{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "3d780faf",
   "metadata": {},
   "source": [
    "id: notebooks/E_coordinates.ipynb\n",
    "\n",
    "coordinate frames: equatorial (RA/Dec, hour angle, sidereal time), horizontal (azimuth/elevation, parallactic angle), WGS84/ECEF/ENU, the baseline vector, uvw and the uv-ellipse, delay and w, precession"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "66b1449e",
   "metadata": {},
   "source": [
    "<!-- notebooks/E_coordinates.ipynb -- theory E: coordinate frames (Interferosim 0.9.4) -->\n",
    "# E – Coordinate frames\n",
    "\n",
    "---\n",
    "  DI Erich Schubert, 07925151\n",
    "  \n",
    "\n",
    "\n",
    "*Theory notebook E.* An interferometer connects three kinds of coordinates: the **sky** (right ascension and declination), the **Earth** (geodetic positions of the stations, the baseline vector) and the **instrument** (uvw, the geometric delay, the direction of the antennas). The package computes everything in one earth-fixed frame (ECEF, module `observation.geometry`); this notebook takes the frames apart one by one and checks the package against the classical formulas.\n",
    "\n",
    "Package: `gmst_deg`, `gha_deg`, `sky_basis`, `direction`, `uvw`, `geometric_delay`, `elevation_deg`, `geodetic_to_ecef`, `ecef_to_enu_matrix`, `Station.from_enu`; new in 0.9.4 `lst_deg`, `azimuth_elevation_deg`, `parallactic_angle_deg`, `precess_deg`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "d2b12fe3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-01T11:21:37.694356Z",
     "iopub.status.busy": "2026-11-01T11:21:37.694028Z",
     "iopub.status.idle": "2026-11-01T11:21:38.610928Z",
     "shell.execute_reply": "2026-11-01T11:21:38.608874Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "site Wilhelmsburg: lat 48.088056°, lon 15.756111° E, h 280 m\n"
     ]
    }
   ],
   "source": [
    "%matplotlib inline\n",
    "from pathlib import Path\n",
    "\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "from interferosim.constants import C_LIGHT, HI_21CM\n",
    "from interferosim.instrument import Site, Station, Array, geodetic_to_ecef, ecef_to_enu_matrix, ecef_to_geodetic\n",
    "from interferosim.sky import SkyModel\n",
    "from interferosim.observation import (gmst_deg, gha_deg, lst_deg, sky_basis, direction, uvw, geometric_delay,\n",
    "                                      elevation_deg, azimuth_elevation_deg, parallactic_angle_deg, precess_deg,\n",
    "                                      mjd_from_iso, sun_radec_deg)\n",
    "\n",
    "CFG = Path(\"..\") / \"configs\"\n",
    "DATE = \"2026-11-01\"\n",
    "LAM = C_LIGHT / HI_21CM\n",
    "site = Site.from_toml(CFG / \"sites\" / \"wilhelmsburg.toml\")\n",
    "SOURCES = {n: SkyModel.from_json(CFG / \"skies\" / f\"{f}.json\").center for n, f in\n",
    "           ((\"Cas A\", \"cas_a\"), (\"Cyg A\", \"cyg_a\"), (\"Tau A\", \"tau_a\"), (\"Vir A\", \"vir_a\"), (\"W3(OH)\", \"w3oh_masers\"))}\n",
    "unix = lambda iso: (mjd_from_iso(iso) - 40587.0) * 86400.0\n",
    "print(f\"site {site.name}: lat {site.lat_deg:.6f}°, lon {site.lon_deg:.6f}° E, h {site.alt_m:.0f} m\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "36f3b78c",
