Thank you and yes, definitely, there will be a lecture on halo orbits, including the Richardson approximation. That is the plan, but there will be a few other lectures first.
Thanks for watching. This channel is where I post some of my online course content for those who are interested. In fact, this lecture was not part of any official course at any university. I just noticed the content wasn't online anywhere and I'm an expert in the field, so I gave some lectures. Much of my research is in 3-body problem orbital dynamics.
Sorry you had a difficult time finding the definition of mu. I have endeavored to put it in the description of the lectures, " The mass parameter μ = m2 / (m1 + m2) is the main factor determining the type of motion possible for the spacecraft. It is analogous to the Reynold's number Re in fluid mechanics, as it determines the onset of new types of behavior."
Great lecture! I hope you’ll discuss more on the spatial problem and halo orbit approximation (Richardson) and higher order generation
Thank you and yes, definitely, there will be a lecture on halo orbits, including the Richardson approximation. That is the plan, but there will be a few other lectures first.
So is this channel supposed to prescribed as part of a university course and just happens to be offered on public access?
Thanks for watching. This channel is where I post some of my online course content for those who are interested. In fact, this lecture was not part of any official course at any university. I just noticed the content wasn't online anywhere and I'm an expert in the field, so I gave some lectures. Much of my research is in 3-body problem orbital dynamics.
33:16 . . . We FINALLY get to see how this mysterious "mu" is actually defined !
Or I could go back and watch the previous 11 lectures . . . 😉
Sorry you had a difficult time finding the definition of mu. I have endeavored to put it in the description of the lectures, " The mass parameter μ = m2 / (m1 + m2) is the main factor determining the type of motion possible for the spacecraft. It is analogous to the Reynold's number Re in fluid mechanics, as it determines the onset of new types of behavior."