I like the way that you keep mentioning which part this equation is positioning in the big picture of the concept. Thank you for sharing this mazing video.
Ivan, thank you for watching. And the suggestion about including is excellent! I'll consider including this as a topic when I teach the course again, and posting it here.
If it is not torque-free motion and I want to design an attitude control using thrusters as a source of torque, how can I linearize the equations in order to obtain a state space representation?
you just derived gravitation using classical physics. The gyroscopic inertia of bicycle, gyroscope, and fidget spinner is the same as mass inertia, and gravitational inertia. The last one is the inertia of a body to leave its isolated (inertial) system.
Hi Ross! For the gyroscope example if the derivative of Hp (w.r.t. B) is not "0" the direction is not the same of torque. Am I make some conception mistake? Thanks for the amazing lectures! 👏
I have a separate course on Lagrangian mechanics, for example there's this example for the Lagrangian of a rigid body spinning top ruclips.net/video/ArKZtNYPJaA/видео.html
I like the way that you keep mentioning which part this equation is positioning in the big picture of the concept. Thank you for sharing this mazing video.
Thank you so much! I am happy my explanations are helpful.
Your space vehicle dynamics playlist is a grate playlist. Thank you professor!
Thank you for the laud, and for watching. I'm glad it's been helpful.
Very in depth and still very didactically explained. Thanks for the amazig content, Dr. Ross!
Thanks for the great explanation, really helped clear some confusions I had on this. Please keep posting!
Thanks, will do! Be sure to check out the whole series ruclips.net/p/PLUeHTafWecAXDFDYEwunLL2V2kwqKzkvJ
Amazing videos, please keep posting.
Thank you! Will do! I will finish posting for the course. It just takes some time to do the editing.
congratulations for the videos. very clear and comprehensive. I would also put something on collisions between rigid bodies.
Ivan, thank you for watching. And the suggestion about including is excellent! I'll consider including this as a topic when I teach the course again, and posting it here.
Thank you professor! This was amazing
You're very welcome!
Thank you very much --- the examples were so helpful
Excellent! It's great to hear that my presentations help.
you make it sound very interesting thank you
You're very welcome. I do my best to show why these topics are interesting AND understandable.
If it is not torque-free motion and I want to design an attitude control using thrusters as a source of torque, how can I linearize the equations in order to obtain a state space representation?
좋은 강의 감사합니다😍
천만에요
you just derived gravitation using classical physics. The gyroscopic inertia of bicycle, gyroscope, and fidget spinner is the same as mass inertia, and gravitational inertia. The last one is the inertia of a body to leave its isolated (inertial) system.
Hi Ross! For the gyroscope example if the derivative of Hp (w.r.t. B) is not "0" the direction is not the same of torque. Am I make some conception mistake? Thanks for the amazing lectures! 👏
Can you show how we can write the Lagrangian for this kind of motion
I have a separate course on Lagrangian mechanics, for example there's this example for the Lagrangian of a rigid body spinning top ruclips.net/video/ArKZtNYPJaA/видео.html