After some googling I've found this equation:
link
I think, you have to solve a system of equations to find TA (true anomaly) for both satellites at the points of their orbital planes intersection:
ν1 = (RAAN2-RAAN1)/2 ± Pi/2
ν2 = (RAAN1-RAAN2)/2 ± Pi/2
tan( ν1 ) = cos( i ) * tan ( TA1+AOP1 )...
It's used in other open-source software like Celestia, PyKep, SpiceyPy. SpiceyPy is under MIT, Celestia and PyKep is GPL. I can't see how it may be tricky.
I asked the question here:
https://www.orbiter-forum.com/threads/orbiter-is-now-open-source.40023/page-8#post-588372
No answer.
But I use SPICE celbody module with Orbiter x64, so it's not a big problem.
Yes, of course :)
It's too. For example, engineers design nozzles for atmosphere and I wonder what limitations it adds to propellant ISP. Would it have much better ISP in vacuum with different nozzles (designed for vacuum) with the same propellant? And in general, how big a part plays...
It's about launching from planets with thick atmosphere or from planets/moons with thin atmosphere or without one. Aerodynamic drag it's not the only issue here.
I'm just reading Cold Eyes by Peter Cawdron and thinking about all these issues. It's a Sci-Fi novel about a high-G planet with thick...
It's not so simple. You are forgetting about consequences of such ISP reduction.
Just go to https://launchercalculator.com/ and play with "1st stage Isp sea level or at the start altitude" changing it to the "1st stage Isp vacuum" value and watch "Gravity Losses" and "Aerodynamic Losses"...
I wouldn't say so.
I did some calculations and compared the current rotation model in Orbiter with IAU and ITRF93 models ( https://www.orbiter-forum.com/threads/orbiter-and-earth-rotation.40260/ ) , and for some celestial bodies it doesn't seem as a good enough approximation even for short terms.
Although If you need to get into any orbit with specific LAN/inclination/eccentricity/AoP (with any anomaly) it's not Lambert.
Maybe, the minimum delta-v here can be derived from laws of conservation energy and momentum. But I'm not sure.
I think you will be needed some sort of additional...
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