{ "cells": [ { "cell_type": "markdown", "id": "a4cc921a", "metadata": {}, "source": [ "# Linnunradan rotaatio\n", "Tutki tähtien säteis- ja tangentiaalinopeuksia etäisyyden funktiona" ] }, { "cell_type": "markdown", "id": "cacdbe41", "metadata": {}, "source": [ "Lataa python-modulit" ] }, { "cell_type": "code", "execution_count": 1, "id": "479220d1", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from numpy import array,append,arange,zeros,exp,sin,random,std\n", "import numpy.ma as ma\n", "\n", "import matplotlib.pyplot as plt\n", "import matplotlib\n", "from matplotlib import colors\n", "\n", "import astropy.units as u\n", "from astropy.units import Quantity\n", "from astropy.coordinates.sky_coordinate import SkyCoord\n", "from astropy.coordinates import Angle" ] }, { "cell_type": "markdown", "id": "6ee9d0a1", "metadata": {}, "source": [ "Lataa Gaia-arkiston taulukot " ] }, { "cell_type": "code", "execution_count": 2, "id": "9a530c02", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO: Retrieving tables... [astroquery.utils.tap.core]\n", "INFO: Parsing tables... [astroquery.utils.tap.core]\n", "INFO: Done. [astroquery.utils.tap.core]\n" ] } ], "source": [ "from astroquery.gaia import Gaia\n", "Gaia.MAIN_GAIA_TABLE = \"gaiadr3.gaia_source\" # Select early Data Release 3\n", "\n", "tables = Gaia.load_tables(only_names=True)\n", "#for table in (tables):\n", "# print (table.get_qualified_name())\n" ] }, { "cell_type": "markdown", "id": "8134fa76", "metadata": {}, "source": [ "Määrittele muunnosmatriisi galaktisen ja ekvatoriaalisen koordinaatiston välillä" ] }, { "cell_type": "code", "execution_count": 3, "id": "95f06de3", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Psi = 282.85948125\n", "theta = 62.87174888888889\n", "phi = -32.93191856999999\n", "T=\n", "[[-0.05487554 -0.8734371 -0.48383499]\n", " [ 0.49410945 -0.44482959 0.74698225]\n", " [-0.86766614 -0.19807639 0.45598379]]\n" ] } ], "source": [ "#T=Rz(90-theta)Rx(90-deltaP)Rz(90+alphaP)\n", "#with angles from Liu et al. A&A 536, A102 (2011)\n", "raGP=Angle('12:51:26.2755 hours') # R.A. of the North Galactic Pole\n", "decGP=Angle('27:07:41.704 degrees') # Dec. of the NGP \n", "clonGC=Angle('122.93191857 degrees') # complement of galactic longitude of the G.Centre\n", "phi=np.pi/2.0-clonGC.radian\n", "psi=np.pi/2.0+raGP.radian\n", "theta=np.pi/2.0-decGP.radian\n", "degr=np.pi/180.0\n", "print('Psi =', psi/degr)\n", "print('theta = ',theta/degr)\n", "print('phi = ',phi/degr)\n", "\n", "\n", "Rzpsi=[[np.cos(psi),np.sin(psi),0.0],[-np.sin(psi),np.cos(psi),0.0],[0.0,0.0,1.0]]\n", "Rxtheta=[[1.0,0.0,0.0],[0.0,np.cos(theta),np.sin(theta)],[0.0,-np.sin(theta),np.cos(theta)]]\n", "Rzphi=[[np.cos(phi),np.sin(phi),0.0],[-np.sin(phi),np.cos(phi),0.0],[0.0,0.0,1.0]]\n", "TR=np.matmul(Rzphi,np.matmul(Rxtheta,Rzpsi)) \n", " \n", "print('T=') \n", "print(TR) " ] }, { "cell_type": "markdown", "id": "9edc7165", "metadata": {}, "source": [ "Valitse suunta Linnunradan tasossa ja laske sen ekvatoriaaliset koordinaatit" ] }, { "cell_type": "code", "execution_count": 4, "id": "3404198a", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ra 288.4276 degr\n", "dec 10.7237 degr\n", "hms_tuple(h=19.0, m=13.0, s=42.619711987947255)\n", "dms_tuple(d=10.0, m=43.0, s=25.353480952516065)\n" ] } ], "source": [ "degr=np.pi/180.0\n", "l0=45.0*degr\n", "b0=0.0\n", "d0=1.0\n", "BigXYZ=d0*array([[np.cos(l0)*np.cos(b0)],[np.sin(l0)*np.cos(b0)],[np.sin(b0)]])\n", "xyz=np.matmul(np.transpose(TR),BigXYZ)\n", "ra=np.arctan(xyz[1]/xyz[0])\n", "dec=np.arctan(xyz[2]/np.sqrt(xyz[0]**2+xyz[1]**2))\n", "#print(ra)\n", "if ra[0]<0.0:\n", " ra[0]=ra[0]+2.0*np.pi\n", " \n", "degr=np.pi/180.0\n", "ra1=Angle('%s degrees' % str(ra[0]/degr))\n", "dec1=Angle('%s degrees' % str(dec[0]/degr))\n", "#print(ra1.degree,dec1.degree)\n", "print('ra ',\"%.4f\" % ra1.degree, 'degr')\n", "print('dec',\"%.4f\" % dec1.degree, 'degr')\n", "print(ra1.hms)\n", "print(dec1.dms)" ] }, { "cell_type": "markdown", "id": "437e730c", "metadata": {}, "source": [ "Hae tähdet 1 asteen säteellä tästä suunnasta minimietäisyydellä 1 kpc." ] }, { "cell_type": "code", "execution_count": 5, "id": "b2f2bd34", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO: Query finished. [astroquery.utils.tap.core]\n" ] } ], "source": [ "job0 = Gaia.launch_job_async(\"SELECT * \\\n", "FROM gaiadr3.gaia_source \\\n", "WHERE CONTAINS(POINT('ICRS',gaia_source.ra,gaia_source.dec),\\\n", "CIRCLE('ICRS', 288.4276, 10.7237,1.0))=1 \\\n", "AND visibility_periods_used >=5 \\\n", "AND (parallax)<1.0 \\\n", "AND parallax_over_error > 3.0 \\\n", "AND pmra IS NOT NULL AND abs(pmra)>0 \\\n", "AND pmdec IS NOT NULL AND abs(pmdec)>0 \\\n", "AND RUWE < 1.6 \\\n", "AND radial_velocity IS NOT NULL;\",dump_to_file=False)\n", "#AND astrometric_excess_noise<=1;\", dump_to_file=False)" ] }, { "cell_type": "markdown", "id": "c8479389", "metadata": {}, "source": [ "Anna otokselle nimi \"r\". Tutki sen kokoa. " ] }, { "cell_type": "code", "execution_count": 6, "id": "14cb30c6", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " parallax parallax_over_error pmra radial_velocity\n", " mas mas / yr km / s \n", "------------------- ------------------- -------------------- ---------------\n", " 0.2510168084107293 8.556358 -3.105412897369028 18.716684\n", "0.41670134924152885 18.73903 -2.2219829565704243 -5.5365105\n", " 0.9049111255278071 31.752174 -5.6482488056987945 -24.482212\n", "0.21642967946310637 6.358638 -2.0933066040606887 41.239113\n", "0.18216697951260535 5.7763233 -1.1467813189366007 73.43707\n", "0.33155962293515895 9.565925 -1.323373072574823 12.834667\n", " ... ... ... ...