Absolutely worth the subscription, really love the way you teach and illustrate this, and if i have a wish it would be if you describe screw compressor geometry
I've definitely made a note of it, but I don't know if and when I'll get round to it. Unfortunately, I don't have much time to look after my channel at the moment.
Very nice work. As a visual learner resources like this are extremely insightful. Do you know where I might find a derivation of the expanded parametric equation of the cycloidal disk for use in CAD at 15:00? I've found it presented in collection of videos and papers but never derived
@tec-science You have gained a new subscriber! May I please use footage from your video on differential gears for my video (it will come out later)? I will be sure to credit you. It's about the model of vehicle I own and the animation was beautiful for explaining how differentials work, especially in the context of the differential lock function. I'm sure there is no shortage of textbooks explaining it, but your animations explain the concept almost instantly and with lots of detail, perfect for those unfamiliar with them. Textbooks often (annoyingly) seem to assume some level of familiarity I do not have.
Thanks for your positive feedback! I'm glad to hear that you found the animations helpful and well explained. Please feel free to use footage from my video in your own video. I appreciate you giving me credit. Good luck with your video on your car model - I am sure your audience will appreciate the detailed explanations.
then I'm sure you'll like the video on the RV gearbox, as it combines the mechanisms of a cycloidal and planetary gearbox. ruclips.net/video/WuLBaQ0RKqw/видео.html
As already mentioned in the video, this only applies to a co-rotating reference system. For an outside (stationary) observer, it is 4 revolutions. This is known as the coin rotation paradox. There are countless videos that solve this comprehension problem.
underrated vid! I looked everywhere to find this explaining everything I need for what im making
Absolutely worth the subscription, really love the way you teach and illustrate this, and if i have a wish it would be if you describe screw compressor geometry
🙏🏼
Great video. Thanks!
Great Work
Thank you for your appreciation
Thanks for the explaination with the anitmation. Great Work
Can you describe harmonic drive as well?
I've definitely made a note of it, but I don't know if and when I'll get round to it. Unfortunately, I don't have much time to look after my channel at the moment.
Very nice work. As a visual learner resources like this are extremely insightful. Do you know where I might find a derivation of the expanded parametric equation of the cycloidal disk for use in CAD at 15:00? I've found it presented in collection of videos and papers but never derived
@tec-science You have gained a new subscriber! May I please use footage from your video on differential gears for my video (it will come out later)? I will be sure to credit you.
It's about the model of vehicle I own and the animation was beautiful for explaining how differentials work, especially in the context of the differential lock function. I'm sure there is no shortage of textbooks explaining it, but your animations explain the concept almost instantly and with lots of detail, perfect for those unfamiliar with them. Textbooks often (annoyingly) seem to assume some level of familiarity I do not have.
Thanks for your positive feedback! I'm glad to hear that you found the animations helpful and well explained. Please feel free to use footage from my video in your own video. I appreciate you giving me credit. Good luck with your video on your car model - I am sure your audience will appreciate the detailed explanations.
At 3:52 I think it should be Center of Mass instead of Center of Gravity
Amazing, who the hell ever thought up of this. Just when I thought planetary gear systems were cool.
then I'm sure you'll like the video on the RV gearbox, as it combines the mechanisms of a cycloidal and planetary gearbox.
ruclips.net/video/WuLBaQ0RKqw/видео.html
Arrow comes in contact with circle 3 times, not 4.
As already mentioned in the video, this only applies to a co-rotating reference system. For an outside (stationary) observer, it is 4 revolutions. This is known as the coin rotation paradox. There are countless videos that solve this comprehension problem.
@@BardKI That's a bogus answer.