{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "183a36f6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "电离球半径约为 17.64 pc\n"
     ]
    }
   ],
   "source": [
    "#task_13假设一颗大质量的恒星为40,000 K的O型星，其热光度为太阳的10万倍，假设周围是中性星际气体（全部为氢原子，n~10cm-3)均匀分布，\n",
    "#其在10000年内能电离的球形空间的半径为多大？\n",
    "#请对银河系中的各种物质成分的质量比进行估算\n",
    "import numpy as np\n",
    "\n",
    "# 给定参数\n",
    "L_star = 1e5  # 恒星光度，单位为太阳光度\n",
    "n_H = 10  # 中性氢的数密度，单位为 cm^-3\n",
    "alpha_B = 2.6e-13  # 重组系数，单位为 cm^3/s\n",
    "\n",
    "# 估算 N_ion\n",
    "L_sun = 3.828e33  # 太阳光度，单位为 erg/s\n",
    "E_ion = 13.6 * 1.60218e-12  # 电离光子的能量，单位为 erg（13.6 eV 转换为 erg）\n",
    "L_star_erg = L_star * L_sun  # 将恒星光度转换为 erg/s\n",
    "N_ion = L_star_erg / E_ion  # 每秒释放的电离光子数\n",
    "\n",
    "# 计算 Stromgren 半径\n",
    "R_s = ((3 * N_ion) / (4 * np.pi * alpha_B * n_H**2))**(1/3)\n",
    "R_s_pc = R_s / 3.086e18  # 将单位从 cm 转换为 parsec\n",
    "\n",
    "print(f\"电离球半径约为 {R_s_pc:.2f} pc\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "89cfc20c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "XTENSION= 'IMAGE   '           / Image extension                                BITPIX  =                  -32 / array data type                                NAXIS   =                    2 / number of array dimensions                     NAXIS1  =                   75                                                  NAXIS2  =                   75                                                  PCOUNT  =                    0 / number of parameters                           GCOUNT  =                    1 / number of groups                               EXTNAME = 'SCI     '           / extension name                                 MJD-BEG =      60041.150248678 / [d] MJD at start of observation                MJD-AVG =      60043.918263192 / [d] MJD at midpoint of observation             MJD-END =      60045.471224086 / [d] MJD at end of observation                  TDB-BEG =    60041.14917436606 / [d] TDB time of exposure start in MJD          TDB-MID =    60043.91692882841 / [d] TDB time of exposure mid-point in MJD      TDB-END =     60045.4698222279 / [d] TDB time of exposure end in MJD            XPOSURE =           22676.016  / [s] Exposure (integration) time                TELAPSE =           22676.016  / [s] Elapsed time (start to stop)                                                                                                       JWST ephemeris information                                                                                                                              REFFRAME= 'EME2000 '           / Ephemeris reference frame                      EPH_TYPE= 'Predicted'          / Definitive or Predicted                        EPH_TIME=    60041.34166666667 / [d] MJD time of position and velocity vectors  JWST_X  =   -145635730.1948855 / [km] barycentric JWST X coordinate at MJD_AVG  JWST_Y  =   -40762416.46424325 / [km] barycentric JWST Y coordinate at MJD_AVG  JWST_Z  =   -17257377.17438642 / [km] barycentric JWST Z coordinate at MJD_AVG  OBSGEO-X=     -1081872696.3233 / [m] observatory X-coordinate                   OBSGEO-Y=     -627546457.69757 / [m] observatory Y-coordinate                   OBSGEO-Z=      105084632.36933 / [m] observatory Z-coordinate                   JWST_DX =    8.385029874544038 / [km/s] barycentric JWST X velocity at MJD_AVG  JWST_DY =   -26.73451172636711 / [km/s] barycentric JWST Y velocity at MJD_AVG  JWST_DZ =   -11.62117600179394 / [km/s] barycentric JWST Z velocity at MJD_AVG  OBSGEODX=     193.117478512564 / [m/s] geocentric JWST X velocity at MJD_AVG    OBSGEODY=    -480.070178187327 / [m/s] geocentric JWST Y velocity at MJD_AVG    OBSGEODZ=    -241.342212033448 / [m/s] geocentric JWST Z velocity at MJD_AVG    PA_APER =    107.0167225667044 / [deg] Position angle of aperture used          VA_SCALE=    0.999929512665847 / Velocity aberration scale factor               BUNIT   = 'MJy/sr  '           / physical units of the array values                                                                                                     Photometry information                                                                                                                                  PHOTMJSR=   0.4907999932765961 / Flux density (MJy/steradian) producing 1 cps   PHOTUJA2=    11.53597435055946 / Flux density (uJy/arcsec2) producing 1 cps     PIXAR_SR= 2.11590909090909E-14 / Nominal pixel area in steradians               