John P Snyder
Dados Biográficos
| ID | 1686136 |
|---|---|
| NOME | John P Snyder |
| PRENOMES | John P |
| SOBRENOME | Snyder |
| ASSINATURA | SNYDER J P |
| AFILIAÇÕES | United States Geological Survey |
| VERIFICADO | Não |
| TOTAL DE OBRAS | 8 |
| TOTAL DE CITAÇÕES | 10 |
| TOTAL COMO AUTOR | 8 |
| TOTAL COMO EDITOR | 0 |
| PRIMEIRO ANO DE PUBLICAÇÃO | 1974 |
| ANO MAIS RECENTE DE PUBLICAÇÃO | 1996 |
| ÍNDICE H | 2 |
Calculating an Azimuth from One Location to Another A Case Study in Determining the Qibla to Makkah
For Muslims, the question of how to determine the azimuth or Qibla (Sacred Direction) to Makkah during the five obligatory daily prayer sessions is of great importance. Differences of opinion exist among Muslims as to how to calculate the azimuth from parts of the world not previously inhabited by Muslims, such as the continents of the Americas and Australia. Presently, there are two major and distinct points of view on this issue (Almakky 1994),…
Flattening the Earth
Flattening the Earth
Bibliography of Map Projections
The Transverse and Oblique Cylindrical Equal-Area Projection of the Ellipsoid
To prepare an equal-area map of a region predominantly north to south in extent or along an oblique great circle route, the transverse or oblique cylindrical equal-area projection has long been available for the sphere. To minimize shape and scale distortion along and near the central line of a larger-scale map and to eliminate all area distortion, this projection should be based on the ellipsoid. The formulas for the ellipsoidal projection are d…
Map Projections Used by the US Geological Survey
Equidistant Conic Map Projections∗
There are about a dozen published variations of equidistant conic map projections. They are identical when using the same actual standard parallels, but the parallels are chosen differently. Greater use of the spheroidal form of the equidistant conic with two standard parallels (especially when chosen by minimum-error procedures) is encouraged because of its true meridian scale and low-error compromise between Lambert's conformal conic and Albers…
The Mapping of New Jersey
The Mapping of New Jersey: The Men and the Art. By John P. Snyder. (New Brunswick, NJ.: Rutgers University Press, 1973. xiv + 234 pp. Maps, illustrations, appendixes, notes, bibliography, and index. $10.00.) Get access Louis De Vorsey Louis De Vorsey University of Georgia Search for other works by this author on: Oxford Academic Google Scholar Journal of American History, Volume 61, Issue 1, June 1974, Pages 155–156, https://doi.org/10.2307/19182…
The Mapping of New Jersey
The Mapping of New Jersey: The Men and the Art. By John P. Snyder. (New Brunswick, NJ.: Rutgers University Press, 1973. xiv + 234 pp. Maps, illustrations, appendixes, notes, bibliography, and index. $10.00.) Get access Louis De Vorsey Louis De Vorsey University of Georgia Search for other works by this author on: Oxford Academic Google Scholar Journal of American History, Volume 61, Issue 1, June 1974, Pages 155–156, https://doi.org/10.2307/19182…
Equidistant Conic Map Projections∗
There are about a dozen published variations of equidistant conic map projections. They are identical when using the same actual standard parallels, but the parallels are chosen differently. Greater use of the spheroidal form of the equidistant conic with two standard parallels (especially when chosen by minimum-error procedures) is encouraged because of its true meridian scale and low-error compromise between Lambert's conformal conic and Albers…
Map Projections Used by the US Geological Survey
The Transverse and Oblique Cylindrical Equal-Area Projection of the Ellipsoid
To prepare an equal-area map of a region predominantly north to south in extent or along an oblique great circle route, the transverse or oblique cylindrical equal-area projection has long been available for the sphere. To minimize shape and scale distortion along and near the central line of a larger-scale map and to eliminate all area distortion, this projection should be based on the ellipsoid. The formulas for the ellipsoidal projection are d…
Bibliography of Map Projections
Flattening the Earth
Flattening the Earth
Calculating an Azimuth from One Location to Another A Case Study in Determining the Qibla to Makkah
For Muslims, the question of how to determine the azimuth or Qibla (Sacred Direction) to Makkah during the five obligatory daily prayer sessions is of great importance. Differences of opinion exist among Muslims as to how to calculate the azimuth from parts of the world not previously inhabited by Muslims, such as the continents of the Americas and Australia. Presently, there are two major and distinct points of view on this issue (Almakky 1994),…
Geography (7 obras) · Cartography (5 obras) · Historical Geography and Cartography (5 obras) · Geodesy (4 obras) · Geology (4 obras) · Geology (4 obras) · Geometry (4 obras) · Map projection (4 obras) · Mathematics (4 obras) · Computer Science (3 obras)