{ "cells": [ { "cell_type": "markdown", "id": "ed351ef6", "metadata": {}, "source": [ "# Astrometry, WCS, and custom catalogs\n", "\n", "Every simulated frame carries a gnomonic (TAN) WCS built by\n", "`wcc_sim.wcsutil.build_wcs`. This notebook checks the WCS round-trip, verifies that\n", "injected stars land where the WCS says they should (to milliarcseconds), demonstrates\n", "position angles, and shows the edge / `in_image` bookkeeping.\n", "\n", "**Requirements:** a kernel with `wcc_etc` and `wcc_sim` installed. Fully offline (synthetic catalogs)." ] }, { "cell_type": "code", "execution_count": 1, "id": "a930baca", "metadata": { "execution": { "iopub.execute_input": "2026-10-12T04:20:29.173874Z", "iopub.status.busy": "2026-10-12T04:20:29.173731Z", "iopub.status.idle": "2026-10-12T04:20:37.040455Z", "shell.execute_reply": "2026-10-12T04:20:37.039934Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "wcc_sim 0.1.0 | wcc_etc 0.1.0\n" ] } ], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "import wcc_etc\n", "import wcc_sim\n", "\n", "from wcc_sim.plotting import use_style, TEAL, RED, AMBER\n", "use_style()\n", "\n", "print(f'wcc_sim {wcc_sim.__version__} | wcc_etc {wcc_etc.__version__}')" ] }, { "cell_type": "markdown", "id": "a298b6c6", "metadata": {}, "source": [ "## 1. The TAN WCS and its round-trip\n", "\n", "`build_wcs(ra, dec, plate_scale_mas, pa, shape)` centers the projection on the array\n", "center, with the conventional east-left parity and `pa` degrees E of N." ] }, { "cell_type": "code", "execution_count": 2, "id": "36a231db", "metadata": { "execution": { "iopub.execute_input": "2026-10-12T04:20:37.043722Z", "iopub.status.busy": "2026-10-12T04:20:37.043427Z", "iopub.status.idle": "2026-10-12T04:20:37.048960Z", "shell.execute_reply": "2026-10-12T04:20:37.048492Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "WCS Keywords\n", "\n", "Number of WCS axes: 2\n", "CTYPE : 'RA---TAN' 'DEC--TAN' \n", "CRVAL : np.float64(291.0) np.float64(44.5) \n", "CRPIX : np.float64(256.5) np.float64(256.5) \n", "CD1_1 CD1_2 : np.float64(-4.686111111111111e-06) np.float64(0.0) \n", "CD2_1 CD2_2 : np.float64(0.0) np.float64(4.686111111111111e-06) \n", "NAXIS : 512 512\n", "round-trip error: 1.009e-08 px (1.703e-07 mas)\n" ] } ], "source": [ "from wcc_sim.wcsutil import build_wcs\n", "\n", "RA0, DEC0 = 291.0, 44.5\n", "SHAPE = (512, 512)\n", "PLATE = 16.87 # mas/px (IMX455)\n", "\n", "w = build_wcs(RA0, DEC0, PLATE, 0.0, SHAPE)\n", "print(repr(w))\n", "\n", "rng = np.random.default_rng(0)\n", "x = rng.uniform(0, SHAPE[1] - 1, 500)\n", "y = rng.uniform(0, SHAPE[0] - 1, 500)\n", "ra, dec = w.pixel_to_world_values(x, y)\n", "x2, y2 = w.world_to_pixel_values(ra, dec)\n", "err_px = np.hypot(x2 - x, y2 - y).max()\n", "print(f'round-trip error: {err_px:.3e} px ({err_px * PLATE:.3e} mas)')\n", "assert err_px < 1e-6" ] }, { "cell_type": "markdown", "id": "ba97b9d8", "metadata": {}, "source": [ "## 2. Do stars land where the WCS says?