   "metadata": {},
   "source": [
    "## 1. Equatorial coordinates and sidereal time\n",
    "\n",
    "A source keeps its **right ascension** α and **declination** δ (J2000 catalogue frame) while the Earth turns underneath. What counts for the observer is the **hour angle**\n",
    "\n",
    "$$H = \\mathrm{LST} - \\alpha, \\qquad \\mathrm{LST} = \\mathrm{GMST} + \\lambda_\\mathrm{east},$$\n",
    "\n",
    "with the Greenwich mean sidereal time (IAU 1982 formula in `gmst_deg`). The sidereal day is 23 h 56 min 4 s: a source transits about 4 minutes earlier every day. $H = 0$: upper transit (highest elevation), $H = \\pm 6$ h: six sidereal hours before/after."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "66e1fc1f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-01T11:21:38.615225Z",
     "iopub.status.busy": "2026-11-01T11:21:38.614716Z",
     "iopub.status.idle": "2026-11-01T11:21:38.627170Z",
     "shell.execute_reply": "2026-11-01T11:21:38.625380Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2026-11-01 20:00 UTC: GMST 22.7413 h, LST at Wilhelmsburg 23.7917 h\n",
      "\n",
      "source     RA [h]  Dec [deg]   H [h]  elevation  azimuth\n",
      "Cas A      23.390     58.815    0.40      78.7°   343.9°\n",
      "Cyg A      19.991     40.734    3.80      49.6°   281.5°\n",
      "Tau A       5.576     22.015   -5.78      18.3°    77.1°\n",
      "Vir A      12.514     12.391   11.28     -28.8°   347.9°\n",
      "W3(OH)      2.451     61.874   -2.66      63.9°    43.4°\n",
      "\n",
      "the transit moves 3.93 min earlier every day (sidereal day = 23.9345 h)\n"
     ]
    }
   ],
   "source": [
    "t0 = unix(DATE + \"T20:00:00\")\n",
    "lst = float(lst_deg(t0, site.lon_deg))\n",
    "print(f\"{DATE} 20:00 UTC: GMST {float(gmst_deg(t0)) / 15:.4f} h, LST at Wilhelmsburg {lst / 15:.4f} h\\n\")\n",
    "print(f\"{'source':<8s} {'RA [h]':>8s} {'Dec [deg]':>10s} {'H [h]':>7s} {'elevation':>10s} {'azimuth':>8s}\")\n",
    "for name, c in SOURCES.items():\n",
    "    H = ((lst - c.ra_deg + 180) % 360 - 180) / 15\n",
    "    s = direction(c.dec_deg, gha_deg(c.ra_deg, t0))\n",
    "    az, el = azimuth_elevation_deg(s, site.lat_deg, site.lon_deg)\n",
    "    print(f\"{name:<8s} {c.ra_deg / 15:8.3f} {c.dec_deg:10.3f} {H:7.2f} {float(el):9.1f}° {float(az):7.1f}°\")\n",
    "shift = 24 * (1 - 0.99726957) * 60\n",
    "print(f\"\\nthe transit moves {shift:.2f} min earlier every day (sidereal day = {24 * 0.99726957:.4f} h)\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1c0e5a18",
   "metadata": {},
   "source": [
    "## 2. The horizontal system\n",
    "\n",
    "Azimuth (from north through east) and elevation follow from $H$, δ and the latitude φ:\n",
    "\n",
    "$$\\sin e = \\sin\\varphi\\sin\\delta + \\cos\\varphi\\cos\\delta\\cos H, \\qquad \\tan A = \\frac{-\\cos\\delta\\sin H}{\\sin\\delta\\cos\\varphi - \\cos\\delta\\cos H\\sin\\varphi}.$$\n",
    "\n",
