Jacobi Elliptic Function |
| Description: | Given Jacobi_fn(φ, m), where φ is the amplitude (φ=ASIN(x), where x is upper bound of Elliptic integral 1st kind expressed in other canonical form; the complete form has 0<=x<=1 or 0<=φ<=π/2); m=k^2 is the square of the eccentricity (0<=k<=1), this program returns a matrix where the first row present u (elliptic integral 1st kind in the sine integral –with φ– form), φ, m and the second row sn (amplitude sine), cn (amplitude cosine) and dn (delta amplitude). |
| Filename: | jacobi.zip |
| ID: | 8718 |
| Author: | Salvo Micciché (salvomic) |
| Downloaded file size: | 2,169 bytes |
| Size on calculator: | 2 KB |
| Platforms: | Prime |
| User rating: | 10/10 with 1 vote (you must be logged in to vote) |
| Primary category: | Math |
| Languages: | ENG |
| File date: | 2017-11-02 21:53:06 |
| Creation date: | 2017-11-02 |
| Source code: | Included |
| Download count: | 552 |
| Related files: | Elliptic Integrals
|
| Version history: | 2017-11-02: Added to site
|
| Archive contents: | Length Date Time Name
--------- ---------- ----- ----
3794 2017-11-02 21:50 jacobi.html
2054 2017-11-02 21:52 jacobi_fn.hpprgm
--------- -------
5848 2 files |
|
| User comments: | No comments at this time. |
| You must be logged in to add your own comment. |