Hammer retroazimuthal projection
The Hammer retroazimuthal projection is a modified azimuthal proposed by in 1910. As a retroazimuthal projection, azimuths (directions) are correct from any point to the designated center point. Additionally, all distances from the center of the map are proportional to what they are on the globe. In whole-world presentation, the back and front hemispheres overlap, making the projection a non-injective function. The back hemisphere can be rotated 180° to avoid overlap, but in this case, any azimuths measured from the back hemisphere must be corrected. where and
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Hammer retroazimuthal projection
The Hammer retroazimuthal projection is a modified azimuthal proposed by in 1910. As a retroazimuthal projection, azimuths (directions) are correct from any point to the designated center point. Additionally, all distances from the center of the map are proportional to what they are on the globe. In whole-world presentation, the back and front hemispheres overlap, making the projection a non-injective function. The back hemisphere can be rotated 180° to avoid overlap, but in this case, any azimuths measured from the back hemisphere must be corrected. where and
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The Hammer retroazimuthal proj ...... correct is given as φ1 and λ0.
@en
ハンメル逆方位図法は地図投影法の一種で、が1910年に考案し ...... れば中心点だけ決めれば十分な方位図法と、この点で違いがある。
@ja
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The Hammer retroazimuthal proj ...... e must be corrected. where and
@en
ハンメル逆方位図法は地図投影法の一種で、が1910年に考案し ...... れば中心点だけ決めれば十分な方位図法と、この点で違いがある。
@ja
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Hammer retroazimuthal projection
@en
ハンメル逆方位図法
@ja