    "The package does it in vectors: `direction` gives the unit vector in ECEF, `azimuth_elevation_deg` projects it on east, north and up of the site. Sources with $\\delta > 90° - \\varphi$ (here 41.9°) are **circumpolar**. The **parallactic angle** $q$ is the angle between north on the sky and the vertical: the sky turns by $q$ in an antenna on an alt-azimuth mount – the polarisation angle of a fixed Yagi changes with it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "93058785",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-01T11:21:38.630667Z",
     "iopub.status.busy": "2026-11-01T11:21:38.630452Z",
     "iopub.status.idle": "2026-11-01T11:21:39.157793Z",
     "shell.execute_reply": "2026-11-01T11:21:39.156990Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Cas A   : max |elevation(package) - classical formula| = 5.7e-14 deg; circumpolar\n",
      "Cyg A   : max |elevation(package) - classical formula| = 8.5e-14 deg; up 21.8 h per day\n",
      "Tau A   : max |elevation(package) - classical formula| = 5.7e-14 deg; up 15.5 h per day\n",
      "Vir A   : max |elevation(package) - classical formula| = 5.0e-14 deg; up 13.9 h per day\n",
      "W3(OH)  : max |elevation(package) - classical formula| = 5.7e-14 deg; circumpolar\n"
     ]
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1700x520 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ha = np.linspace(-180, 180, 721)\n",
    "fig = plt.figure(figsize=(17, 5.2))\n",
    "axp = fig.add_subplot(1, 2, 1, projection=\"polar\")\n",
    "axq = fig.add_subplot(1, 2, 2)\n",
    "for name, c in SOURCES.items():\n",
    "    s = direction(c.dec_deg, np.mod(ha - site.lon_deg, 360))\n",
    "    az, el = azimuth_elevation_deg(s, site.lat_deg, site.lon_deg)\n",
    "    up = el > 0\n",
    "    axp.plot(np.radians(az[up]), 90 - el[up], \".\", ms=1.5, label=name)\n",
    "    axq.plot(ha / 15, parallactic_angle_deg(ha, c.dec_deg, site.lat_deg), lw=1.8, label=name)\n",
    "    # formula check against the classical expressions\n",
    "    e_cl = np.degrees(np.arcsin(np.sin(np.radians(site.lat_deg)) * np.sin(np.radians(c.dec_deg))\n",
    "                                + np.cos(np.radians(site.lat_deg)) * np.cos(np.radians(c.dec_deg)) * np.cos(np.radians(ha))))\n",
    "    print(f\"{name:<8s}: max |elevation(package) - classical formula| = {np.max(np.abs(el - e_cl)):.1e} deg; \"\n",
    "          f\"{'circumpolar' if c.dec_deg > 90 - site.lat_deg else f'up {np.mean(up) * 24:.1f} h per day'}\")\n",
    "axp.set_theta_zero_location(\"N\"); axp.set_theta_direction(-1); axp.set_rlim(0, 90)\n",
    "axp.set_rticks([0, 30, 60, 90]); axp.set_yticklabels([\"90°\", \"60°\", \"30°\", \"0°\"])\n",
    "axp.set_title(\"tracks over Wilhelmsburg (centre: zenith, N up, E right)\", fontsize=10)\n",
    "axp.legend(fontsize=8, loc=\"lower left\", bbox_to_anchor=(-0.25, -0.1))\n",
    "axq.set(xlabel=\"hour angle  [h]\", ylabel=\"parallactic angle  [deg]\", title=\"parallactic angle\")\n",
    "axq.grid(alpha=0.3); axq.legend(fontsize=8.5); axq.title.set_fontsize(10)\n",
    "fig.tight_layout(); plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ada0a396",
   "metadata": {},
   "source": [
    "## 3. The Earth: WGS84, ECEF and ENU\n",
    "\n",
