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Hello!
I have not many experience of night sky observation. I want to know that HOW to estimate the inclination of the Milky Way to the ecliptic and celestial equator by human hand? from Bzoodie |
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In article , Bzoodie Zolio wrote:
Hello! I have not many experience of night sky observation. I want to know that HOW to estimate the inclination of the Milky Way to the ecliptic and celestial equator by human hand? from Bzoodie Oh, a neat question! You can get a general idea by: - looking toward the area where the two planes intersect - holding up a couple of strips of cardboard, joined at a point by an eyelet or thumbtack or something - aligning each cardboard strip with visible markers of each plane: for example, with some widely-separated planets for the ecliptic, and for the Milky Way, with the middle of its glowing band. - then measure the angle between the cardboard strips. The measurement will be more accurate if you can choose widely-separated points along the Milky Way band for alignment. 90 degrees or so should be best. As for any two planes, we see the Milky Way and ecliptic intersect at two points. One of them conveniently in the evening sky now, in eastern Taurus a couple of degrees west of M35. So if you are in a place where the winter Milky Way's glow is visible, you should be able to do this visually. For the Milky Way-to-equator angle, you could take advantage (assuming you're in the northern hemisphere) of the fact that everybody knows where the pole is, and do it a different way: - look at the area where the Milky Way comes closest to the north celestial pole, in Cassiopeia. Either measure that separation (in which case the inclination is 90 degrees minus that) or note from a map the declination of the northernmost part of the middle of the Milky Way band (in which case the inclination is equal to that declination angle). Or, you could... - find the point where the Milky Way crosses the equator, in Monoceros a bit east of Orion. Measure the angle between the Milky Way midline, and the meridian through that point (e.g. align the cardboard strip with that point and Polaris). The inclination to the equator is 90 degrees minus that angle. Cheers Stuart |
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