天宫一号10月5日泰安过境预报
本帖最后由 苍穹旋律 于 2011-10-5 15:30 编辑CalskyUser Site, ChinaWGS84: Lon: +116d32m34.8sLat: +36d12m50.4sAlt: 65mAll times in CSTWednesday 5 October 201118h37m01sTiangong-1Appears 18h32m10s 9.5magaz:295.4° WNWhorizonCulmination18h37m01s 2.9magaz: 25.8° NNEh:89.5°distance: 338.6kmheight above Earth: 338.7kmelevation of Sun: -10°angular velocity: 1.33°/sDisappears 18h39m25s 4.9magaz:116.2° ESEh:13.7°Calculated based on observations on4. Oct 2011 12:14 CST.The Calculated SkyTime: 2011 October 5 Wednesday, 18h 32m 10sJD: 2455839.9390067 TDT: 2455839.9397765 deltaT: 66.51 secApparent sidereal time:Local: 19h 13m 22.934s Greenwich: 11h 27m 12.614s(All times in CST, UTC+08:00, topocentric data for User Site, China)Satellite Visibility Status: Satellite is in sunlightand above your horizon, and visibleThis object is hard to be seen; you will need a telescope!Interfering factors:Elevation of Sun:-8.6° (nautical twilight)Elevation of Moon: 34.7° (1.3 days past First Quarter)Geocentric Satellite Tracking: Orbit:Shape = 334.8 km x 352.4 km,Period = 91.4 min,Inclination = 42.8°Revolutions since launch = 92.3, satellite currently descendingGround track:Sub-Satel: Lon =94°09'22" Lat = +42°01'57" Height= 338.32 km Direction:Az = 100.22 ° Ground Velocity:V = 6.99 km/s Repeat cycle: 25 days with 387 orbits (Error from exact cycle = 0.4 min)Topocentric: Magnitude: 9.5 magConstellation: Coma Berenices (Com)Altazimuth: Az = 295.35° WNW Alt =+0.48° r =2105.51 km Apparent: R.A.= 12h12m25s Dec = +20°30'44" r =2105.51 km Angular velocity: vAng= 0.06 °/sPhase: F = 0.05 (illuminated fraction)Elongation from Sun center: 26.33° (Sun below horizon)Elongation from Moon center: 119.86°Next local pass:Rise: 18h32m10sMagnitude:9.5magAltazimuth: Az = 295.35° WNW Alt =+0.48° r =2105.56 km Culmination: 18h37m01sMagnitude:2.9magAltazimuth: Az =25.75° NNE Alt = +89.51° r = 338.63 km Set: 18h41m53sMagnitude: (invisible)Altazimuth: Az = 116.65° ESE Alt =+0.48° r =2107.87 km Visibility of this pass:Appears: 18h32m10s (rises on the horizon)Magnitude:9.5magAltazimuth: Az = 295.35° WNW Alt =+0.48° r =2105.56 km Culmination: 18h37m01sMagnitude:2.9magAltazimuth: Az =25.75° NNE Alt = +89.51° r = 338.63 km Disappears:18h39m25s (satellite enters Earth's shadow and gets eclipsed)Magnitude:4.9magAltazimuth: Az = 116.24° ESE Alt = +13.74° r =1082.97 km HAWhole Sky ChartThis chart shows the path of the satellite across the sky. Please note that East and West are NOT the "wrong way round" if you hold the chart over your head to correspond to the view of the sky.Pass DetailsDate:Wednesday, 05 October, 2011Satellite:Tiangong 1 Observer's Location:Unspecified ( 36.2140°N, 116.5430°E) Local Time:China Standard Time (GMT + 8:00)Orbit:335 x 353 km, 42.8° (Epoch 04 Oct) Sun altitude at time of maximum pass altitude:-9.7° Event Time AltitudeAzimuthDistance (km) Rises above horizon 18:32:10 0° 295° (WNW) 2,106 Reaches 10° altitude 18:34:10 10° 296° (WNW) 1,272 Maximum altitude 18:37:02 89° 50° (NE ) 339 Enters shadow 18:39:20 14° 116° (ESE) 1,051 Detailed Star Chart 本帖最后由 苍穹旋律 于 2011-10-5 14:03 编辑
数据自Calsky和HA,这两个网站的预报结果有所不同,不过通过10月3日晚对天宫一号过境的观测来看,个人感觉准确定比较偏向Calsky、、、::070821_14.jpg:: 这次过境机会难得,条件很好,泰安附近的朋友要注意了!::42:: 天气不给力,你说的预报和我看的不一样啊
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C:\Users\Acer\AppData\Local\Temp\mx36CEB.png 宇宙一号 发表于 2011-10-5 16:17 static/image/common/back.gif
天气不给力,你说的预报和我看的不一样啊
位置不同~~~~~::070821_05.jpg::
看不懂e文的路过!天气一般给力。
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