Solve one-dimensional wave equation by canonical reduction by considering u1(x, t) = 4(x – ct) and u2(x, t) = Þ(x + ct) as wave travelling to right and left with speed c at time t = 0,1,- and and also tell about the characteristic curves.

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Solve one-dimensional wave equation by canonical reduction by considering
u1 (x, t) = P(x – ct) and u2(x, t) = Þ(x + ct) as wave travelling to right and
left with speed c at time t = 0,1,- and - and also tell about the characteristic
curves.
Transcribed Image Text:Solve one-dimensional wave equation by canonical reduction by considering u1 (x, t) = P(x – ct) and u2(x, t) = Þ(x + ct) as wave travelling to right and left with speed c at time t = 0,1,- and - and also tell about the characteristic curves.
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