62WPafJSW6NyUVsZ+kJwflLT/LvDPI/r1Z+FvUVWXzBjT+q4/g3tadYBt5hnIHPSrH/zk2FbNtHOfdbb/llOOz+rXWHif+Muq6p1j2v34mP1L7TvATzNbNYvBtR6uPiFJkiRJy86y9pIkSZIkjdG98/l93ebmwKFr0f0VvfUTx4y/Gji929w/yUZJtgB+u9v38aq6bUS/G4Fru819ktxbZgd/pbf+uCltpx1f31zcW//FKW2nHf9ut5yWDH/ElOOzekxv/UMT2k27J7PMdJ/F4GGU3ZNsPK5Rkm2BHYb6SJIkSdKKMTkvSZIkSdJkfw/c0a0fnWTnaR2S/B6wX7f5VUbPfh8YlK3fBvh14OkszHgeVdJ+4NRu+XDgd6fFtCGoqmtopdIBnpVks1Htuv3PWqawbu+Wmy5mkO61Bl/rNp+VZOQ72ZNsCew/ZbgruuVjxz2YkWQVsMu6xDpCv/LiFqMaJLkfcNiUcQbXkiSLuZ6f6ZYPBp45od2LWChr/5kJ7SRJkiRpWZiclyRJkiRpgqq6AvjjbvPHgM8m2W1c+yT7A+/tNtcAz6+qH4xrT0vcr+7WD2ChpP23gX+b0O/1LDw08PYkE2ctJ3lKkl0ntVlPvKNbbkc7x1Fe3x1fDt/qlj+zBGMd1y1/CnjjmDZvZnpZ+7O65XbAc4YPJnkA8O51CXCMy3rrLxjT5ljgsVPG+VZvfTHX8z3A97v1NyZ56HCD7m/0z7rNa4FPLOL7JEmSJGlJ+M55SZIkSZKmqKq3JHk4cATwMOC8JCfTZq9/E9gYeCTwXOBJXbc1wIFV9aUpY9+R5OO0Wb5PBzbpDp1cVXdP6HdFkpfQEpVbAeckeR8t2X8V7d/82wO/RJtZ/zPA04CL1u7sl93bgBcCq4CXd9f9HcA1tPM5jFaV4Iu0c4OlK5c+yr8DOwG/leTFwDkszAC/papuWIuxjqOd2+7AS5PsBLwduBp4KHA4sC9wLpNL278fOAZ4IHBCV83hDNp1eBzwB8BDgAu671qsM4AbaA8NvDbJDrTf/v8CO9Ne9/Ak2rXZc8I4/95bf3OS19IS9oP7d2VV3TUtmKq6MclRwD/QHlA4L8nfdOPfH9gHOIr2ME0Bh1XVnTOeqyRJkiTNjcl5SZIkSZJmUFVHJrkUeC0tGf787jPKpcBLquqsMceHfYCWnN9yaN+0mE5MchtwPC1R+6LuM8oPgFtnjGfFVNWaJPsBn6M9UPCU7tP3adoM809127czP2+gPdywKS2R3vde4KBZB6qqu5I8lXZujwB+s/v0fZo2q/6MCePcmOQQ4GRgM+A13WfgduBA2kMMi07OV9WtSQ6kzT7fjPYQweFDzc4EXs6Ed7tX1eVJPkIr279v9+nbCbhyxpj+McmDgb+iPTTwphHN7qAl5k+fZUxJkiRJmjfL2kuSJEmSNKOqejstYfwK4F9pM55vB74HfAP4EK3M+C5rkZiHVqb8mt7216vq/Blj+jCwI/AqWoL0BuBOWtnv/wFOo82k3rGqJpXJX29U1VXAbsDRtGTvbbTS//9JSwo/mZYkHrh5jrF8GXgCLRF+FQuvEljX8a6jJcxfzfhzWzPDOB8F9gBOAW7s+lxNe2Dgcd3xJVNVZ9Bm5b8fuI72G7uR9ts9jDZzfpaHP55He03EF2n3bdIrH6bF9DratXwn7e/vti6GrwF/Dzyyqk5a1/ElSZIkaamlap6V3yRJkiRJkpZeklfTZk3fBTygquY5e15aZ0nOBPYCzqqqvVc2mpXltZAkSdJ9nWXtJUmSJEnSBiVJgGd3m182Ma8NxJZJVg02qmrsKwDuTfrnzD1f3SFJkiTd55iclyRJkiRJ65UkOwLXVNVdY5r8JTBI+L13WYKSFu9xwMW97axUIMvs4ulNJEmSpPsGk/OSJEmSJGl9cxDwwiQfBM6hveN8Y+BRwAuAvbt2X6W9b1ySJEmSpPWeyXlJkiRJkrQ+ehjwqgnHLwX2q6o7likeaZ3c19+tXlX3lQoBkiRJ0lQm5yVJkiRJ0vrmBOBm4DeAnYFtgM2B7wAXAqcA766qNSsWoSRJkiRJaylVtdIxSJIkSZIkSZIkSZJ0r3a/lQ5AkiRJkiRJkiRJkqR7O5PzkiRJkiRJkiRJkiTNmcl5SZIkSZIkSZIkSZLmzOS8JEmSJEmSJEmSJElzZnJekiRJkiRJkiRJkqQ5MzkvSZIkSZIkSZIkSdKcmZyXJEmSJEmSJEmSJGnOTM5LkiRJkiRJkiRJkjRnJuclSZIkSZIkSZIkSZozk/OSJEmSJEmSJEmSJM2ZyXlJkiRJkiRJkiRJkubM5LwkSZIkSZIkSZIkSXNmcl6SJEmSJEmSJEmSpDkzOS9JkiRJkiRJkiRJ0pyZnJckSZIkSZIkSZIkac5MzkuSJEmSJEmSJEmSNGcm5yVJkiRJkiRJkiRJmjOT85IkSZIkSZIkSZIkzZnJeUmSJEmSJEmSJEmS5uz/AcpKNt9gM9pBAAAAAElFTkSuQmCC\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "ix = np.argsort(times_polarstern)\n", "ax.barh(flights_polarstern[ix], times_polarstern[ix])\n", "ax.set_xlabel('Overflight duration [min]')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "d4ba8dda-0ac8-4d55-a9fd-505e92a8e657", "metadata": {}, "source": [ "## Vertical