Simple Harmonic Motion
Introduction to Physics 1 Laboratory
The goal of this lab experiment is to project the meaning of what a simple harmonized doubt is. The buttive of this lab imparting be to Measure the position as a work of time for an oscillating mass and spring system
Compares the observed operation of a mass and spring system to a numeral model of simple harmonic motion
Determine the amplitude, period, and phase eternal of the observed simple harmonic motion
Introduction
Simple harmonic motion is the vibratory motion that occurs when there is a restoring force contrary to and proportional to a displacement. Also a simple harmonic motion is a term that refers to a particular cause of oscillatory motion, they are called simple because the are the simplest kind of semestral motion to analyze. Understanding simple harmonic motion provides a strong basis for the study of more complicated oscillations. To to the full understand periodic motion we must first understand the concept of equilibrium and the two types.
The first type is stable, when an reject is in stable equilibrium any displacement of this object will result the object to reach to restore itself to its maestro position
For example as demonstrated in the experimental bit using logger pro, a weight hanging on a string is in stable equilibrium when it is at its lowest point. If the weight is pushed to one side, gravity will again try to pull it back to the lowest point. When it get there, of course, it will have kinetic energy and continue to move quondam(prenominal) the equilibrium point. Once it passes the equilibrium, gravity will again try to pull it back to the lowest point and the whole make for repeats itself periodically the equation below is used to analyze the process.
y = A sin (2?ft + ?)
In this equation, y is the straight displacement from the equilibrium position, A is the amplitude of the motion, f is the absolute frequency of the oscillation, t is the time, and ? is the phase...If you want to get a full essay, prepare it on our website: Orderessay
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