Derive flight path angle from orbital elements

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Mike was working on a function to calculate the state vectors of an orbiting body using orbital elements like semimajor axis and true anomaly, focusing on a two-dimensional model. He successfully computed the position and velocity vector magnitudes but struggled with determining the direction of the velocity vector, specifically the flight path angle. He sought assistance from the forum members, offering to share his source code and mathematical approach for further clarity. Ultimately, Mike resolved the issue on his own. The discussion highlights the challenges of orbital mechanics programming and the collaborative spirit of problem-solving in coding communities.
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Hello everyone,

During the last few days I've been working to solve a "small" problem I hope someone here might be better at than I am.

I'm writing a function that returns the state vectors of an orbiting body of neglible mass based on the orbital elements semimajor axis, semiminor axis, argument of periapsis, and true anomaly. The function works in two dimensions only.

I have solved the problem so far as to calculate the orbiting body's position vector and velocity vector magnitude, but the direction of the velocity vector - especially the flight path angle - is causing me a headache.

Can someone please help me? I won't mind posting the source code and what math I've used so far, if this will be of any help.

Cheers,
Mike
 
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nevermind, I figured it out.
 
UC Berkely, December 16, 2025 https://news.berkeley.edu/2025/12/16/whats-powering-these-mysterious-bright-blue-cosmic-flashes-astronomers-find-a-clue/ AT 2024wpp, a luminous fast blue optical transient, or LFBOT, is the bright blue spot at the upper right edge of its host galaxy, which is 1.1 billion light-years from Earth in (or near) a galaxy far, far away. Such objects are very bright (obiously) and very energetic. The article indicates that AT 2024wpp had a peak luminosity of 2-4 x...

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