You are here: home | Triangulation in R^3 | 1.0

Triangulation in R^3

3 points and three distances to 2 unknown points are given !

(3794 downloads for this version - 3794 downloads for all versions)

Details

Version

1.0

Author

Andreas Geissler

Maintainer

Andreas Geissler

Category

Linear algebra

License

BSD (4.4)

Supported Scilab Version

4.1

Creation Date

November 21, 2013

Description

            3 points in three-dimensional space are given.
Also their 3 distances to a common points.
This function calculates this common point and also the 2nd possible solution
(if available).

Files (3)

[20.34 kB]

triangu3d.jpg

Screenshot

The background of the function as little drawing

Upload date : 2013-11-21 14:56:06
MD5         : 0f7987a62e9f86ead4f3b1cf7d6eb003
SHA1        : aa7ac37d77bfa3e4f0c384d75fb3f351d3d0d1eb
Downloads   : 748

[104.51 kB]

triangu3D.pdf

Miscellaneous file

The mathematical background of this little function, which can be used for many
application fields.

Upload date : 2013-11-21 14:51:22
MD5         : 6498bdeb36e892317035a42feb7c5387
SHA1        : 7d6f0422905b1ff7970f47ed3facc3654fccb00d
Downloads   : 1464

[2.56 kB]

triangu3D.sci

Miscellaneous file

Scilab file, representing the function for the triangulation

Upload date : 2013-11-21 14:48:35
MD5         : fa6eef1b1ac1dc97844e53399380a9a4
SHA1        : ab24e702580f0772d82b35e498c49e2bfa3a0897
Downloads   : 1582

News (0)

Comments (0) ↑