Describe a SHM. If displacement of an SHM is given by x = A cos (ωt + Φ), then find its velocity and acceleration. Draw graphs to show the variation in displacement, velocity and acceleration with time for a single simple harmonic oscillation.
Dear student
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SHM (Simple harmonic motion) is a type of oscillatory motion in which acceleration is directly dependent on the displacement from a mean position, i.e. a = -ω2x
In general, displacement is given as: x = A sin (ωt +φ0)
Here, ω is the angular frequency, A is the maximum displacement (or, amplitude) and φ0 is the initial phase.
Hope this is clear to you.
Regards
Please post other queries in separate thread
SHM (Simple harmonic motion) is a type of oscillatory motion in which acceleration is directly dependent on the displacement from a mean position, i.e. a = -ω2x
In general, displacement is given as: x = A sin (ωt +φ0)
Here, ω is the angular frequency, A is the maximum displacement (or, amplitude) and φ0 is the initial phase.
Hope this is clear to you.
Regards