Waves Against a Cliff Overhanging At An Angle of 135 Degrees

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Waves Against a Cliff Overhanging At An Angle of 135 Degrees
Eugene Isaacson
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(5- -IZ k Figure 5 ■*Bb oo-iz Consequently, integration by parts of the second term yields -IZ 15) - 9 - 1 2TTi - e iz (-iz)- -inll (-iz) 273*' From lA), 15) and 11) we find that ^ me """^ e"^^, which verifies the statement of equation 13).
Next we study the integrals in f ^ : Jl Jl Jz dt and integration by parts of the second integral gives us 16) r^ -t r°° -t dt-e L~ + ~:?+... J. Z

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