ANALYSIS TO THE DYNAMTCAL THEORY OF THE TIDES. 
237 
Table IV.—Heights of Surface-Waves for Unsyminetrical Types. 
; (7,260 feet). 
n — 1 
P] - l-oOoSPg + YlOePj - •I673P7 -h •O235P9 - ■:022Pii + -OOOlPjj - ... 
n = 3 
■1221Pi + P3 - 1-0907P5 + •3875P- - ■07OIP9 L •0077Pii - -GOOePio + ... 
n = 5 
•OI6IP1 + ■2772P3 A Pg - •6837P7 + ■I688P9 - •0226P11 + -OOlGP^g - -OOOlPig + . . . 
n ■=■ 7 
•OOlOPj + •028OP3 + •252IP5 + P; - •4498P9 + •O8IIP11 - •0083Pi 3 + -oooePjj - . . . 
n ~ 9 
... A’OOMPg +'0224P5 +-2137P- +P9 --.3320^1 +-0468Pig -•0039P,g + •0002Pi. - . .. 
n=ll 
. .. +-00]0P5 + '0171P;+-1837P9 + Pii -■2628Pi3 + •0304Pi3 --0021 Pg-+-0001 Pjg - ... 
hg/Aorcir' = -^o ; (14,520 feet). 
n = 1 
Pi - PO477P3 4- •2986P3 - -OSOGP. + •OO3OP9 + -OOOlPn + . . . 
n = 3 
•0778 Pi + P3 - • 5478Pg + •0993P- - -OOgiPg + -OOOSPn - ... 
n = h 
■0048Pi + •I374P3 + P5 - •3156P- + •O38IP9 - •OO25P11 + -OOOlPig - . .. 
51 = 7 
•OOOlPi + •OO68P3 + •I2I8P3 + P7 - •214IP9 A -OlOOPii - -OOlOPij A . . . 
n = 9 
... A •OOO2P3 A •OO.54P3 A •1043P„ A Pg - T6IIP11 A •OII3P13 - -OOOSPig A . • • 
71 = 11 
... A -OOOlPg A •0042P. A •O903P9 A Vi - '1288^3 A ■0074Pi. - -0003^3 A . . • 
hgjAora- = ; (29,040 feet). 
n = 1 
Pi - -GSiePs A •1034Pg - •0073P7 A ■0003P9 - ... 
n — 3 
•O47IP1 A P3 - •2726P5 A •O248P7 - -OOllPg A ... 
71 ~ 5 
•0013Pi A •O689P3 A Pg - T547P; A 'OOgSPg - •0003Pii A . • • 
— 7 
... A •OOI7P3 A -OGOSPg A P7 - -lO.DGPg A •0047Pii - -OOOlPig A . • • 
n — 9 
... A -0014Pg A •0519P- A Pg - •O8OOP11 A •OO28P13 - •OOOlPi A • • • 
55 = 11 
... A ’OOIOP^ A O45OP9 A Pn - -0641 Pjg A •OOI8P13 - . . . 
hgjAora^ = \ ; (58,080 feet). 
51= 1 
Pj - •3697P3 A -OSlOPg - -OOllPg A . •. 
n = 3 
•0265Pi A P 3 - -ISGIP. A ■OO 63 P 7 - -OOOlPg A . . • 
55 = 5 
•0003Pi A •O 346 P 3 A P 5 - •O 77 OP 7 A •OO 23 P 9 - . . . 
51 = 7 
... A ■OOO 4 P 3 A -0302 P 5 A P 7 - •O 528 P 9 A '0012 Pn - . . . 
55 = 9 
... A •OOO 3 P 5 A •O 259 P 7 A Pg - -O.SggPn A •0007Pig -- . . . 
n = 11 
... A •OOO 3 P 7 A •O 22 . 5 P 9 A Pn - •0320Pi3 A -OOOSPig - ... 
