{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# ESPRESSO Data Tutorial\n", "\n", "This tutorial demonstrates how to create and use RVData standard files for the Echelle SPectrograph for Rocky Exoplanets and Stable Spectroscopic Observations (ESPRESSO) instrument at all data levels:\n", "\n", "- **Level 2 (L2)**: Extracted, wavelength-calibrated echelle spectra\n", "- **Level 3 (L3)**: Stitched 1D spectrum on a common wavelength grid\n", "- **Level 4 (L4)**: Radial velocity measurements\n", "\n", "## Prerequisites\n", "\n", "Install the rvdata package:\n", "```bash\n", "pip install rv-data-standard\n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Setup and Data Download\n", "\n", "First, we'll import the necessary modules and download sample ESPRESSO data files." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ESPRE.2017-12-03T02:09:40.348.fits already exists, skipping download.\n", "r.ESPRE.2017-12-03T02:09:40.348_S2D_BLAZE_A.fits already exists, skipping download.\n", "r.ESPRE.2017-12-03T02:09:40.348_S2D_BLAZE_B.fits already exists, skipping download.\n", "r.ESPRE.2017-12-03T10:43:59.835_BLAZE_A.fits already exists, skipping download.\n", "r.ESPRE.2017-12-03T10:43:59.835_BLAZE_B.fits already exists, skipping download.\n", "r.ESPRE.2017-12-03T02:09:40.348_S1D_A.fits already exists, skipping download.\n", "r.ESPRE.2017-12-03T02:09:40.348_S1D_B.fits already exists, skipping download.\n", "r.ESPRE.2017-12-03T02:09:40.348_S1D_TELL_CORR_A.fits already exists, skipping download.\n", "r.ESPRE.2017-12-03T02:09:40.348_DRIFT_MATRIX_B.fits already exists, skipping download.\n", "r.ESPRE.2017-12-03T02:09:40.348_CCF_A.fits already exists, skipping download.\n", "r.ESPRE.2017-12-03T02:09:40.348_CCF_TELL_CORR_A.fits already exists, skipping download.\n" ] } ], "source": [ "import os\n", "import requests\n", "import numpy as np\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "from astropy.io import fits\n", "\n", "# RVData imports\n", "from rvdata.core.models.level2 import RV2\n", "from rvdata.core.models.level3 import RV3\n", "from rvdata.core.models.level4 import RV4\n", "\n", "def download_file(url, filename):\n", " \"\"\"Download a file if it doesn't already exist.\"\"\"\n", " if not os.path.exists(filename):\n", " print(f\"Downloading {filename}...\")\n", " response = requests.get(url)\n", " response.raise_for_status()\n", " with open(filename, \"wb\") as f:\n", " f.write(response.content)\n", " print(f\"Downloaded {filename}\")\n", " else:\n", " print(f\"{filename} already exists, skipping download.\")\n", "\n", "# ESPRESSO sample data URLs (hosted on project server)\n", "\n", "file_urls = {\n", " \"raw\": \"http://grinnell.as.arizona.edu/~rvdata/espresso/ESPRE.2017-12-03T02-09-40.348.fits\",\n", " \"S2D_BLAZE_A\": \"http://grinnell.as.arizona.edu/~rvdata/espresso/r.ESPRE.2017-12-03T02-09-40.348_S2D_BLAZE_A.fits\",\n", " \"S2D_BLAZE_B\": \"http://grinnell.as.arizona.edu/~rvdata/espresso/r.ESPRE.2017-12-03T02-09-40.348_S2D_BLAZE_B.fits\",\n", " \"BLAZE_A\": \"http://grinnell.as.arizona.edu/~rvdata/espresso/r.ESPRE.2017-12-03T10-43-59.835_BLAZE_A.fits\",\n", " \"BLAZE_B\": \"http://grinnell.as.arizona.edu/~rvdata/espresso/r.ESPRE.2017-12-03T10-43-59.835_BLAZE_B.fits\",\n", " \"S1D_A\": \"http://grinnell.as.arizona.edu/~rvdata/espresso/r.ESPRE.2017-12-03T02-09-40.348_S1D_A.fits\",\n", " \"S1D_B\": \"http://grinnell.as.arizona.edu/~rvdata/espresso/r.ESPRE.2017-12-03T02-09-40.348_S1D_B.fits\",\n", " \"S1D_TELL_CORR_A\": \"http://grinnell.as.arizona.edu/~rvdata/espresso/r.ESPRE.2017-12-03T02-09-40.348_S1D_TELL_CORR_A.fits\",\n", " \"DRIFT_MATRIX_B\": \"http://grinnell.as.arizona.edu/~rvdata/espresso/r.ESPRE.2017-12-03T02-09-40.348_DRIFT_MATRIX_B.fits\",\n", " \"CCF_A\": \"http://grinnell.as.arizona.edu/~rvdata/espresso/r.ESPRE.2017-12-03T02-09-40.348_CCF_A.fits\",\n", " \"CCF_TELL_CORR_A\": \"http://grinnell.as.arizona.edu/~rvdata/espresso/r.ESPRE.2017-12-03T02-09-40.348_CCF_TELL_CORR_A.fits\"\n", "}\n", "\n", "# Download