A wave is propagating in Cartesian space is given in SI units by the expression »( 3;t) = 0.25sin2¬2. 2' 0.05
A wave is propagating in Cartesian space is given in SI units by the expression »( 3;t) = 0.25sin2¬2. 2' 0.05
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1. Explain the conditions needed to determine the shape of the wave
function given above (no calculations here, just explain).
2. Solve for the shape of the wave (please state the criteria that enable
you to do so)
3. Calculate the following parameters based on the wave function above:
(i). Wavelength
(ii). Period
(iii). Frequency
(iv). Amplitude
(v). Phase velocity
(vi). Direction of propagation
Transcribed Image Text:A wave is propagating in Cartesian space is given in SI units by the expression
(y,t) = 0.25 sin 27|
1270.05
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