I think it is over all of our collective heads.
On third though, I though Steve might be right, but for a different reason than I originally was thinking of.
Consider the Frisbee to be a uniform disc (or at least radially symmetric). When rotatating, any point on the disc, other than the center will be traveling in a perfect circle. For such motion, the tangential speed will be constant, and the only acceleration is in the direction from the point to the center. So a tangential accelerometer would read zero, except for the effect of the slowing of the rotation due to friction.
That was my second thought.
My third thought, after Steve's 2 posts, was this. The accelerometer is going to have some mass. So it would make the disc non-uniform and introduce a wobble in the rotation. The tangential accelerometer would pick up this wobble and it would be sinusoidal.
BUT, now I am on my fourth thought. How can disc wobble without any forces to change it's motion? We are all familiar with rotating things that wobble when they are not balanced, notably the wheels on our cars and ceiling fans. But there is a difference between these and a Frisbee. These wobbling things are tied to an axle. The non-uniform mass distribution simply changes the natural center of rotation away from the axle and it provides the forces to wobble, indeed, if you look at your ceiling fan, the down tube wobbles in a circle. In the case of the Frisbee, with no axle, the center of rotation simply changes, and there is no wobble. Points on the rim will make circles of different sizes, but will still travel in circles.
Isn't Physics fun?
Any fifth thought?
Bob