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Code Listing by Rody Oldenhuis

Code 1-10 of 11   Pages: Go to  1  2  Next >>  page  

The solution to the problem of calculating the distance between an ellipse and a point is less than straightforward. The problem can be solved analytically however, which boild down to solving a quartic equation in cos(f), with (f) the true anomaly on the ellipse.

This submission implements this and computes the distances between any 3-D ellipse and an arbitrary number of 3-D points.

This is part of:
Ik-Sung Kim:...

Skipping Stone

A richly featured application to design trajectories for interplanetary space missions using (multiple) gravity-assist maneuvers. Its most prominent capabilities are:
- single/multi objective optimization
- can...

GODLIKE (Global Optimum Determination by Linking and Interchanging Kindred Evaluators) compiles various population-based global optimization schemes.

It handles both single- and multi-objective optimization, simply by adding additional...

RKN1210 12th/10th order Runge-Kutta-Nystrom integrator

RKN1210() is a 12th/10th order numerical integrator for ordinary differential equations of the form

y'' = f(t, y) (1)

with initial conditions


settings = settingsdlg(...
'Description', 'This dialog will set the parameters used by FMINCON()',...
'title' , 'FMINCON() options',...
'separator' , 'Unconstrained/General',...
{'Tolerance X' ;'TolX' },...

MOUSE_FIGURE(handle) creates a figure (or modifies an existing one with handle [handle]) that allows zooming with the scroll wheel and panning with mouse clicks, *without* first selecting the ZOOM or PAN tools from the toolbar. Moreover, zooming...

This is a large set of test functions, which may be used to test the effectiveness of global optimization algorithms. Some are rather easy to optimize (rosenbruck, leon, ...), others next to impossible (crosslegtable, bukin6, ...).


GODLIKE (Global Optimum Determination by Linking and Interchanging Kindred Evaluators) is a generization of various population-based global optimization schemes. Also, it handles both single- and multi-objective optimization, simply by adding...

This toolbox can solve any of the 6 possible subproblems associated with an oblique spherical triangle, when only 3 of the 6 angles are known.

The toolbox basically is an implementation of the set of tools developed in [Wertz, 2001],...

A Lambert-orbital boundary value problem can be stated as

"Find the orbit/trajectory of a spacecraft that flies from position [r1] to [r2], taking a time [tf] and making [m] complete orbits before arriving at [r2]. "