PIXAR_A2= 0.000899999999999999 / Nominal pixel area in arcsec^2                                                                                                         Information about the coordinates in the file                                                                                                           RADESYS = 'ICRS    '           / Equatorial coordinate system                                                                                                           Spacecraft pointing information                                                                                                                         RA_V1   =    149.8903473403299 / [deg] RA of telescope V1 axis                  DEC_V1  =    2.137824193925366 / [deg] Dec of telescope V1 axis                 PA_V3   =    107.0767614861385 / [deg] Position angle of telescope V3 axis                                                                                              WCS parameters                                                                                                                                          WCSAXES =                    2 / Number of coordinate axes                      CRPIX1  =             -38855.0 / Pixel coordinate of reference point            CRPIX2  =              23872.0 / Pixel coordinate of reference point            CRVAL1  =         150.1163213  / [deg] Coordinate value at reference point      CRVAL2  =         2.200973097  / [deg] Coordinate value at reference point      CTYPE1  = 'RA---TAN'           / Right ascension, gnomonic projection           CTYPE2  = 'DEC--TAN'           / Declination, gnomonic projection               CUNIT1  = 'deg     '           / Units of coordinate increment and value        CUNIT2  = 'deg     '           / Units of coordinate increment and value        CDELT1  =  8.3333333333333E-06 / [deg] Coordinate increment at reference point  CDELT2  =  8.3333333333333E-06 / [deg] Coordinate increment at reference point  PC1_1   =    -0.93969262078591 / Coordinate transformation matrix element       PC1_2   =     0.34202014332567 / Coordinate transformation matrix element       PC2_1   =     0.34202014332567 / Coordinate transformation matrix element       PC2_2   =     0.93969262078591 / Coordinate transformation matrix element       S_REGION= 'POLYGON ICRS  149.804497480 1.904824368 149.883340020 2.121431598 &' CONTINUE  '149.707257994 2.185433846 149.628440695 1.968820288&'                CONTINUE  '' / spatial extent of the observation                                VELOSYS =             21135.3  / [m/s] Velocity towards source                  EXTVER  =                    1 / extension value                                LONPOLE =                180.0 / [deg] Native longitude of celestial pole       LATPOLE =          2.200973097 / [deg] Native latitude of celestial pole        MJDREF  =                  0.0 / [d] MJD of fiducial time                       DATE-BEG= '2023-04-07T03:36:21.486' / ISO-8601 time at start of observation     DATE-AVG= '2023-04-09T22:02:17.940' / ISO-8601 time at midpoint of observation  DATE-END= '2023-04-11T11:18:33.761' / ISO-8601 time at end of observation       END                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                             \n"
     ]
    },
    {
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\n",
      "text/plain": [
       "<Figure size 3000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#task_15. 下载一个LAMOST或者SDSS观测到的星系光谱文件，画出相应光\n",
    "#谱，\n",
    "filename = '149.74358_2.125144_sci.fits' \n",
    "hdul = fits.open(filename)\n",
    "data = hdul[1].data\n",
    "header = hdul[1].header\n",
    "print(header)\n",
    "plt.figure(figsize=(10, 2), dpi=300)\n",
    "plt.plot(data)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "26e932cb",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number density of galaxies with r < 20.5 mag: 4.17e+00 per steradian\n",
      "Ratio of galaxy counts (M_r = -16 / M_r = -22): 18.65\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\lenovo\\AppData\\Local\\Temp\\ipykernel_26428\\2372526864.py:31: RuntimeWarning: divide by zero encountered in log10\n",
      "  return m - 5 * np.log10(d_l * 1e6) + 5\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "H-alpha line flux S/N: 19.52\n"
     ]
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Schechter luminosity function parameters\n",
    "M_star = -20.83  # SDSS Mr*\n",
