central meridian वाक्य
उदाहरण वाक्य
मोबाइल
- A false easting of 500000 m is assigned to the central meridian ( 24?east ), so eastings are always positive.
- The isoscale lines with k = 1 are slightly curved lines approximately 180 km east and west of the central meridian.
- This variation is smallest along the central meridian ( north-south line ) of the map, and greatest at the map edges.
- Where " ? " is the longitude from the central meridian of the projection, and " ? " is the latitude.
- In the secant version the lines of true scale on the projection are no longer parallel to central meridian; they curve slightly.
- In all of these formulas, " ? " is the longitude from the central meridian and " ? " is the latitude.
- The minimum distortion is on the central meridian at latitudes of 30 degrees ( North and South ) . ( Other examples ).
- Because of the body's rotation and orbital alignment with the observer the central meridian changes with time, as it is based on the observer's point of view.
- Used as early as the 16th century, this projection shows distances accurately along the central meridian and the equator; areas furthest from these lines are the most distorted.
- Along parallels, each point from the surface is mapped at a distance from the central meridian that is proportional to its difference in longitude from the central meridian.
- Along parallels, each point from the surface is mapped at a distance from the central meridian that is proportional to its difference in longitude from the central meridian.
- With no distortion along the central meridian and the equator, distances along those lines are correct, as are the angles of intersection of other lines with those two lines.
- Ptolemy of Alexandria mapped the stars in Book VII and VIII of his " Almagest ", in which he used Sirius as the location for the globe's central meridian.
- Ptolemy of Alexandria mapped the stars in Books VII and VIII of his " Almagest ", in which he used Sirius as the location for the globe's central meridian.
- In the first equation " ? " 0 is the longitude of an arbitrary central meridian usually, but not always, that of Greenwich ( i . e ., zero ).
- Since the central meridian of the transverse Mercator can be chosen at will, it may be used to construct highly accurate maps ( of narrow width ) anywhere on the globe.
- This is not always the Earth's prime meridian ( 0?W / 0?E ), as the central meridian of the Earth as seen from the Moon changes as the Earth rotates.
- The direct series are developed in terms of the longitude difference from the central meridian, expressed in radians : the inverse series are developed in terms of the ratio x / a.
- However, there is no motion for this at the moment, and the accuracy of the projection would start to diminish in the west of Ireland, more than 8 degrees from the central meridian.
- It is the transverse aspect of the equirectangular projection, in that the globe is first rotated so the central meridian becomes the " equator ", and then the normal equirectangular projection is applied.
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