Measuring the period of time Necessary for a PendulumMeasuring the period of time Necessary for a Pendulum

Measuring the period of time Necessary for a Pendulum

An investigation on the factors affecting the time of 1 complete oscillation of a basic pendulum In this investigation I try to discover and investigate the elements which affect enough time for one complete oscillation of a straightforward pendulum. It is crucial to understand what a pendulum is. A straightforward pendulum is a excess fat or mass suspended from a fixed point and permitted to swing openly. An oscillation is normally one cycle of the pendulums movement e.g. From job a to b and back again to a. The period of oscillation may be the time necessary for the pendulum to complete one routine of its motion. That is dependant on measuring the time necessary for the pendulum to reoccupy confirmed position.

I am going to execute a simple preliminary experiment to research which of the elements I test impact the time for just one complete oscillation. The factors simple variable factors I could test are:

? Length (the distance between the level of suspension and the mass)

? Mass (the weight in g of that suspended from the predetermined point)

? Angle (the angle between the stage of equilibrium and the utmost point the pendulum reaches)

*The point of equilibrium may be the point of which kinetic energy (KE) may be the only push making the mass maneuver rather than gravitational potential energy (GPE).

I will test the extremes of the factors as I could assume that if indeed they have any effect on

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