\n", "\n", "Inject a 7×7 grid of G = 15 stars (via `catalog=`, no Gaia query), simulate without\n", "noise, and measure each star's centroid on the background-subtracted expectation\n", "image. Rendering uses a fine-grid shift that is exact to 1/22 px (≈ 0.8 mas), so\n", "centroids should agree with the catalog to milliarcseconds." ] }, { "cell_type": "code", "execution_count": 3, "id": "d1b2b605", "metadata": { "execution": { "iopub.execute_input": "2026-10-12T04:20:37.051613Z", "iopub.status.busy": "2026-10-12T04:20:37.051369Z", "iopub.status.idle": "2026-10-12T04:20:40.720649Z", "shell.execute_reply": "2026-10-12T04:20:40.720330Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "centroid residuals: rms 0.21 mas, max 1.03 mas\n" ] } ], "source": [ "from astropy.table import Table\n", "from wcc_sim import simulate_field\n", "\n", "gx, gy = np.meshgrid(np.linspace(76, 436, 7), np.linspace(76, 436, 7))\n", "gx = gx.ravel() + np.random.default_rng(1).uniform(-0.5, 0.5, gx.size) # sub-pixel\n", "gy = gy.ravel() + np.random.default_rng(2).uniform(-0.5, 0.5, gy.size)\n", "ras, decs = w.pixel_to_world_values(gx, gy)\n", "n = ras.size\n", "cat = Table({\n", " 'source_id': np.arange(n), 'ra': ras, 'dec': decs,\n", " 'phot_g_mean_mag': np.full(n, 15.0),\n", " 'phot_bp_mean_mag': np.full(n, np.nan),\n", " 'phot_rp_mean_mag': np.full(n, np.nan),\n", "})\n", "field = simulate_field(RA0, DEC0, sensorfilter='zwo:r', focus=0, exptime=90,\n", " catalog=cat, shape=SHAPE, add_noise=False)\n", "\n", "bkg = (field.params['sky_e_s'] + field.params['dark_e_s']) * 90.0\n", "img = field.image_clean - bkg\n", "\n", "def centroid(img, x0, y0, half=8):\n", " xi, yi = int(round(x0)), int(round(y0))\n", " cut = img[yi - half:yi + half + 1, xi - half:xi + half + 1]\n", " yy, xx = np.mgrid[yi - half:yi + half + 1, xi - half:xi + half + 1]\n", " return (xx * cut).sum() / cut.sum(), (yy * cut).sum() / cut.sum()\n", "\n", "cx, cy = np.array([centroid(img, *xy) for xy in zip(field.catalog['x'],\n", " field.catalog['y'])]).T\n", "dx = (cx - field.catalog['x']) * PLATE\n", "dy = (cy - field.catalog['y']) * PLATE\n", "print(f'centroid residuals: rms {np.hypot(dx, dy).std():.2f} mas, '\n", " f'max {np.hypot(dx, dy).max():.2f} mas')\n", "assert np.hypot(dx, dy).max() < 0.2 * PLATE # well below 1/5 pixel" ] }, { "cell_type": "code", "execution_count": 4, "id": "c2a9cc77", "metadata": { "execution": { "iopub.execute_input": "2026-10-12T04:20:40.722375Z", "iopub.status.busy": "2026-10-12T04:20:40.722261Z", "iopub.status.idle": "2026-10-12T04:20:41.021204Z", "shell.execute_reply": "2026-10-12T04:20:41.020862Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, (axL, axR) = plt.subplots(1, 2, figsize=(12, 5.2))\n", "field.plot(ax=axL, which='clean', catalog=True)\n", "axL.set_title('noiseless scene + catalog positions')\n", "\n", "axR.quiver(field.catalog['x'], field.catalog['y'], dx, dy,\n", " angles='xy', color=RED)\n", "axR.set_xlim(0, SHAPE[1]); axR.set_ylim(0, SHAPE[0])\n", "axR.set_xlabel('x [px]')\n", "axR.set_title(f'centroid $-$ catalog (rms {np.hypot(dx, dy).std():.2f} mas)')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "702bc0bd", "metadata": {}, "source": [ "## 3. Position angle\n", "\n", "`pa` rotates the field on the detector (degrees E of N). Same sky scene, two roll\n", "angles:" ] }, { "cell_type": "code", "execution_count": 5, "id": "c973f925", "metadata": { "execution": { "iopub.execute_input": "2026-10-12T04:20:41.022876Z", "iopub.status.busy": "2026-10-12T04:20:41.022748Z", "iopub.status.idle": "2026-10-12T04:20:43.953659Z", "shell.execute_reply": "2026-10-12T04:20:43.953347Z" } }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# An asymmetric pattern (an arrow) so the rotation is obvious.