the files\n", "raw_file = \"ESPRE.2017-12-03T02:09:40.348.fits\"\n", "s2d_blaze_A = \"r.ESPRE.2017-12-03T02:09:40.348_S2D_BLAZE_A.fits\"\n", "s2d_blaze_B = \"r.ESPRE.2017-12-03T02:09:40.348_S2D_BLAZE_B.fits\"\n", "blaze_A = \"r.ESPRE.2017-12-03T10:43:59.835_BLAZE_A.fits\"\n", "blaze_B = \"r.ESPRE.2017-12-03T10:43:59.835_BLAZE_B.fits\"\n", "s1d_A = \"r.ESPRE.2017-12-03T02:09:40.348_S1D_A.fits\"\n", "s1d_B = \"r.ESPRE.2017-12-03T02:09:40.348_S1D_B.fits\"\n", "s1d_tel_corr_A = \"r.ESPRE.2017-12-03T02:09:40.348_S1D_TELL_CORR_A.fits\"\n", "drift_matrix = \"r.ESPRE.2017-12-03T02:09:40.348_DRIFT_MATRIX_B.fits\"\n", "CCF_A = \"r.ESPRE.2017-12-03T02:09:40.348_CCF_A.fits\"\n", "CCF_TELL_CORRA = \"r.ESPRE.2017-12-03T02:09:40.348_CCF_TELL_CORR_A.fits\"\n", "\n", "\n", "download_file(file_urls[\"raw\"], raw_file)\n", "download_file(file_urls[\"S2D_BLAZE_A\"], s2d_blaze_A)\n", "download_file(file_urls[\"S2D_BLAZE_B\"], s2d_blaze_B)\n", "download_file(file_urls[\"BLAZE_A\"], blaze_A)\n", "download_file(file_urls[\"BLAZE_B\"], blaze_B)\n", "download_file(file_urls[\"S1D_A\"], s1d_A)\n", "download_file(file_urls[\"S1D_B\"], s1d_B)\n", "download_file(file_urls[\"S1D_TELL_CORR_A\"], s1d_tel_corr_A)\n", "download_file(file_urls[\"DRIFT_MATRIX_B\"], drift_matrix)\n", "download_file(file_urls[\"CCF_A\"], CCF_A)\n", "download_file(file_urls[\"CCF_TELL_CORR_A\"], CCF_TELL_CORRA)\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "---\n", "# Level 2: Extracted Echelle Spectra\n", "\n", "Level 2 data contains wavelength-calibrated, extracted echelle spectra organized by trace (fiber). Each trace contains flux, wavelength, variance, and blaze function arrays.\n", "\n", "## Creating L2 from Native ESPRESSO Files\n", "\n", "To create an RVData-standard L2 file from native ESPRESSO data, you need:\n", "- **raw file**: Raw data with headers \n", "- **S2D files**: Extracted spectra for both fibers from the ESPRESSO pipeline\n", "- **Blaze files** Blaze spectra for both fibers\n", "- **DRIFT file** The measured drift" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "SCIENCE FP HD 10700\n", "File is valid for conversion!\n", "No PS1 data found, PUPILIMAGE extension will not be generated\n", "No TELLURIC file found, TRACEi_TELLURIC_x extensions will not be generated.\n", "No SKYSUB file found, TRACEi_SKYSUB_x extensions will not be generated.\n", "Created ESPR_L2_standard.fits\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/Users/emilio/Desktop/EPRV/Translators/RVData/rvdata/core/models/base.py:474: UserWarning: Filename 'ESPR_L2_standard.fits' does not follow the EPRV naming convention. Suggested filename: 'espresso_SL2_20171203T020940.fits'\n", " warnings.warn(\n" ] } ], "source": [ "# Create RVData-standard L2 from native ESPRESSO files\n", "espr_l2 = RV2.from_fits(raw_file, instrument='ESPRESSO')\n", "\n", "# Save to FITS file\n", "l2_standard_file = \"ESPR_L2_standard.fits\"\n", "espr_l2.to_fits(out_filedir=None, out_filename=l2_standard_file)\n", "print(f\"Created {l2_standard_file}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Using L2 Data\n", "\n", "### Reading the L2 File\n", "\n", "You can read L2 files using either astropy's `fits.open()` or the RVData `RV2.from_fits()` method." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Telescope: ESO-VLT-U1\n", "Instrument: ESPRESSO\n", "Object: HD 10700\n", "Number of traces: 4\n", "\n", "Trace contents:\n", " TRACE1: SCI\n", " TRACE2: SCI\n", " TRACE3: CAL\n", " TRACE4: CAL\n" ] } ], "source": [ "# Open using astropy\n", "l2 = fits.open(l2_standard_file)\n", "\n", "# Examine the primary header - same keywords regardless of instrument!\n", "hdr = l2[0].header\n", "print(f\"Telescope: {hdr['TELESCOP']}\")\n", "print(f\"Instrument: {hdr['INSTRUME']}\")\n", "print(f\"Object: {hdr['OBJECT']}\")\n", "print(f\"Number of traces: {hdr['NUMTRACE']}\")\n", "print(\"\\nTrace contents:\")\n", "for i in range(1, hdr['NUMTRACE'] + 1):\n", " print(f\" TRACE{i}: {hdr[f'TRACE{i}']}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Examining L2 Extensions\n", "\n", "The `EXT_DESCRIPT` extension lists all FITS extensions in the file." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Name Description\n", "0 PRIMARY The primary header containing the keywords following the standard format\n", "1 INSTRUMENT_HEADER The original instrument header\n", "2 RECEIPT The list of operations performed on this file\n", "3 DRP_CONFIG Pipeline details to go from the raw file to this file\n", "4 EXT_DESCRIPT Contains the description of all the extensions in the file\n", "5 ORDER_TABLE Table capturing the wavelength extent of each order\n", "6 TRACE1_FLUX The flux measured in trace 1\n", "7 TRACE1_WAVE The wavelength associated to the flux in trace 1\n", "8 TRACE1_VAR The variance for trace 1\n", "9 TRACE1_BLAZE The blaze for trace 1\n", "10 BARYCORR_KMS The barycentric correction in km/s\n", "11 BARYCORR_Z The barycentric correction in redshift\n", "12 BJD_TDB Photon weighted midpoint\n", "13 EXPMETER The exposure meter\n", "14 GUIDINGIMAGE Images from the guiding camera\n", "15 TRACE2_FLUX The flux measured in trace 2\n", "16 TRACE2_VAR The variance for trace 2\n", "17 TRACE2_WAVE The wavelength associated to the flux in trace 2\n", "18 TRACE1_QUALITY The data quality array for trace 1\n", "19 TRACE2_QUALITY The data quality array for trace 2\n", "20 TRACE2_BLAZE The blaze for trace 2\n", "21 TRACE3_FLUX The flux measured in trace 3\n", "22 TRACE4_FLUX The flux measured in trace 4\n", "23 TRACE3_VAR The variance for trace 3\n", "24 TRACE4_VAR The variance for trace 4\n", "25 TRACE3_WAVE The wavelength associated to the flux in trace3\n", "26 TRACE4_WAVE The wavelength associated to the flux in trace 4\n", "27 TRACE3_QUALITY The data quality array for trace 3\n", "28 TRACE4_QUALITY The data quality array for trace 4\n", "29 TRACE3_BLAZE The blaze for trace 3\n", "30 TRACE4_BLAZE The blaze for trace 4\n", "31 TRACE3_DRIFT The drift for trace 3\n", "32 TRACE4_DRIFT The drift for trace 4\n" ] } ], "source": [ "# List all extensions\n", "ext_descript = pd.DataFrame(l2['EXT_DESCRIPT'].data)\n", "print(ext_descript[['Name', 'Description']].to_string())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Examining the Order Table\n", "\n", "The `ORDER_TABLE` extension describes the wavelength coverage of each echelle order." