A sinusoidal wave is ddscribed by y(x,t) = 3.0 sin (3.52t - 2.01x) cm where x is the position along the wave propogation. Determine the ampliyude wave number wavelength frequency and velocity of the wave
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Progressive wave: propagating in +ve x direction :
y(x, t) = 3.0 Sin (3.52 t - 2.01 x) cm
Standard form is: y(x, t) = A Sin (ω t - k x)
So A = amplitude = 3.0 cm
k = wave number = 2.01 rad/cm
angular frequency ω = 3.52 rad/sec
frequency = f = ω/2π = 0.56 Hz
wave length = λ = 2π/k = 3.127 cm
velocity = v = λ * f = 1.751 cm/sec
y(x, t) = 3.0 Sin (3.52 t - 2.01 x) cm
Standard form is: y(x, t) = A Sin (ω t - k x)
So A = amplitude = 3.0 cm
k = wave number = 2.01 rad/cm
angular frequency ω = 3.52 rad/sec
frequency = f = ω/2π = 0.56 Hz
wave length = λ = 2π/k = 3.127 cm
velocity = v = λ * f = 1.751 cm/sec
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