FIGURES (Continued) 



Page 



8. Waterlines and franellnes of the simple ship bow form 



considered for nuaerlcal applications • ^... •.... 8 



9a. Real and imaginary parts of the functions K^Ct) and Ko(t) for a 



simple ship bow form with 3 '^ 12° (top) and 3° (bottom), 



Y => and F =- 0.5 11 



9b. Real and imaginary parts of the functions K),{(t) and Ko(t) for a 



simple ship bow form with 3=1° (top) and 20* (bottom), 



Y = and F = 0.5 11 



10. Real and imaginary parts of the functions K)((t) and KQ(t) for a 



simple ship bow form with Y = and 45", 6 - 12* and F = 0.5 12 



11. Real (top) and imaginary (bottom) parts of the functions Ki^(t) and 



Ko(t) for a simple ship bow form with 3 =• 12°, Y =» 45" and F = 0.5 12 



12a. Real (top) and Imaginary (bottom) parts of the functions K±a]^/ 



(♦G+*)*^2 for k = (left) and 1 (right), K = Kj^ (Michell ^ 



thin-ship approximation) and a simple ship bow form with 



3 = 12°, Y - 45° and F = 0.5.. -.^ 13 



I 2b. Real (top) and imaginary (bottom) parts of the functions K±aj^/ 



(+Q^')l/2 for k = 2 (left) and 3 (right), K - K„ (Michell 



thin-ship approximation) and a simple ship bow form with 



3 =12°, Y - 45° and F - 0.5 13 



13a. Real (top) and imaginary (bottom) parts of the functions K+a]^/ 



(+0t')^/2 for k = (left) and 1 (right), K - Kq (zeroth-order 



slender-ship approximation) and a simple ship bow form with 



e - 12°, Y - 45° and F - 0.5 13 



iv 