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Number of orders: 85\n", "\n", "Wavelength coverage: 377.1 - 790.6 Angstroms\n", "\n", "First 5 orders:\n", " ETC/Int_Order HR/UHR_Orders MR_Order Central_wav[nm] FSR_range[nm] \\\n", "0 161 1,2 1 380.04 2.36 \n", "1 160 3,4 2 382.42 2.39 \n", "2 159 5,6 3 384.83 2.42 \n", "3 158 7,8 4 387.26 2.45 \n", "4 157 9,10 5 389.73 2.48 \n", "\n", " FSRmin[nm] FSRmax[nm] start_wav[nm] endwav[nm] TS_range[nm] \\\n", "0 378.87 381.23 377.15 383.07 5.93 \n", "1 381.23 383.62 379.50 385.47 5.96 \n", "2 383.62 386.04 381.89 387.89 6.00 \n", "3 386.04 388.49 384.31 390.34 6.03 \n", "4 388.49 390.97 386.76 392.83 6.07 \n", "\n", " ECHELLE_ORDER ORDER_INDEX WAVE_START WAVE_END \n", "0 161 0 377.15 383.07 \n", "1 160 1 379.50 385.47 \n", "2 159 2 381.89 387.89 \n", "3 158 3 384.31 390.34 \n", "4 157 4 386.76 392.83 \n" ] } ], "source": [ "order_table = pd.DataFrame(l2['ORDER_TABLE'].data)\n", "print(f\"Number of orders: {len(order_table)}\")\n", "print(f\"\\nWavelength coverage: {order_table['WAVE_START'].min():.1f} - {order_table['WAVE_END'].max():.1f} Angstroms\")\n", "print(\"\\nFirst 5 orders:\")\n", "print(order_table.head())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plotting L2 Spectra\n", "\n", "ESPRESSO has 4 traces:\n", "- TRACE 1 and 2: Science fibers, slices 1 & 2\n", "- TRACE 3 and 4: Calibration fiber, slices 1 & 2\n", "\n", "\n", "Let's plot one order from all traces." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot a single order from the three science traces\n", "order = 30 # Choose an order to plot\n", "\n", "fig, axes = plt.subplots(4, 1, figsize=(12, 8), sharex=True)\n", "\n", "for i, (ax, trace_num) in enumerate(zip(axes, [1,2, 3, 4])):\n", " wave = l2[f'TRACE{trace_num}_WAVE'].data[order]\n", " flux = l2[f'TRACE{trace_num}_FLUX'].data[order]\n", " blaze = l2[f'TRACE{trace_num}_BLAZE'].data[order]\n", " \n", " # Scale blaze for visualization\n", " blaze_scaled = blaze * (np.nanmax(flux) / np.nanmax(blaze))\n", " \n", " ax.plot(wave, flux, 'b-', lw=0.5, label='Flux')\n", " ax.plot(wave, blaze_scaled, 'orange', lw=1, label='Blaze (scaled)')\n", " ax.set_ylabel(f'TRACE{trace_num}\\nCounts')\n", " ax.legend(loc='upper right')\n", " ax.set_ylim(0, np.nanmax(flux) * 1.1)\n", "\n", "axes[-1].set_xlabel('Wavelength (Angstroms)')\n", "fig.suptitle(f'ESPRESSO L2 Spectra - Order {order}', fontsize=14, fontweight='bold')\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "---\n", "# Level 3: Stitched 1D Spectrum\n", "\n", "Level 3 data contains a stitched 1D spectrum on a common wavelength grid with constant velocity spacing. The stitching process:\n", "1. Divides out the blaze function\n", "2. Resamples each order onto a common wavelength grid\n", "\n", "ESPRESSO level 3 files are obtained from S1D files produced by the ESPRESSO DRS." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "SCIENCE FP HD 10700\n", "File r.ESPRE.2017-12-03T02:09:40.348_S1D_SKYSUB_A.fits does not exist.\n", "Created ESPR_L3_standard.fits\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/Users/emilio/Desktop/EPRV/Translators/RVData/rvdata/core/models/base.py:474: UserWarning: Filename 'ESPR_L3_standard.fits' does not follow the EPRV naming convention. Suggested filename: 'espresso_SL3_20171203T020940.fits'\n", " warnings.warn(\n" ] } ], "source": [ "# Create L3 from the standard L2 file\n", "espr_l3 = RV3.from_fits(raw_file, instrument=\"ESPRESSO\")\n", "\n", "# Save to FITS file\n", "l3_standard_file = \"ESPR_L3_standard.fits\"\n", "espr_l3.to_fits(out_filedir=None, out_filename=l3_standard_file)\n", "print(f\"Created {l3_standard_file}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Using L3 Data\n", "\n", "### Reading