    "Station positions are given geodetically (latitude, longitude, height on the WGS84 ellipsoid). For the geometry they are converted to the earth-centred, earth-fixed frame **ECEF** (X through the Greenwich meridian on the equator, Z through the north pole). Local offsets are easier in **ENU** (east, north, up) at the site; the rotation matrix `ecef_to_enu_matrix` converts between the two.\n",
    "\n",
    "The **baseline** is the ECEF difference of two stations. Its components along the Earth's axis ($L_Z$) and in the equatorial plane ($L_X$, $L_Y$) decide the uv-coverage: the equatorial part rotates with the Earth, the axial part does not."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "80bbf17a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-01T11:21:39.162139Z",
     "iopub.status.busy": "2026-11-01T11:21:39.161919Z",
     "iopub.status.idle": "2026-11-01T11:21:39.173576Z",
     "shell.execute_reply": "2026-11-01T11:21:39.172670Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Wilhelmsburg ECEF: [4108.236 1159.115 4723.631] km (|r| = 6366.619 km)\n",
      "\n",
      "baseline                                    ENU [m]           ECEF L_X, L_Y, L_Z [m]    length\n",
      "11.5 km east-west          [11500.,     0.,    -0.]      [-3122.7, 11067.9,     0. ]  11500.0 m\n",
      "11.5 km north-south        [    0., 11500.,     0.]      [-8236.4, -2323.9,  7681.9]  11500.0 m\n",
      "\n",
      "the east station: lat 48.087952°, lon 15.910470° (Δlon 0.15436° = 11.5 km / (R cos φ)), h 290.3 m (the tangent plane rises 10.3 m above the ellipsoid at 11.5 km)\n",
      "east-west: L_Z ≈ 0, the baseline lies in the equatorial plane; north-south: L_Z = B cos φ ≠ 0.\n"
     ]
    }
   ],
   "source": [
    "east_st = Station.from_enu(\"X\", site, 11_500, 0, 0)\n",
    "north_st = Station.from_enu(\"N\", site, 0, 11_500, 0)\n",
    "ref = Station.from_enu(\"W\", site, 0, 0, 0)\n",
    "R = ecef_to_enu_matrix(site.lat_deg, site.lon_deg)\n",
    "print(f\"Wilhelmsburg ECEF: {np.round(site.ecef_m() / 1e3, 3)} km (|r| = {np.linalg.norm(site.ecef_m()) / 1e3:.3f} km)\\n\")\n",
    "print(f\"{'baseline':<22s} {'ENU [m]':>28s} {'ECEF L_X, L_Y, L_Z [m]':>32s} {'length':>9s}\")\n",
    "for name, st in ((\"11.5 km east-west\", east_st), (\"11.5 km north-south\", north_st)):\n",
    "    b = st.ecef_m() - ref.ecef_m()\n",
    "    enu = R @ b\n",
    "    print(f\"{name:<22s} {np.array2string(np.round(enu, 1), separator=', '):>28s} {np.array2string(np.round(b, 1), separator=', '):>32s} {np.linalg.norm(b):8.1f} m\")\n",
    "lat2, lon2, h2 = ecef_to_geodetic(*east_st.ecef_m())\n",
    "print(f\"\\nthe east station: lat {lat2:.6f}°, lon {lon2:.6f}° (Δlon {lon2 - site.lon_deg:.5f}° = 11.5 km / (R cos φ)), \"\n",
    "      f\"h {h2:.1f} m (the tangent plane rises {h2 - site.alt_m:.1f} m above the ellipsoid at 11.5 km)\")\n",
    "print(\"east-west: L_Z ≈ 0, the baseline lies in the equatorial plane; north-south: L_Z = B cos φ ≠ 0.\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "984fbdf8",
   "metadata": {},
   "source": [
    "## 4. uvw and the uv-ellipse\n",
    "\n",
    "The package projects the baseline (ECEF) on the sky basis of the phase centre: $u$ on east, $v$ on north, $w$ on the direction $\\hat s_0$ (`sky_basis`, `uvw`). With the Greenwich hour angle $H$ these are the classical expressions (Thompson, Moran & Swenson),\n",
    "\n",
