Linking Simple Harmonic Motion to Circular Motion and Real Systems A deeper understanding of Simple Harmonic Motion can be developed by examining its connection to uniform circular motion. Although systems such as springs and pendulums appear to move in a straight line, the motion can be modeled as the one-dimensional projection of circular motion. Because of this relationship, consistent and repeating patterns are followed by position, velocity, and acceleration in SHM. Uniform Circular Motion An object moves in a circle at constant speed in uniform circular motion. Although the speed remains constant, a continuous change in direction occurs . Because the direction of velocity changes, acceleration is experienced by the object. This acceleration is called centripetal acceleration, and it always points toward the center of the circle. A centripetal force is required in order to p...
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Energy Behavior in Simple Harmonic Motion I n Simple Harmonic Motion , the way energy is stored and transferred within a system directly affects an object’s motion . As the object oscillates a round the equilibrium point , energy continually shifts while the total mechanical energy remains constant in an ideal system. Because energy is conserved, the motion repeats in a predictable and sustained pattern. Forms of Energy in a Spring System Kinetic energy and elastic potential energy are the two primary forms of mechanical energy involved in a spring-mass system . Whenever the mass is moving, it possesses kinetic energy, since kinetic energy is associated with motion. The greater the speed of the mass, the greater its kinetic energy. Elastic potential energy is stored within the spring when it is stretched ...