the L3 File" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "L3 Extensions:\n", " PRIMARY\n", " INSTRUMENT_HEADER\n", " RECEIPT\n", " DRP_CONFIG\n", " EXT_DESCRIPT\n", " ORDER_TABLE\n", " STITCHED_CORR_SCI_FLUX\n", " STITCHED_CORR_SCI_WAVE\n", " STITCHED_CORR_SCI_VAR\n", " STITCHED_TELLCORR_SCI_WAVE\n", " STITCHED_TELLCORR_SCI_FLUX\n", " STITCHED_TELLCORR_SCI_VAR\n" ] } ], "source": [ "# Open the L3 file\n", "l3 = fits.open(l3_standard_file)\n", "\n", "# List extensions\n", "print(\"L3 Extensions:\")\n", "for hdu in l3:\n", " print(f\" {hdu.name}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Understanding L3 Extensions\n", "\n", "For ESPRESSO with a single science fiber, the stitched spectrum is stored in `STITCHED_CORR_SCI_*` extensions:\n", "- `STITCHED_CORR_SCI_WAVE/FLUX/VAR`" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Stitched spectrum extensions:\n", " STITCHED_CORR_SCI_FLUX\n", " STITCHED_CORR_SCI_WAVE\n", " STITCHED_CORR_SCI_VAR\n", " STITCHED_TELLCORR_SCI_WAVE\n", " STITCHED_TELLCORR_SCI_FLUX\n", " STITCHED_TELLCORR_SCI_VAR\n" ] } ], "source": [ "# Check which STITCHED extensions are present\n", "stitched_exts = [hdu.name for hdu in l3 if 'STITCHED' in hdu.name]\n", "print(\"Stitched spectrum extensions:\")\n", "for ext in stitched_exts:\n", " print(f\" {ext}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plotting the Stitched Spectrum" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "Wavelength range: 3772.0 - 7900.0 Angstroms\n", "Number of pixels: 443262\n" ] } ], "source": [ "# Plot the stitched spectrum for one trace\n", "# Check which trace extensions exist\n", "trace_num = 1 # Try TRACE2 first\n", "wave_ext = f'STITCHED_CORR_SCI_WAVE'\n", "flux_ext = f'STITCHED_CORR_SCI_FLUX'\n", "\n", "if wave_ext in [hdu.name for hdu in l3]:\n", " wave_l3 = l3[wave_ext].data\n", " flux_l3 = l3[flux_ext].data\n", " \n", " fig, ax = plt.subplots(figsize=(14, 5))\n", " ax.plot(wave_l3, flux_l3, 'b-', lw=0.3)\n", " ax.set_xlabel('Wavelength (Angstroms)', fontsize=12)\n", " ax.set_ylabel('Flux (normalized)', fontsize=12)\n", " ax.set_title(f'ESPRESSO L3 Stitched Spectrum - TRACE{trace_num}', fontsize=14, fontweight='bold')\n", " \n", " # Zoom inset\n", " ax.set_xlim(wave_l3[np.isfinite(wave_l3)].min(), wave_l3[np.isfinite(wave_l3)].max())\n", " plt.tight_layout()\n", " plt.show()\n", " \n", " print(f\"\\nWavelength range: {np.nanmin(wave_l3):.1f} - {np.nanmax(wave_l3):.1f} Angstroms\")\n", " print(f\"Number of pixels: {len(wave_l3)}\")\n", "else:\n", " print(f\"Extension {wave_ext} not found. Available: {stitched_exts}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Zoomed View of Spectral Features" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Zoom in on H-alpha region\n", "if wave_ext in [hdu.name for hdu in l3]:\n", " fig, ax = plt.subplots(figsize=(12, 4))\n", " \n", " # H-alpha region\n", " mask = (wave_l3 > 6550) & (wave_l3 < 6580)\n", " ax.plot(wave_l3[mask], flux_l3[mask], 'b-', lw=0.5)\n", " ax.axvline(6564.6, color='red', ls='--', alpha=0.7, label='H-alpha (6564.6 A)')\n", " ax.set_xlabel('Wavelength (Angstroms)')\n", " ax.set_ylabel('Flux')\n", " ax.set_title('H-alpha Region', fontsize=12)\n", " ax.legend()\n", " plt.tight_layout()\n", " plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "---\n", "# Level 4: Radial Velocity Measurements\n", "\n", "Level 4 data contains radial velocity (RV) measurements derived from the spectra. These can include:\n", "- Per-order RVs\n", "- Combined RV with uncertainty\n", "- Activity indicators\n", "\n", "## Creating L4 from ESPRESSO CCF data\n", "\n", "L4 is typically created from native pipeline outputs that contain RV measurements. For ESPRESSO, the native CCF file includes CCF-derived RVs." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "SCIENCE FP HD 10700\n", "File r.ESPRE.2017-12-03T02:09:40.348_CCF_SKYSUB_A.fits not found. Skipping...\n", "Created espr_L4_standard.fits\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/Users/emilio/Desktop/EPRV/Translators/RVData/rvdata/core/models/base.py:474: UserWarning: Filename 'espr_L4_standard.fits' does not follow the EPRV naming convention. Suggested filename: 'espresso_SL4_20171203T020940.fits'\n", " warnings.warn(\n" ] } ], "source": [ "# Create L4 from native ESPRESSO CCF file (which contains RV measurements)\n", "espr_l4 = RV4.from_fits(raw_file, instrument=\"ESPRESSO\")\n", "\n", "# Save to FITS file\n", "l4_standard_file = \"espr_L4_standard.fits\"\n", "espr_l4.to_fits(out_filedir=None, out_filename=l4_standard_file)\n", "print(f\"Created {l4_standard_file}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Using L4 Data\n", "\n", "### Reading the L4 File" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Object: HD 10700\n", "Observation time (BJD): 2458090.59436763\n", "\n", "L4 Extensions:\n", " PRIMARY\n", " INSTRUMENT_HEADER\n", " RECEIPT\n", " DRP_CONFIG\n", " EXT_DESCRIPT\n", " RV1\n", " CCF1\n", " DIAGNOSTICS1\n", " RV_TEL_CORR\n", " CCF_TEL_CORR\n" ] } ], "source": [ "# Open the L4 file\n", "l4 = fits.open(l4_standard_file)\n", "\n", "# Examine primary header for RV info\n", "hdr4 = l4[0].header\n", "print(f\"Object: {hdr4['OBJECT']}\")\n", "print(f\"Observation time (BJD): {hdr4.get('BJDTDB', 'N/A')}\")\n", "\n", "# List extensions\n", "print(\"\\nL4 Extensions:\")\n", "for hdu in l4:\n", " print(f\" {hdu.name}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Examining the RV1 Extension\n", "\n", "The `RV1` extension contains per-order radial velocity measurements with standardized column names." ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "RV1 columns:\n", "['BJD_TDB', 'RV', 'RV_ERR', 'BERV', 'WAVE_START', 'WAVE_END']\n", "\n", "Number of orders: 1\n", "\n", "First 5 rows:\n", " BJD_TDB RV RV_ERR BERV WAVE_START WAVE_END\n", "0 2.458091e+06 -15.082474 0.000205 -22.110426 NaN NaN\n" ] } ], "source": [ "# Examine the RV1 extension\n", "rv1 = pd.DataFrame(l4['RV1'].data)\n", "print(\"RV1 columns:\")\n", "print(rv1.columns.tolist())\n", "print(f\"\\nNumber of orders: {len(rv1)}\")\n", "print(\"\\nFirst 5 rows:\")\n", "print(rv1.head())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "---\n", "# Summary\n", "\n", "This tutorial demonstrated how to:\n", "\n", "1. **Create L2** from native ESPRESSO files using `RV2.from_fits()`\n", "2. **Use L2** data: access headers, examine extensions, plot spectra\n", "3. **Create L3** from native ESPRESSO files using `RV3.from_fits()`\n", "4. **Use L3** data: access stitched spectra, examine spectral features\n", "5. **Create L4** from native ESPRESSO files using `RV4.from_fits()`\n", "6. **Use L4** data: access RV measurements and per-order RVs\n", "\n", "The standardized data format allows consistent access patterns across all EPRV instruments!" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "# Clean up - close FITS files\n", "l2.close()\n", "l3.close()\n", "l4.close()" ] } ], "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": "3.14.0" } }, "nbformat": 4, "nbformat_minor": 4 }