The Effect of T-Period on the Pendulum

Influence of T stage on pendulum coefficient affecting pendulum: ===================================== ============= Weight of the ball § How far will you pull it? - The slack of the string. [IMAGE] ======= Introduction ============ Newton discovered three motion laws. Newton's first kinetic law states that "unless external force is applied, everything in constant motion tends to remain in motion." Newton's second law of motion is object mass m, acceleration a. The relationship between the applied forces F is F = ma.

GPE = KE mgh = 1/2 mv 2 Since this length affects the time of the pendulum, I found a formula to prove it, so I'll explain it now. The expression is as follows. T = 1 oscillation period (sec) p = pi or pl = length of the pendulum (cm) g = intensity of the gravitational field (10 m / s on the earth) This means that the strength and length of the gravitational field It indicates that it will be affected. However, 'g' on the earth is somewhat different depending on where you are, but since experiments are all in the same place, it does not affect variables. Length is currently the only variable. This means that T2 is proportional to length.

Influence of T stage on pendulum coefficient affecting pendulum: ===================================== ============= Weight of the ball § How far will you pull it? - The slack of the string. ======= Introduction ============ Newton discovered three motion laws. - Examine the purpose of the oscillation of the pendulum: - Examine the vibration of a simple pendulum and find the acceleration value caused by "gravity" in the laboratory

Between simple pendulum. This result is interesting from its simplicity. The only factors that affect the time of the pendulum are its length and gravitational acceleration. This period is completely independent of other factors like quality. As with the harmonic oscillator, the pendulum period is almost independent of the amplitude, especially when it is less than about 2. Accurate adjustment even with a simple pendulum clock accurate