For 10 points, name this type of periodic motion exemplified by springs.
An altered form of this process is described by an equation which includes the additional term e raised to the negative bt over two m. Acceleration in this process can be calculated as the negative of omega squared times displacement, and equations multiplying either the square root of I over mgh or the square root of L over g by two pi describe this process for different devices. For small amplitudes, this process can approximate the motion of pendulums. For 10 points, name this type of periodic motion exemplified by springs.
An altered form of this process is described by an equation which includes the additional term e raised to the negative bt over two m. Acceleration in this process can be calculated as the negative of omega squared times displacement, and equations multiplying either the square root of I over mgh or the square root of L over g by two pi describe this process for different devices.
Simple Harmonic Motion [prompt on Harmonic Motion]