{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "作业1、单位平方度内，有多少r<20.5 mag的星系？"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "$\\Phi(M) = \\frac{ln10}{2.5}\\Phi^*(10^{0.4(M^*-M)})^{(\\alpha+1)}exp[-10^{0.4(M^*-M)}]$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1.8649864466679014\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "87892.02959880717"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import scipy.integrate as integrate\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "def schechter_lf(m, m_star=-20.83, alpha=-1.2, phi_star=1e-3):\n",
    "    \"\"\"\n",
    "    m:星等\n",
    "    假如m_star=-20.83是星系的特征星等\n",
    "    alpha:Schechter函数的指数\n",
    "    phi_star:特征光度密度\n",
    "    \"\"\"\n",
    "    factor = (0.4 * np.log(10)) * phi_star  \n",
    "    exponent = 10 ** ((m_star - m) * 0.4)\n",
    "    return factor * (exponent ** (alpha+1)) *np.exp(-exponent)\n",
    "\n",
    "\n",
    "def L(M):\n",
    "    return 10**(-M/2.5)\n",
    "\n",
    "def Vmax(L, f_lim):\n",
    "    return 4/3*np.pi*(L/4/np.pi/f_lim)**(3/2)\n",
    "\n",
    "\n",
    "#计算数密度，r < 20.5mag\n",
    "m_star = -20.83\n",
    "alpha = -1.2   \n",
    "phi_star = 1e-3  \n",
    "m = 20.5\n",
    "num_density = schechter_lf(m, m_star, alpha, phi_star)\n",
    "print(num_density)\n",
    "\n",
    "L0 = L(20.5) \n",
    "f_lim = L(30) #假如极限星等为30\n",
    "number = num_density * Vmax(L0, f_lim)\n",
    "number"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "#体密度只对绝对星等才有意义"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "SDSS给出的本地星系的Schechter光度函数的参数为\n",
    "Mr\n",
    "*=-20.83，α=-1.0，请问单位体积范围内Mr\n",
    "=-16\n",
    "mag的星系数目是Mr\n",
    "=-22mag星系数目的多少倍？\n",
    "SDSS是星等极限样本（r<17.77）,请问在SDSS的观测\n",
    "样本中， Mr\n",
    "=-22 mag的星系数目是Mr\n",
    "=-16mag星系\n",
    "数目的多少倍？\n",
    "\n",
    "根据以上光度函数，画出一个Mr\n",
    "=-22 mag星系的红移分布概\n",
    "率（不考虑星系的K改正和演化效应）"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "4.880571127790457e-05 0.0009103252911566016\n",
      "18.65202385788661\n"
     ]
    }
   ],
   "source": [
    "M_star_sdss = -20.83  # 特征星等\n",
    "alpha_sdss = -1.0     \n",
    "phi_star_sdss = 1e-3  \n",
    "\n",
    "# 计算 M_r = -22 和 M_r = -16 星系数量密度\n",
    "M_r_22_density = schechter_lf(-22, M_star_sdss, alpha_sdss, phi_star_sdss)\n",
    "M_r_16_density = schechter_lf(-16, M_star_sdss, alpha_sdss, phi_star_sdss)\n",
    "\n",
    "print(M_r_22_density, M_r_16_density)\n",
    "print(M_r_16_density/M_r_22_density)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "213.43912788593536\n"
     ]
    }
   ],
   "source": [
    "#极限星等为17.77\n",
    "M_r_22_density = schechter_lf(-22, M_star_sdss, alpha_sdss, phi_star_sdss)\n",
    "M_r_16_density = schechter_lf(-16, M_star_sdss, alpha_sdss, phi_star_sdss)\n",
    "\n",
    "print(M_r_22_density * Vmax(L(-22), L(17.77))/(M_r_16_density * Vmax(L(-16), L(17.77))))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "某旋涡星系和椭圆星系，其观测到的I波段的视\n",
    "星等都是18等；半光度半径内的表面亮度都是\n",
    "20mag/arcsec^2；其中旋涡星系（图像椭率为\n",
    "0.5 ）观测得到的HI的速度展宽是200km/s，椭\n",
    "圆星系观测到的中心速度弥散度是200km/s，\n",
    "请问这两个星系的距离分别是多少？\n",
    "\n",
    "旋涡星系的 Tully-Fisher关系以及椭圆星系的\n",
    "Fundamental Plane的内秉弥散在0.2个星等左右，\n",
    "请问以上距离计算的误差是多少？"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "漩涡星系的距离：209723932pc\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "-18.60823996531185"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "def TF(v):\n",
    "    #return absmag\n",
    "    return -8 * np.log10(v) - 0.2 #v:km/s\n",
    "\n",
    "def dist(m, absmag): #d:pc\n",
    "    M = absmag\n",
    "    return 10**((m-M+5)/5)\n",
    "\n",
    "I_abs = TF(200)\n",
    "m = 18\n",
    "distance = dist(m, I_abs)\n",
    "print('漩涡星系的距离：%dpc'%distance)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "$\\triangle d = 10^{(m-M+5)/5} \\times ln{10} \\times \\frac{1}{5} \\times \\triangle m$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "19316288.049552683\n"
     ]
    }
   ],
   "source": [
    "#距离误差：\n",
    "print(dist(m, I_abs)*np.log(10)*1/5*0.2) #pc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2.0773261964239234e-05"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "a = 1.39\n",
    "b = -0.9\n",
    "c = -6.71\n",
    "I_e = 20 #mag/arcsec^2\n",
    "sigma_elliptical = 200 #km/s\n",
    "log_R_e = a * np.log10(sigma_elliptical) + b * np.log10(I_e) + c\n",
    "R_e = 10 ** log_R_e  # 半光度半径\n",
    "R_e"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.image as mpimg\n",
    "\n",
    "# 读取并显示图片\n",
    "img = mpimg.imread('WechatIMG721.jpeg')\n",
    "plt.figure(figsize=(10, 8)) \n",
    "imgplot = plt.imshow(img)\n",
    "plt.axis('off')  # 不显示坐标轴\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "## 这个数值太大了吧，可视宇宙多大？"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "231353290099.51892\n"
     ]
    }
   ],
   "source": [
    "#距离误差：\n",
    "print(dist(22, -35)*np.log(10)*1/5*0.2) #pc"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "base",
   "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": "3.9.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
