spherical robot climbing out of a hole
Uploader Comments (highgearengineer)
Top Comments
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that's pretty sweet. you need to add jesus mode and have it roll on water!
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more videos please!!! Very nice!
All Comments (15)
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@Excalib12e It is not a truly omnidirectional sphere in that it cannot rotate continuously about any arbitrary axis. It does have a primary rolling axis (X as you said). The ball can tilt side to side about the Y axis using the pendulum inside. Using a "simple" configuration of control moment gyroscopes, additional torque can be generated about the X-axis, but it can also generate torque about the Z-axis to spin in place. A more complicated CMG mechanism can generate torque about Y as well.
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How does it rotate about the Z-axis or Y-axis..I take that to mean spinning on the spot? It seems that it would support full 360 degree rotation in only one axis. In this case X
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@highgearengineer Our lab has been doing some work on a novel gyro-stabilized platform, and as I'm sure you've found out, 3D rigid body dynamics involving gyros is no fun at all. I look forward to seeing where you go with your new prototype!
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@highgearengineer big words make my brain hurt. . .
I'm a bit confused by your description- does your robot produce torque by reacting against gyroscopes which are allowed to precess (like in a control moment gyro), or does it produce torque by braking flywheels which you have spun up? Either way, mad props for overcoming whats been a very fundamental limitation of spherical robots. Please tell me you're going to publish on this!
mcpriess 1 year ago
@mcpriess It uses the flywheels like control moment gyroscopes to produce torque. The difficulty is now controlling the dynamics of the sphere with the added gyroscopic effects.
highgearengineer 1 year ago
@highgearengineer So are the gyros only capable of providing high reaction torque for a limited time then? I would assume that as you reacted against one of them, it would precess until it's flywheel axis was parallel to the axis of the applied torque.
mcpriess 1 year ago
@mcpriess That is correct. Unfortunately, there is no way to get around the limits of the Conservation of Angular Momentum.
highgearengineer 1 year ago