\n", " 0.6093331199182882 5.7275605 -2.770430239449461 38.77863\n", " 0.4769986927491934 13.407604 -7.839812453889479 5.1875677\n", " 0.3631681879390601 6.555364 -2.1050067866735445 42.01058\n", " 0.4323378521067996 11.576586 -1.1264172212158385 4.8374476\n", " 0.3532997032834189 7.034658 -2.230228649833845 69.827324\n", "0.26103673937003236 5.352884 0.2822424343000973 27.489119\n", "0.27101900185445665 6.296355 -0.29643396723947435 22.671154\n", "Length = 3807 rows\n" ] } ], "source": [ "r = job0.get_results()\n", "print (r['parallax', 'parallax_over_error','pmra','radial_velocity'])" ] }, { "cell_type": "markdown", "id": "5e785533", "metadata": {}, "source": [ "Määrittele tähtien ekvatoriaaliset paikka- ja nopeuskoordinaatit." ] }, { "cell_type": "code", "execution_count": 7, "id": "99bc5edd", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "\n", "[[ 18.71668434 -5.53651047 -24.48221207 ... 69.82732391 27.48911858\n", " 22.67115402]\n", " [-58.64012544 -25.27517425 -29.58599865 ... -29.92157565 5.12506072\n", " -5.18449627]\n", " [-72.97299023 -70.25811683 -43.3197402 ... -83.22070294 -21.58900988\n", " -46.67253575]]\n", "\n" ] } ], "source": [ "distance=1.0/(r['parallax'].data)\n", "ra=(r['ra'].data)*degr\n", "print(type(ra))\n", "dec=(r['dec'].data)*degr\n", "print(type(dec))\n", "vrad=r['radial_velocity'].data\n", "talpha=4.74*r['pmra'].data*distance\n", "tdelta=4.74*r['pmdec'].data*distance\n", "#print(vrad)\n", "#print(talpha)\n", "#print(tdelta)\n", "vequatorial=array([[vrad],[talpha],[tdelta]]).reshape(3,len(distance))\n", "\n", "#print(vequatorial)\n", "#print(type(vequatorial))" ] }, { "cell_type": "markdown", "id": "106593e2", "metadata": {}, "source": [ "Laske teoreettiset säteis- ja tangentiaalinopeudet olettaen, että kiertonopeus $\\Theta(R)$ on vakio ($=\\Theta_0$). Käytä arvoja $R_0=8.1$ kpc ja $\\Theta_0=230$ km/s. " ] }, { "cell_type": "code", "execution_count": 8, "id": "c60451ef", "metadata": {}, "outputs": [], "source": [ "theta0=230.0\n", "R0=8.1\n", "dvector=arange(0,10)\n", "Rvector=R0*np.sqrt(1.0+(dvector/R0)**2-2.0*(dvector/R0)*np.cos(l0))\n", "vrvector=theta0*(R0/Rvector-1.0)*np.sin(l0)\n", "vtvector=theta0*((R0/Rvector-1.0)*np.cos(l0)-dvector/Rvector)\n", "\n", "#plt.plot(x,y1, color='b')\n", "#plt.plot(x,y2, color='b')\n" ] }, { "cell_type": "markdown", "id": "45025f69", "metadata": {}, "source": [ "Otetaan huomioon Auringon pekuliaarinopeus LSR:n suhteen: U_a ~ 10 km/s, V_a ~ 15 km/s. Suunnassa $l=45^\\circ$ näiden vaikutus on v_r,a = (U_a + V_a) cos (45) ~ 17.7 km/s, v_t,a = (V_a -U_a) sin(45) ~ 3.5 km/s. Määritellään Auringon liikkellä korjatut teoreettiset nopeuskäyrät. " ] }, { "cell_type": "code", "execution_count": 17, "id": "71656798", "metadata": {}, "outputs": [], "source": [ "\n", "vrsun=17.7\n", "vtsun=3.5\n", "vrcorvector=vrvector-vrsun\n", "vtcorvector=vtvector-vtsun\n" ] }, { "cell_type": "markdown", "id": "3689a386", "metadata": {}, "source": [ "Plottaa tähtien säteisnopeus etäisyyden funktiona. Piirrä samaan kuvan yllä laskettu teoreettinen käyrä ja Auringon pekuliaariliikkeellä korjattu käyrä. " ] }, { "cell_type": "code", "execution_count": 20, "id": "c4f2cf88", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(-150.0, 150.0)" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "fig, ax = plt.subplots(figsize=(10, 10))\n", "#ax = plt.gca()\n", "#ax.set_aspect(1.0)\n", "ax.scatter(distance, vrad, alpha=0.5, s=10, color='g', zorder=0)\n", "plt.plot(dvector,vrvector,color='r')\n", "plt.plot(dvector,vrcorvector,color='r',linestyle='dashed')\n", "#plt.xlim(-5,15)\n", "plt.title('Säteisnopeus etäisyyden funktiona')\n", "plt.xlabel('Etäisyys (kpc)')\n", "plt.ylabel('Säteisnopeus (km/s)')\n", "plt.ylim(-150,150)" ] }, { "cell_type": "markdown", "id": "1ac9e1f7", "metadata": {}, "source": [ "Määrittele muunnosmatriisi heliosentristen $({\\dot x},{\\dot y},{\\dot z})$-koordinaatttien laskemiseksi" ] }, { "cell_type": "code", "execution_count": 21, "id": "95f2531d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n" ] } ], "source": [ "Rydelta=zeros((3,3,len(distance)))\n", "\n", "for i in range(len(distance)):\n", " Rydelta[:,:,i]=[[np.cos(dec[i]),0.0,-np.sin(dec[i])],\n", " [0.0,1.0,0.0],\n", " [np.sin(dec[i]),0.0,np.cos(dec[i])]]\n", " \n", "\n", "Rzalpha=zeros((3,3,len(distance)))\n", "\n", "for i in range(len(distance)):\n", " Rzalpha[:,:,i]=[[np.cos(ra[i]),-np.sin(ra[i]),0.0],\n", " [np.sin(ra[i]),np.cos(ra[i]),0.0],\n", " [0.0,0.0,1.0]]\n", "\n", "\n", "Rottoxyz=zeros((3,3,len(distance)))\n", "\n", "for i in range(len(distance)):\n", " Rottoxyz[:,:,i]=np.matmul(Rzalpha[:,:,i],Rydelta[:,:,i])\n", " \n", "print(type(Rottoxyz))" ] }, { "cell_type": "markdown", "id": "2d868885", "metadata": {}, "source": [ "Muunna nopeudet $(v_r,t_\\alpha,t_\\delta)$ nopeuksiksi $({\\dot x},{\\dot y},{\\dot z})$." ] }, { "cell_type": "code", "execution_count": 22, "id": "af73c258", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "(3, 3807)\n" ] } ], "source": [ "xyzdots=zeros((3,len(distance)))\n", "for i in range(len(distance)):\n", " xyzdots[:,i]=np.matmul(Rottoxyz[:,:,i],vequatorial[:,i])\n", " \n", "print(type(xyzdots))\n", "print(xyzdots.shape)" ] }, { "cell_type": "markdown", "id": "41fdc8d1", "metadata": {}, "source": [ "Laske heliosentriset koordinaatit $(x,y,z)$ koordinateista $(d,\\alpha,\\delta)$. " ] }, { "cell_type": "code", "execution_count": 23, "id": "c339cd66", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "(3, 3807)\n", "[[ 1.17816496 0.71038232 0.32562383 ... 0.90140474 1.21773216\n", " 1.17309513]\n", " [-3.73362689 -2.24886378 -1.03616592 ... -2.62268046 -3.55054342\n", " -3.41965753]\n", " [ 0.73661105 0.44385793 0.20379671 ... 