II J

6;j = 3,959028 06:j = 2,364508— Oî6H = 2,776103 036'^ = 1,198609—

bl = 2,o38i8o D 6H = 2,604679—

6'f= 0,349819— 0 6'ï = 0,568720— 02 6if = 0,6964 1'»- 0:i6f= 0,934156—

EQUATIONS GENERALES DU PROBLEME

/>(} = o,t)/l9:)59 — D ^jj = o, 884633 —

il il

b'{ — T. i()()(j()4 l> bj = T,G3i()85 —

uj,, = j,>.9i)6G3,

b'^, = T,()i8743 1) bl z= I .-8o39i— D'- b'^ = 'iA)^:^')' 1

/>f = T, 9(53348— l>/yf = o.3433r2— I >2//f = o, 190064—

^!î=i,o3or2i I >/>.]= I ,48967 i — D^Aji — o,oo2 Î79

i .1^ i ^jf = 2.709399 DAfJ=: 1.3007)7 — j)2/>:-j= 1,923736

1)3 />;-; = o,538io| —

D''6:j=:o,6oiG")6—

D ij-J = o,85'>.o77 — D br, =^ o, 43206 ) —

De ces résultats, on conclut enfin

lii =o,oo'23386 =[3,3689>], \i\ =[3,357o5J,

Bj =0,00057946 = [4, 763o'2], \V., =|4,65oi8],

Bj = o,oooi'235o = f 4 ,<^'.)'66]. I!', =|5,94oo j,

Bji = [5,655399], B,3 = [5,696.99], I

B3, =[6,'i838i8], lia, =[5, 096524], I

u = [7,6i()Oi3J, n =[6,. 848. 9], ,, =[6,8SS48o],

i.i = [ "'■fJ' i7'>7];

B/,0 = o, 15^,0 — - iJ-/,o ;

43o CHAPITRE XXVIII. — ÉQUATIONS GÉNÉRALES DU PROBLÈME.

B'^, = [5,7855i5], in, = [^,8?.7268], B',, . = [6,543i84 ], B',, = [6,8oo35i], B;.,= [5, 2-2-593], B^, ., = [ 5,o5685i], ■ B:;i = [7,846157], B;.= [6,069736], B'i., = [5,i83o7S];

G12 =[5,59,4506—], G'i .j = [5,079289], Cji =[5,672512 — ], C'a, = [5,21825 ], C23 =[5,716177— ]. C'23 = [5,269493], G;,2 = [5,ii65o2-], Gii., = [6,65o35 ];

sans qu'il soit utile ici d'aller plus loin.