InTheWorks
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A.T. said:$$\alpha = \frac{\tau}{I} = \frac{F\frac{L}{2}}{\frac{1}{12}mL^2} = \frac{F}{m} \frac{6}{L}$$
Thank you. The additional step in between makes it crystal clear.
The discussion revolves around optimizing the bounce of a drumstick when it is allowed to fall due to gravity, focusing on the placement of the fulcrum along the stick. Participants explore the mechanics of the drumstick as a compound pendulum and the factors affecting its bounce, including the position of the fulcrum, the characteristics of the striking surface, and the dynamics of oscillation.
Participants express differing views on the mechanics of the drumstick's bounce and the factors influencing it. While there are some shared ideas about the role of the fulcrum and the characteristics of the stick, no consensus is reached on the optimal conditions or the significance of various factors.
Limitations include the dependence on specific stick designs, the complexity of oscillation dynamics, and the potential influence of external factors such as the striking surface. The discussion also highlights unresolved mathematical aspects related to the radius of gyration and its effect on the period of oscillation.
A.T. said:$$\alpha = \frac{\tau}{I} = \frac{F\frac{L}{2}}{\frac{1}{12}mL^2} = \frac{F}{m} \frac{6}{L}$$
Loosely related. I tried playing a bit. I could never figure out to achieve a bass drum beat. The pedal would kick back too fast and aggressively, ruining the rhythm. Probably me being too timid.pinball1970 said:The more loose the head, the less the bounce, if you want to learn wrist control and build up all those ancillary muscles, you play your double stroke roll on a pillow, zero recoil.(an aside)