KONGL. SV. VET. AKADEMIENS HANDLINGAR. BAND. 15. N:U 2. 83 



samt vidare: 



G„ (i, c) = G, (i, c) + j G,' (i, s) 

 H„ (i, c) = E, (i, c) + -H;(i,s) 



F„(i,s) = F,(is)-±F:(ic) 

 G„ (h s) = G, (i, *) - 1 G; (i, c) 



då blir: 



åW = 6?„(l,c) cos(— ■jj + e) + G„{\,s) sin"(— j? + £ ) 



+ F u (l,e) cos c + F,';(l,s) sin c 



+ G„ (2, c) cos (— n + 2c) + (?„ (2, s) sin (— >j + 2e) 



+ F„ (2, c) cos 2c + JF„ (2, s) sin 2c 



+ Gr u (3, c) cos (— tj + 3c) + CrJ, (3, s) sin (— »; + 3c) 



+ jff„(l,c) cos(/; + t) + H u (l,s) sin(/; + c) 



+ . .. + ... 



+ F (0,. S )c 



+ G' (1, c) c cos ( — /; + c) 4- G,' (1, s) c sin ( — ?; + c) 



+ .F/ (I 1 , c) c cos c + -F,'(l, s) c sin c 



+ G,' (2, c) c cos (— , t + 2«) + G/ (2, s) c sin (— /; + 2c) 



+ H (0, s) c cos i] — Ii (0, c) c sin ij 



+ F,' (2, c) c cos 2c + F,' (2, s) c sin 2e 



+ 6r/ (3, c) c cos (— i] + 3i) + G7I (3, s) c sin (— rj + 3e) 



+ #/(!, c)e cos(/; + c) + 2Z,'(l,s) csin(/; + c) 



+ ... + ... 



+4^'(0,s)c 2 



+ !#' (0,s)c 2 cos 7/ — ££P (0, c)c 2 sin >i , 



i hvilket uttryck den arbiträra konstanten tillsvidare är utelemnad. 