    "$$\\begin{pmatrix}u\\\\v\\\\w\\end{pmatrix} = \\frac{1}{\\lambda}\\begin{pmatrix} \\sin H & \\cos H & 0\\\\ -\\sin\\delta\\cos H & \\sin\\delta\\sin H & \\cos\\delta\\\\ \\cos\\delta\\cos H & -\\cos\\delta\\sin H & \\sin\\delta\\end{pmatrix}\\begin{pmatrix}L_X\\\\L_Y\\\\L_Z\\end{pmatrix},$$\n",
    "\n",
    "and over the day $(u, v)$ traces the ellipse\n",
    "\n",
    "$$\\frac{u^2}{a^2} + \\frac{(v - v_0)^2}{(a\\sin\\delta)^2} = 1, \\qquad a = \\frac{\\sqrt{L_X^2+L_Y^2}}{\\lambda},\\quad v_0 = \\frac{L_Z\\cos\\delta}{\\lambda}.$$\n",
    "\n",
    "East–west baselines ($L_Z = 0$) give ellipses centred on the origin, flattening towards the celestial equator; a north–south component shifts the ellipse in $v$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "67771504",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-01T11:21:39.176530Z",
     "iopub.status.busy": "2026-11-01T11:21:39.176079Z",
     "iopub.status.idle": "2026-11-01T11:21:39.612396Z",
     "shell.execute_reply": "2026-11-01T11:21:39.608882Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "11.5 km east-west, δ = +61.9°: |package - classical| = 1.5e-11 λ, ellipse equation 1 ± 8.9e-16, centre v0 = +0.00 kλ\n",
      "11.5 km east-west, δ = +40.7°: |package - classical| = 1.5e-11 λ, ellipse equation 1 ± 8.9e-16, centre v0 = +0.00 kλ\n",
      "11.5 km east-west, δ = +22.0°: |package - classical| = 1.5e-11 λ, ellipse equation 1 ± 6.7e-16, centre v0 = +0.00 kλ\n",
      "11.5 km east-west, δ =  -5.0°: |package - classical| = 1.5e-11 λ, ellipse equation 1 ± 6.7e-16, centre v0 = +0.00 kλ\n",
      "11.5 km north-south, δ = +61.9°: |package - classical| = 1.5e-11 λ, ellipse equation 1 ± 7.8e-16, centre v0 = +17.14 kλ\n",
      "11.5 km north-south, δ = +40.7°: |package - classical| = 1.5e-11 λ, ellipse equation 1 ± 8.9e-16, centre v0 = +27.59 kλ\n",
      "11.5 km north-south, δ = +22.0°: |package - classical| = 1.5e-11 λ, ellipse equation 1 ± 1.0e-15, centre v0 = +33.75 kλ\n",
      "11.5 km north-south, δ =  -5.0°: |package - classical| = 1.5e-11 λ, ellipse equation 1 ± 4.3e-15, centre v0 = +36.26 kλ\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1500x650 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "g = np.linspace(0, 360, 721)\n",
    "fig, axes = plt.subplots(1, 2, figsize=(15, 6.5))\n",
    "for ax, (name, st) in zip(axes, ((\"11.5 km east-west\", east_st), (\"11.5 km north-south\", north_st))):\n",
    "    L = st.ecef_m() - ref.ecef_m()\n",
    "    for dec, col in ((61.9, \"C0\"), (40.7, \"C1\"), (22.0, \"C2\"), (-5.0, \"C3\")):\n",
    "        q = uvw(L, dec, g, LAM)\n",
    "        h = np.radians(g); d = np.radians(dec)\n",
    "        u_cl = (np.sin(h) * L[0] + np.cos(h) * L[1]) / LAM\n",
    "        v_cl = (-np.sin(d) * np.cos(h) * L[0] + np.sin(d) * np.sin(h) * L[1] + np.cos(d) * L[2]) / LAM\n",
    "        err = max(np.max(np.abs(q[:, 0] - u_cl)), np.max(np.abs(q[:, 1] - v_cl)))\n",
    "        a = np.hypot(L[0], L[1]) / LAM; v0 = L[2] * np.cos(d) / LAM\n",
    "        ell = (q[:, 0] / a) ** 2 + ((q[:, 1] - v0) / (a * np.sin(d))) ** 2\n",
    "        ax.plot(q[:, 0] / 1e3, q[:, 1] / 1e3, color=col, lw=1.8, label=f\"δ = {dec:+.1f}°\")\n",