cross section of overflights\n", "Using the altitude information stored in the GPS-INS dataset, we can plot a vertical cross section of the overflights as function of distance to Polarstern." ] }, { "cell_type": "code", "execution_count": 13, "id": "a1b13e53-d157-4e51-a08f-22fd170a0a4b", "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, 1)\n", "\n", "kwargs = dict(marker='_', alpha=0.75)\n", "\n", "for flight_id, flight in meta['ACLOUD']['P5'].items():\n", " \n", " # skip dates before and after polarstern cruise\n", " if flight['date'] not in dates:\n", " continue\n", " \n", " # read gps data of flight\n", " ds_gps = cat['ACLOUD']['P5']['GPS_INS'][flight_id].to_dask()\n", " \n", " # calculate distance to Polarstern\n", " ds_dist = dist2polarstern(ds_gps, ds_pol.sel(time=ds_gps.time))\n", " \n", " if ds_dist['dist'].min() < 15:\n", " \n", " ax.scatter(ds_dist['dist'], ds_gps['alt'].sel(time=ds_dist.time)*1e-3, label=flight_id,\n", " **kwargs)\n", "\n", "ax.set_xlim(0, 15)\n", "ax.set_ylim(0, 3.5)\n", "\n", "ax.set_ylabel('Altitude [km]')\n", "ax.set_xlabel('Distance to Polarstern [km]')\n", "\n", "ax.legend(bbox_to_anchor=(1, 0.5), loc='center left')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "613bbdfc-a885-4a54-ab6c-d8599f17fb47", "metadata": {}, "source": [ "## Combining both tracks on a map\n", "Now we want to combine the Polarstern and Polar5 track on a map for a given research flight." ] }, { "cell_type": "code", "execution_count": 14, "id": "c17f1eaa-c236-41f6-9337-c9c408d5f691", "metadata": {}, "outputs": [], "source": [ "# we select the research flight with the longest time near Polarstern\n", "flight_id = 'ACLOUD_P5_RF11'" ] }, { "cell_type": "markdown", "id": "13be9968-3f0e-47d1-8c0e-43f1029a90c4", "metadata": {}, "source": [ "The position of Polarstern and Polar5 is marked with a red and blue circle, respectively. Additionally, both tracks are shown by the respective colors. Select the desired time step by moving the slider (0 = takeoff, last value = landing)." ] }, { "cell_type": "code", "execution_count": 15, "id": "9b721f3a-1fcb-4df1-bc7d-387323cefadc", "metadata": { "tags": [ "hide_input" ] }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "28d54f3859b3444dbbcd126027ec062a", "version_major": 2, "version_minor": 0 }, "text/plain": [ "interactive(children=(IntSlider(value=0, description='i', layout=Layout(width='500px'), max=19355), Output()),…" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "11e42a48b0d04428a9c901b8ff46232a", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Map(center=[80, 10], controls=(ZoomControl(options=['position', 'zoom_in_text', 'zoom_in_title', 'zoom_out_tex…" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def update_position(i):\n", " \"\"\"\n", " Update the position of the location of Polarstern and the