    "alpha = -1.0  # Faint-end slope\n",
    "phi_star = 0.01  # Normalization (Mpc^-3)\n",
    "\n",
    "# Constants\n",
    "H0 = 70  # Hubble constant (km/s/Mpc)\n",
    "c = 3e5  # Speed of light (km/s)\n",
    "\n",
    "# Function to calculate the Schechter luminosity function\n",
    "def schechter_function(M, M_star, alpha, phi_star):\n",
    "    term = 10**(0.4 * (M_star - M))\n",
    "    return 0.4 * np.log(10) * phi_star * term**(1 + alpha) * np.exp(-term)\n",
    "\n",
    "# Function to calculate comoving volume element (dV/dz in Mpc^3 per steradian)\n",
    "def comoving_volume_element(z, H0, Omega_m=0.3, Omega_L=0.7):\n",
    "    \"\"\"Comoving volume element per unit redshift per steradian.\"\"\"\n",
    "    Ez = np.sqrt(Omega_m * (1 + z)**3 + Omega_L)\n",
    "    dV_dz = c / H0 * (1 + z)**2 / Ez\n",
    "    return dV_dz\n",
    "\n",
    "# 1. Number of galaxies with r < 20.5 mag\n",
    "def number_density_r_limit(m_limit, M_star, alpha, phi_star, z_max):\n",
    "    \"\"\"Calculate the number density of galaxies with apparent magnitude limit.\"\"\"\n",
    "    def absolute_magnitude_limit(m, z):\n",
    "        \"Convert apparent magnitude to absolute magnitude at redshift z.\"\n",
    "        d_l = c * z / H0 * (1 + z / 2)  # Luminosity distance approximation (Mpc)\n",
    "        return m - 5 * np.log10(d_l * 1e6) + 5\n",
    "\n",
    "    z_values = np.linspace(0, z_max, 1000)\n",
    "    m_abs_limits = absolute_magnitude_limit(m_limit, z_values)\n",
    "    phi_values = schechter_function(m_abs_limits, M_star, alpha, phi_star)\n",
    "    dV_dz_values = comoving_volume_element(z_values, H0)\n",
    "    \n",
    "    number_density = np.trapz(phi_values * dV_dz_values, z_values)\n",
    "    return number_density\n",
    "\n",
    "# 2. Ratio of galaxy counts at M_r = -16 mag to M_r = -22 mag\n",
    "def galaxy_count_ratio(M1, M2, M_star, alpha):\n",
    "    phi1 = schechter_function(M1, M_star, alpha, phi_star)\n",
    "    phi2 = schechter_function(M2, M_star, alpha, phi_star)\n",
    "    return phi1 / phi2\n",
    "\n",
    "# 3. Redshift distribution for galaxies with M_r = -20 mag\n",
    "def redshift_distribution(M, M_star, alpha, phi_star, z_max):\n",
    "    z_values = np.linspace(0, z_max, 1000)\n",
    "    phi_values = schechter_function(M, M_star, alpha, phi_star)\n",
    "    dV_dz_values = comoving_volume_element(z_values, H0)\n",
    "    \n",
    "    P_z = phi_values * dV_dz_values\n",
    "    P_z /= np.trapz(P_z, z_values)  # Normalize to make it a probability distribution\n",
    "    return z_values, P_z\n",
    "\n",
    "# Inputs\n",
    "m_limit = 20.5\n",
    "z_max = 0.1  # Approximation for shallow surveys\n",
    "M1, M2 = -16, -22\n",
    "M_target = -20\n",
    "\n",
    "# 1. Number density of galaxies\n",
    "num_density = number_density_r_limit(m_limit, M_star, alpha, phi_star, z_max)\n",
    "print(f\"Number density of galaxies with r < {m_limit} mag: {num_density:.2e} per steradian\")\n",
    "\n",
    "# 2. Ratio of galaxy counts\n",
    "ratio = galaxy_count_ratio(M1, M2, M_star, alpha)\n",
    "print(f\"Ratio of galaxy counts (M_r = {M1} / M_r = {M2}): {ratio:.2f}\")\n",
    "\n",
    "# 3. Redshift distribution\n",
    "z_values, P_z = redshift_distribution(M_target, M_star, alpha, phi_star, z_max)\n",
    "\n",
    "# Plot redshift distribution\n",
    "plt.figure(figsize=(8, 5))\n",
    "plt.plot(z_values, P_z, label=f\"M_r = {M_target}\")\n",
    "plt.xlabel(\"Redshift (z)\")\n",
    "plt.ylabel(\"Probability Density P(z)\")\n",
    "plt.title(\"Redshift Distribution for M_r = -20 mag Galaxies\")\n",
    "plt.legend()\n",
    "plt.grid()\n",
    "plt.show()\n",
    "\n",
    "# 4. H-alpha line S/N calculation\n",
    "def ha_line_sn(SN_cont, W_lambda, R, lambda_ha=6563):\n",
    "    \"\"\"Calculate the S/N of H-alpha line flux.\"\"\"\n",
    "    delta_lambda = lambda_ha / R\n",
    "    return SN_cont * np.sqrt(W_lambda / delta_lambda)\n",
    "\n",
    "# Inputs for H-alpha calculation\n",
    "SN_cont = 5  # S/N of continuum\n",
    "W_lambda = 50  # Equivalent width in Angstroms\n",
    "R = 2000  # Spectral resolution\n",
    "\n",
    "SN_line = ha_line_sn(SN_cont, W_lambda, R)\n",
    "print(f\"H-alpha line flux S/N: {SN_line:.2f}\")\n"
   ]
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   "id": "32b635eb",
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   "outputs": [],
   "source": []
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