    "        ax.plot(-q[:, 0] / 1e3, -q[:, 1] / 1e3, color=col, lw=0.8, ls=\"--\")\n",
    "        print(f\"{name}, δ = {dec:+5.1f}°: |package - classical| = {err:.1e} λ, ellipse equation 1 ± {np.max(np.abs(ell - 1)):.1e}, \"\n",
    "              f\"centre v0 = {v0 / 1e3:+.2f} kλ\")\n",
    "    ax.set(xlabel=\"u  [kλ]\", ylabel=\"v  [kλ]\", title=f\"{name}: 24 h regardless of elevation (dashed: conjugate track)\", aspect=\"equal\")\n",
    "    ax.grid(alpha=0.3); ax.legend(fontsize=9); ax.title.set_fontsize(10)\n",
    "fig.tight_layout(); plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "55ba0dce",
   "metadata": {},
   "source": [
    "## 5. Geometric delay and w\n",
    "\n",
    "The wavefront reaches the stations at different times. With the package convention $\\tau = -(\\vec B\\cdot\\hat s)/c$ (positive: station $j$ later than the reference) the delay is the $w$ component in time units, $\\tau = -w\\lambda/c$. Its maximum is $B/c$ (38 µs for 11.5 km); its rate – the fringe rate divided by the frequency – follows from the Earth's rotation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "4b4764f1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-01T11:21:39.615854Z",
     "iopub.status.busy": "2026-11-01T11:21:39.615390Z",
     "iopub.status.idle": "2026-11-01T11:21:39.862716Z",
     "shell.execute_reply": "2026-11-01T11:21:39.860711Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "max |tau + w λ/c| = 3.4e-21 s; max |tau| over ±6 h = 29.07 µs (B/c = 38.36 µs)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1100x380 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "L = east_st.ecef_m() - ref.ecef_m()\n",
    "c = SOURCES[\"Cyg A\"]\n",
    "gg = np.mod(np.linspace(-90, 90, 361) - site.lon_deg, 360)\n",
    "tau = geometric_delay(L, direction(c.dec_deg, gg))\n",
    "w = uvw(L, c.dec_deg, gg, LAM)[:, 2]\n",
    "print(f\"max |tau + w λ/c| = {np.max(np.abs(tau + w * LAM / C_LIGHT)):.1e} s; max |tau| over ±6 h = {np.max(np.abs(tau)) * 1e6:.2f} µs \"\n",
    "      f\"(B/c = {np.linalg.norm(L) / C_LIGHT * 1e6:.2f} µs)\")\n",
    "fig, ax = plt.subplots(figsize=(11, 3.8))\n",
    "ax.plot(np.linspace(-6, 6, 361), tau * 1e6, lw=2)\n",
    "ax.set(xlabel=\"hour angle  [h]\", ylabel=\"τ  [µs]\", title=\"Cyg A, 11.5 km east-west: geometric delay over ±6 h\"); ax.grid(alpha=0.3)\n",
    "fig.tight_layout(); plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "91d4f95e",
   "metadata": {},
   "source": [
    "## 6. Epochs: precession\n",
    "\n",
    "Catalogue coordinates refer to the mean equator and equinox J2000.0. The Earth's axis precesses by 50″ per year; on 2026-11-01 the coordinates of date differ by about 0.3°. `precess_deg` applies the IAU 1976 precession (checked against astropy: 0.1″). The simulators of the package use the catalogue coordinates directly with the GMST of the date – self-consistent, because the simulated correlator uses the same model. **For real recordings** the delay model must use the coordinates of date (plus nutation and aberration, ≈ 20″): the difference below is the delay and position error that would otherwise have to be absorbed by the fringe search."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "a5519d6e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-01T11:21:39.866024Z",
