PRACTICAL APPLICATION OF THE FOURIER INTEGRAL 679 

 TABLE I (Continued) 



Pair 

 No. 



Coefficient F{f) for the 

 Cisoidal Oscillation 



^53. 



754. 



755. 



sin (ap^) 



cos (ap^) _ 1 

 ~J ~P 



cos (ap^) 



756. 



{p — po) cos {aptr) p — po 



sin (ap"^) 



757. 



sin (ap"^) _ a 

 P' P 



758. 



759. 



760. 

 761. 

 762. 



sin {ap^ + X) 

 cos {ap^ + X) 



Cis [± 7r(/2 - i)] 



cos [xCf^ - I)] 

 sin [7r(/2 - i)] 



Coefficient G(g) for the 

 Unit Impulse 



2L'^VV27ra7 \V27ro/J 



0< ± 



cis (27rfog) r /• ^ 9\ c f S 



4 cos (a/)o^) L \ 2-\ta 



+ ^oa'^ I + exp (— iapQ'^) erf I — ^=== 

 ) \2-\— ta 



+ pa^'^^^ W 2 cos (a^o') , < ± g 



-^f[Kvfs)-<v^)] 

 -(^-f)<vfc) 



— — =sin I 7- + X - - J 



1 3i„(|l + X+^) 

 2Vxa \4a 4/ 



cis [T x(g2 - 1)] 



cos [7r(f - I)] 



- sin [7r(g2 - I)] 



