How would I make a circle - rotating part with CFrame of a part?

Whenever you're simulating the movement or animation of something, it should always be a function of time. In other words, "where should this part be t seconds from now?" or "how should this object look t seconds from now?"

This way, instead of basing your animation on a constant "step" or "speed" when you have inconsistent intervals, you base the animation on what the intervals should add up to (the time it takes to complete.) In turn, this does define the speed the animation will run in, while making it a lot smoother.

Here's an example using your situation:

The math can be explained as follows:

• wait() / cycle_duration

  • The percent of the total cycle duration that elapsed in the wait() interval. Ideally, you'll want to do this locally using RunService.RenderStepped:Wait() or something of sorts.

• (wait() / cycle_duration) * 360

  • Tells us to take that percent from before, and multiply it by a full rotation (360 degrees) to calculate what the new angle increment should be.

• math.rad((wait() / cycle_duration) * 360)

  • Convert this angle increment from degrees into radians. This completes the procedure.

Of course, the axis you wish to rotate around and the speed at which you want it to rotate is left for you to easily configure. For faster rotations, lower the cycle_duration to a shorter amount of time. For slower rotations, lengthen it. If you want to rotate around the x-axis, then put the angle increment in CFrame.Angles(x, 0, 0). If you want to rotate around the y-axis, put the angle increment in CFrame.Angles(0, x, 0). You get the idea.

Hope this helped!

Edit

The solution you're looking for isn't all that different from what was provided above, but there are some changes worth noting that I'll cover.

Here is the modified code:

Here is an explanation of the modifications:

• radius_offset

  • This determines how far away the part is from the object it's orbiting around.

• center_part

  • This should be the central part that the satellite part is orbiting around.

• local angle_inc = math.rad((rstep:Wait() / cycle_duration) * 360)

  • This is just a clean-up of the previous code, and also implementing RunService.RenderStepped:Wait() instead of just wait() as mentioned before.

• CFrame.new(0, 0, radius_offset)

  • This is the CFrame that offsets the satellite part on the Z axis by radius_offset studs. You are also free to modify the X and Y axes to offset the satellite differently as well.

Expected Result

That should cover everything. Again, hope this helps. If this still isn't what you were looking for, let me know and I'll try to clarify.

This is the easiest way as far as I know:

--That should do the same thing as your script and hopefully work.