     "iopub.status.busy": "2026-11-01T11:21:39.865685Z",
     "iopub.status.idle": "2026-11-01T11:21:39.877594Z",
     "shell.execute_reply": "2026-11-01T11:21:39.875940Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "source    ΔRA cos δ [arcsec]  ΔDec [arcsec]  total [deg]   max delay error, 11.5 km\n",
      "Cas A                    569            531        0.216                    135 ns\n",
      "Cyg A                    634            269        0.191                    116 ns\n",
      "Tau A                   1348             58        0.375                    193 ns\n",
      "Vir A                   1193           -533        0.363                    231 ns\n",
      "W3(OH)                   870            429        0.269                    156 ns\n",
      "\n",
      "(the GHA of a source is GMST - RA: with the precessed RA the hour angle shifts by ΔRA. The delay error,\n",
      " up to B Δθ / c ≈ 250 ns, is as large as half the delay beam of 2 MHz and corresponds to some 350 turns of the\n",
      " fringe phase at 1420 MHz, changing over the day - the fringe search would have to absorb it.)\n"
     ]
    }
   ],
   "source": [
    "mjd = mjd_from_iso(DATE + \"T20:00:00\")\n",
    "print(f\"{'source':<8s} {'ΔRA cos δ [arcsec]':>19s} {'ΔDec [arcsec]':>14s} {'total [deg]':>12s} {'max delay error, 11.5 km':>26s}\")\n",
    "for name, c in SOURCES.items():\n",
    "    ra2, dec2 = (float(x) for x in precess_deg(c.ra_deg, c.dec_deg, mjd))\n",
    "    dra = ((ra2 - c.ra_deg + 180) % 360 - 180) * np.cos(np.radians(c.dec_deg)) * 3600\n",
    "    ddec = (dec2 - c.dec_deg) * 3600\n",
    "    gg = np.mod(np.linspace(0, 360, 721), 360)\n",
    "    dtau = geometric_delay(L, direction(dec2, np.mod(gg - (ra2 - c.ra_deg), 360))) - geometric_delay(L, direction(c.dec_deg, gg))\n",
    "    print(f\"{name:<8s} {dra:19.0f} {ddec:14.0f} {np.hypot(dra, ddec) / 3600:12.3f} {np.max(np.abs(dtau)) * 1e9:22.0f} ns\")\n",
    "print(\"\\n(the GHA of a source is GMST - RA: with the precessed RA the hour angle shifts by ΔRA. The delay error,\")\n",
    "print(\" up to B Δθ / c ≈ 250 ns, is as large as half the delay beam of 2 MHz and corresponds to some 350 turns of the\")\n",
    "print(\" fringe phase at 1420 MHz, changing over the day - the fringe search would have to absorb it.)\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "35eb9d20",
   "metadata": {},
   "source": [
    "## 7. Summary\n",
    "\n",
    "| frame | coordinates | package |\n",
    "|---|---|---|\n",
    "| equatorial (J2000) | α, δ; hour angle $H$ = LST − α | `gmst_deg`, `lst_deg`, `gha_deg` |\n",
    "| equatorial of date | precessed α, δ | `precess_deg` |\n",
    "| horizontal | azimuth, elevation, parallactic angle | `azimuth_elevation_deg`, `elevation_deg`, `parallactic_angle_deg` |\n",
    "| geodetic | φ, λ, h (WGS84) | `Site`, `Station`, `ecef_to_geodetic` |\n",
    "| ECEF | X, Y, Z; baseline $L_X, L_Y, L_Z$ | `geodetic_to_ecef`, `Station.ecef_m`, `Array.baselines` |\n",
    "| ENU | east, north, up at the site | `ecef_to_enu_matrix`, `Station.from_enu` |\n",