\n", "ax_px = np.array([256, 256, 256, 256, 236, 276, 216, 296])\n", "ay_px = np.array([156, 226, 296, 366, 336, 336, 306, 306])\n", "ras, decs = w.pixel_to_world_values(ax_px, ay_px)\n", "cat_arrow = Table({\n", " 'source_id': np.arange(ras.size), 'ra': ras, 'dec': decs,\n", " 'phot_g_mean_mag': np.full(ras.size, 13.0),\n", " 'phot_bp_mean_mag': np.full(ras.size, np.nan),\n", " 'phot_rp_mean_mag': np.full(ras.size, np.nan),\n", "})\n", "\n", "fig, axes = plt.subplots(1, 2, figsize=(12, 5.6))\n", "for ax, pa in zip(axes, (0.0, 45.0)):\n", " f = simulate_field(RA0, DEC0, sensorfilter='zwo:r', focus=0, exptime=90,\n", " pa=pa, seed=5, catalog=cat_arrow, shape=SHAPE)\n", " f.plot(ax=ax, percent=99.8)\n", " ax.set_title(f'pa = {pa:.0f}$^\\\\circ$')\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "b50e708f", "metadata": {}, "source": [ "## 4. Edges and the `in_image` flag\n", "\n", "Stars whose centers fall off the array get `in_image = False` but still contribute\n", "their PSF wings if they are close enough (the Gaia query radius includes a 10 arcsec\n", "margin for exactly this reason)." ] }, { "cell_type": "code", "execution_count": 6, "id": "0b2a4f51", "metadata": { "execution": { "iopub.execute_input": "2026-10-12T04:20:43.955361Z", "iopub.status.busy": "2026-10-12T04:20:43.955220Z", "iopub.status.idle": "2026-10-12T04:20:45.222320Z", "shell.execute_reply": "2026-10-12T04:20:45.222005Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "x = -40.0 in_image = False\n", "x = -8.0 in_image = False\n", "x = 256.0 in_image = True\n", "x = 519.0 in_image = False\n", "x = 551.0 in_image = False\n" ] } ], "source": [ "xs_edge = np.array([-40.0, -8.0, 256.0, 519.0, 551.0])\n", "ras, decs = w.pixel_to_world_values(xs_edge, np.full_like(xs_edge, 256.0))\n", "cat_edge = Table({\n", " 'source_id': np.arange(ras.size), 'ra': ras, 'dec': decs,\n", " 'phot_g_mean_mag': np.full(ras.size, 11.0),\n", " 'phot_bp_mean_mag': np.full(ras.size, np.nan),\n", " 'phot_rp_mean_mag': np.full(ras.size, np.nan),\n", "})\n", "f = simulate_field(RA0, DEC0, sensorfilter='zwo:r', focus=0, exptime=90,\n", " catalog=cat_edge, shape=SHAPE, add_noise=False)\n", "for row in f.catalog:\n", " print(f\"x = {row['x']:7.1f} in_image = {bool(row['in_image'])}\")\n", "assert list(f.catalog['in_image']) == [False, False, True, False, False]" ] }, { "cell_type": "markdown", "id": "dc16e09c", "metadata": {}, "source": [ "## Summary\n", "\n", "- The TAN WCS round-trips at floating-point precision; injected stars land on the\n", " detector to milliarcseconds (sub-pixel placement exact to 1/22 px).\n", "- `pa` rolls the field; `in_image` marks stars whose centers are on the array, while\n", " off-edge stars still deposit their wings." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.13.5" } }, "nbformat": 4, "nbformat_minor": 5 }