A harmonic wave with a frequency of 80Hz and an amplitude of 0.025m travels along
a string to the right with a speed of 12m/s.
a) Write a suitable wave function for this wave.
b) Find the maximum speed of a point on the string.
c) Find the maximum acceleration of a point on the string.
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A harmonic wave with a frequency of 80Hz and an amplitude of 0.025m travels along a string to the right with a speed of 12m/s. a) Write a suitable wave function for this wave. b) Find the maximum speed of a point on the string. c) Find the maximum acceleration of a point on the string. Relevant Equations: y = f(x) = ASin(2πft + ϕ) y(x,t)−y0=Asin(2πft±2πx/λ+ϕ
Explanation:
A harmonic wave with a frequency of 80Hz and an amplitude of 0.025m travels along
a string to the right with a speed of 12m/s.
a) Write a suitable wave function for this wave.
b) Find the maximum speed of a point on the string.
c) Find the maximum acceleration of a point on the string.
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