aircraft\n", " on the map using the input from the slider\n", " \"\"\"\n", " \n", " t = ds_gps.time[i]\n", " print(f'Time: {str(t.time.values)}')\n", " loc_gps.location = np.stack([ds_gps.lat.sel(time=t).values,\n", " ds_gps.lon.sel(time=t).values]).tolist()\n", "\n", " loc_pol.location = np.stack([ds_pol.lat.sel(time=t).values, \n", " ds_pol.lon.sel(time=t).values]).tolist()\n", "\n", "\n", "# read gps data of research flight\n", "ds_gps = cat['ACLOUD']['P5']['GPS_INS'][flight_id].to_dask()\n", "\n", "# create map\n", "m = ipyleaflet.Map(basemap=ipyleaflet.basemap_to_tiles(\n", " ipyleaflet.basemaps.NASAGIBS.ModisTerraTrueColorCR, str(meta['ACLOUD']['P5'][flight_id]['date'])),\n", " center=(80, 10),\n", " zoom=4,\n", " scroll_wheel_zoom=True)\n", "\n", "# plot polarstern track of the same day\n", "ds_pol_reduced = simplify_dataset(ds_pol.sel(time=str(meta['ACLOUD']['P5'][flight_id]['date'])), tolerance=1e-5)\n", "track_pol = ipyleaflet.Polyline(\n", " locations=np.stack([ds_pol_reduced.lat.values, \n", " ds_pol_reduced.lon.values], axis=1).tolist(), \n", " fill=False,\n", " color='red',\n", " weight=2,\n", " name='Polarstern')\n", "m.add_layer(track_pol)\n", "\n", "# plot polar5 flight track of research flight\n", "ds_gps = cat['ACLOUD']['P5']['GPS_INS'][flight_id].to_dask()\n", "ds_gps = ds_gps.sel(time=slice(meta['ACLOUD']['P5'][flight_id]['takeoff'], meta['ACLOUD']['P5'][flight_id]['landing']))\n", "ds_gps_reduced = simplify_dataset(ds_gps, tolerance=1e-5)\n", "track_aircraft = ipyleaflet.Polyline(\n", " locations=np.stack([ds_gps_reduced.lat.values, \n", " ds_gps_reduced.lon.values], axis=1).tolist(),\n", " fill=False,\n", " color='blue',\n", " weight=2,\n", " name='Polar5',\n", ")\n", "\n", "m.add_layer(track_aircraft)\n", "\n", "# add location of Polarstern and aircraft at certain time\n", "t = ds_gps.time[0]\n", "loc_gps = ipyleaflet.CircleMarker(\n", " location=np.stack([ds_gps.lat.sel(time=t).values, \n", " ds_gps.lon.sel(time=t).values]).tolist(),\n", " radius=5,\n", " color='blue',\n", " fill_color='blue',\n", " name='Polar5 position'\n", ")\n", "\n", "m.add_layer(loc_gps)\n", "\n", "loc_pol = ipyleaflet.CircleMarker(\n", " location=np.stack([ds_pol.lat.sel(time=t).values, \n", " ds_pol.lon.sel(time=t).values]).tolist(),\n", " radius=5,\n", " color='red',\n", " fill_color='red',\n", " name='Polarstern position',\n", ")\n", "\n", "m.add_layer(loc_pol)\n", "\n", "m.add_control(ipyleaflet.ScaleControl())\n", "m.add_control(ipyleaflet.LayersControl(position='topright'))\n", "m.add_control(ipyleaflet.FullScreenControl())\n", "\n", "interact(update_position, i=widgets.IntSlider(min=0, max=len(ds_gps.time)-1, step=1,\n", " layout=Layout(width='500px')))\n", "\n", "display(m)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.10.6" } }, "nbformat": 4, "nbformat_minor": 5 }