0.56613572 0.76576691\n", " 0.73773519]]\n" ] } ], "source": [ "#print(dec)\n", "d=zeros((len(distance)))\n", "for i in range(len(distance)):\n", " d[i]=distance[i]\n", " \n", "xyzs=d*array([[np.cos(ra)*np.cos(dec)],\n", " [np.sin(ra)*np.cos(dec)],\n", " [np.sin(dec)]]).reshape(3,len(distance))\n", "\n", "\n", "#requatorial=array(distance)\n", "print(type(xyzs))\n", "print(xyzs.shape)\n", "print(xyzs)\n" ] }, { "cell_type": "markdown", "id": "1142491f", "metadata": {}, "source": [ "Laske $(X,Y,Z)$-koordinaatit ja $(U,V,W)$-nopeudet koordinateista $(x,y,z)$ ja \n", "$({\\dot x},{\\dot y},{\\dot z})$ " ] }, { "cell_type": "code", "execution_count": 24, "id": "f99d0cbc", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "(3, 3)\n", "\n", "(3, 3807)\n", "\n", "(3, 3807)\n", "\n", "(3, 3807)\n" ] } ], "source": [ "print(type(TR))\n", "print(TR.shape)\n", "print(type(xyzs))\n", "print(xyzs.shape)\n", "\n", "BigXYZ=np.matmul(TR,xyzs)\n", "print(type(BigXYZ))\n", "print(BigXYZ.shape)\n", "\n", "BigUVW=np.matmul(TR,xyzdots)\n", "print(type(BigUVW))\n", "print(BigUVW.shape)" ] }, { "cell_type": "markdown", "id": "47c91c48", "metadata": {}, "source": [ "Laske tähtien tangentiaaliset nopeuskomponentit" ] }, { "cell_type": "code", "execution_count": 25, "id": "dccad2a3", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "(3807,)\n" ] } ], "source": [ "glon=(r['l'].data)*degr\n", "\n", "gallon=zeros((len(distance)))\n", "for i in range(len(distance)):\n", " gallon[i]=glon[i]\n", "\n", "vtan=BigUVW[1,:]*np.cos(gallon)-BigUVW[0,:]*np.sin(gallon)\n", "\n", "print(type(vtan))\n", "print(vtan.shape)\n" ] }, { "cell_type": "markdown", "id": "f862d74a", "metadata": {}, "source": [ "Plottaa tangentiaaliset nopeudet etäisyyden funktiona. Piirrä samaan kuvaan teoreettiset käyrät. " ] }, { "cell_type": "code", "execution_count": 26, "id": "86b82b18", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(-300.0, 50.0)" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "fig, ax = plt.subplots(figsize=(10, 10))\n", "#ax = plt.gca()\n", "#ax.set_aspect(1.0)\n", "ax.scatter(distance, vtan, alpha=0.5, s=10, color='g', zorder=0)\n", "plt.plot(dvector,vtvector,color='r')\n", "plt.plot(dvector,vtcorvector,color='r', linestyle='dashed')\n", "plt.title('Tangentiaalinen nopeus etäisyyden funktiona')\n", "plt.xlabel('Etäisyys (kpc)')\n", "plt.ylabel('Tangentiaalinen nopeus (km/s)')\n", "\n", "#plt.xlim(-5,15)\n", "plt.ylim(-300,50)" ] }, { "cell_type": "markdown", "id": "3bcb058d", "metadata": {}, "source": [ "Oletus $\\Theta = \\Theta_0$ sopii melko hyvin suunnassa $l=45^\\circ$ havaittuihin tähtien säteis- ja tangentiaalinopeuksiin usean kpc päähän. Säteisnopeuksissa Auringon pekuliaarinopeudesta johtuva korjaus on huomattava. " ] }, { "cell_type": "code", "execution_count": null, "id": "d02d4a29", "metadata": {}, "outputs": [], "source": [] } ], "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": "3.9.7" } }, "nbformat": 4, "nbformat_minor": 5 }