equatorial radius वाक्य
उदाहरण वाक्य
मोबाइल
- The equatorial radius is about 30.7 % greater than the polar radius.
- The value for the equatorial radius is defined to the nearest 0.1 m in WGS-84.
- Due to its rapid rotation, the primary has a polar radius about and an equatorial radius of about.
- This is of course related to the fact that the polar radius is about 21 kilometers less than the equatorial radius
- Assume that the spheroid, an ellipsoid of revolution, has an equatorial radius a and polar semi-axis b.
- Where " M " and " R e " represent the mass and mean equatorial radius of the body.
- And a and b are the equatorial radius ( semi-major axis ) and the polar radius ( semi-minor axis ), respectively.
- The new flattening estimate was one part in 298.257 222 101 and the equatorial radius was 6, 378, 136.8 metres.
- :: : : If the Earth were a sphere, you would just multiply the equatorial radius by the cosine of the angle of latitude.
- For comparison, the equatorial radius of the planet Jupiter is 71, 492 km, which is 65 % as large as Wolf 359's.
- Where " T " is the rotation period in seconds, " r " is the equatorial radius, and ? is the latitude.
- Its outer edge is located at a radius of about (; = equatorial radius of Jupiter or ) and coincides with the orbit of Jupiter's smallest inner satellite, Adrastea.
- The difference between the semi-major axis ( equatorial radius ) of the Hayford ellipsoid and that of the modern WGS84 ellipsoid is; for Helmert's ellipsoid it is only.
- Where " T " is the rotation period in seconds, and r _ { \ rm eq } is the equatorial radius ( usually also the maximum radius used above ).
- Dr . Fischer disagreed with the established figure for the oblateness of the earth ( the fraction by which the polar axis is foreshortened by the equatorial radius ), which had remained unchallenged since 1924.
- The equatorial radius of the star was estimated to be 2.03 solar radii, and the polar radius 1.63 solar radii a 25 % increase of the stellar radius from pole to equator.
- Thus " r " 3 = 8.5243?0 12 km 3, whose cube root is 20, 427 km; subtracting the equatorial radius of Mars ( 3396.2 km ), we have 17, 031 km.
- Thus, " r " 3 = 8.5243?0 12 km 3, the cube root of which is 20, 427 km; subtracting the equatorial radius of Mars ( 3396.2 km ) gives 17, 031 km.
- :If we look at the sidereal period and equatorial radius of each planet from Earth to Neptune, it looks like the sidereal period is approximately equal to one day multiplied by the inverse of the cube root of radius ( in Earths ):
- The WGS 84 spatial reference system describes Earth as an oblate spheroid along north-south axis with an equatorial radius of a = 6378.137 km and an inverse flattening of 1 / f = 298.257 \, 223 \, 563.
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