The intensity of the net waves disturbance can be expressed
I=4I0cos2δ2×cos2(ѡt+δ2)I=4I_0 \cos^2 {\frac{δ}{2}} × \cos^2 {(ѡt+\frac{δ}{2})}I=4I0cos22δ×cos2(ѡt+2δ)
where δ is the phase difference
We can rewrite this equation as
I=2I0cos2δ2I=2I_0 \cos^2 {\frac{δ}{2}}I=2I0cos22δ
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Dear Sannu, the initial problem does not contain numbers
Its value is 10^-12??
Dear Client, I_0 is the intensity of the initial waves.
What is Io in equation?
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Dear Sannu, the initial problem does not contain numbers
Its value is 10^-12??
Dear Client, I_0 is the intensity of the initial waves.
What is Io in equation?
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