    "| sky basis | $\\hat s_0$, $e_E$, $e_N$ at the phase centre | `sky_basis`, `direction` |\n",
    "| interferometer | u, v, w [λ]; τ = −wλ/c | `uvw`, `geometric_delay`, `delay_rate` |\n",
    "\n",
    "## 8. Selector\n",
    "\n",
    "Declination, baseline length and azimuth, latitude and hour-angle range; *Run Interact* shows the uv-track, the elevation and the parallactic angle. (Needs a running kernel.)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "df324483",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-01T11:21:39.880409Z",
     "iopub.status.busy": "2026-11-01T11:21:39.880129Z",
     "iopub.status.idle": "2026-11-01T11:21:40.082920Z",
     "shell.execute_reply": "2026-11-01T11:21:40.081943Z"
    }
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5a47226f91f7475b86c123fd8b3d6c78",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "interactive(children=(FloatSlider(value=40.7, description='Dec [deg]', max=89.0, min=-40.0, step=0.5), FloatSl…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import ipywidgets as widgets\n",
    "from IPython.display import display\n",
    "\n",
    "def run_coords(dec_deg, baseline_km, azimuth_deg, lat_deg, ha_half_h):\n",
    "    s = Site(\"site\", lat_deg, site.lon_deg, 280.0)\n",
    "    a_r = np.radians(azimuth_deg)\n",
    "    r0 = Station.from_enu(\"A\", s, 0, 0, 0)\n",
    "    r1 = Station.from_enu(\"B\", s, 1e3 * baseline_km * np.sin(a_r), 1e3 * baseline_km * np.cos(a_r), 0)\n",
    "    Lv = r1.ecef_m() - r0.ecef_m()\n",
    "    hh = np.linspace(-ha_half_h * 15, ha_half_h * 15, 400)\n",
    "    gg = np.mod(hh - s.lon_deg, 360)\n",
    "    q = uvw(Lv, dec_deg, gg, LAM)\n",
    "    el = elevation_deg(direction(dec_deg, gg), s.lat_deg, s.lon_deg)\n",
    "    up = el > 10\n",
    "    fig, axes = plt.subplots(1, 3, figsize=(18, 4.8))\n",
    "    axes[0].plot(q[:, 0] / 1e3, q[:, 1] / 1e3, color=\"0.8\", lw=1)\n",
    "    axes[0].plot(q[up, 0] / 1e3, q[up, 1] / 1e3, \"C0.\", ms=2); axes[0].plot(-q[up, 0] / 1e3, -q[up, 1] / 1e3, \"C1.\", ms=2)\n",
    "    axes[0].set(xlabel=\"u [kλ]\", ylabel=\"v [kλ]\", aspect=\"equal\", title=f\"uv-track (grey: below 10°), L_Z = {Lv[2]:.0f} m\")\n",
    "    axes[1].plot(hh / 15, el); axes[1].axhline(10, color=\"k\", ls=\":\"); axes[1].set(xlabel=\"hour angle [h]\", ylabel=\"elevation [deg]\")\n",
    "    axes[2].plot(hh / 15, parallactic_angle_deg(hh, dec_deg, lat_deg)); axes[2].set(xlabel=\"hour angle [h]\", ylabel=\"parallactic angle [deg]\")\n",
    "    for ax in axes: ax.grid(alpha=0.3); ax.title.set_fontsize(10)\n",
    "    fig.tight_layout(); plt.show()\n",
    "\n",
    "display(widgets.interactive(\n",
    "    run_coords, {\"manual\": True},\n",
    "    dec_deg=widgets.FloatSlider(value=40.7, min=-40, max=89, step=0.5, description=\"Dec [deg]\"),\n",
    "    baseline_km=widgets.FloatSlider(value=11.5, min=0.01, max=50, step=0.01, description=\"B [km]\"),\n",
    "    azimuth_deg=widgets.FloatSlider(value=90, min=0, max=180, step=1, description=\"azimuth [deg]\"),\n",
    "    lat_deg=widgets.FloatSlider(value=site.lat_deg, min=-80, max=80, step=0.5, description=\"latitude\"),\n",
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