Kepler's Equation for Parabolic and Near-Parabolic Orbits |
| Description: | Solves Kepler’s equation for heliocentric parabolic and near-parabolic orbits. It is based on the numerical method described in Chapter 4 of "Astronomy on the Personal Computer" by Oliver Montenbruck and Thomas Pfleger. This algorithm uses a modified form of Barker’s equation and Stumpff functions to solve this problem. |
| Filename: | demo_kepler4.zip |
| ID: | 9465 |
| Author: | C. Deagle, Jr. |
| Downloaded file size: | 296,845 bytes |
| Size on calculator: | 9 KB |
| Platforms: | Prime |
| User rating: | Not yet rated (you must be logged in to vote) |
| Primary category: | Science |
| Languages: | ENG |
| File date: | 2022-09-06 12:53:58 |
| Creation date: | 2022-09-06 |
| Source code: | Included |
| Download count: | 139 |
| Version history: | 2023-05-28: Added to site
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| Archive contents: | Length Date Time Name
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8462 2022-09-06 12:44 demo_kepler4.hpprgm
2251 2022-09-06 12:53 demo_kepler4.html
3747 2022-09-06 12:45 demo_kepler4.txt
318924 2012-11-12 07:09 kepler.pdf
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333384 4 files |
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