24 
JULIUS KRAMER, 
Führt man nun die in (53) und (54) gegebenen Ausdrücke für die Störungen 
und ihre Derivierten in die Grleichungen (48) und (55) ein, so erhält man nach 
Ausführung der numerischen Rechnungen einmal folgende Gleichungen zur Be- 
stimmung der Grrössen rj und v = v — II in Funktion der Korrektionen der 
Elemente : 
1866) cos V = [9.42155] + [7.6444] y + [8.7585J f + [8.4910J Jiv + [8.0449] J v 
+ [0.1395]/^+ [5.2763] s + [5.6021J + [5.8451J 
7^ sin V = [8.66520] + [7.3075] y + [6.9166„] f + [7.6785] Jw + [7.3385] z/v 
+ [9.2650] /■+ [5.4771] e + [5.6990 J + [5.8451] J ü 
1876) 71 cos V = [9.43327] + [7.1038,] y + [8.7824J f- + [8.3683„] Jiv + [7.7846] J v 
+ [0.0755]/-+ [5.0000] 
sin V = [8.71937 J + [7.0414] y + [7.2530] y' + [7.3139J ^m; + [7.3284] Jy 
+ [8.8278] /•+ [5.6021] a + [6.0792 J + [5.7052] z/b 
1896) *2 cos V = [9.21252 J + [7.9430J y + [8.5403J f + [7.6435„] Jw + [6.0414] Jy 
+ [9.9157] /•+ [5.4461] s + [5.9031J + [5.9542„] J b 
ij sin V = [8.76824J + [7.4065,] y + [7.6054] / + [7.99S9]J2V + [7.3979] 
- [8.1140J /■+ [5.3010] £ + [5.0000,] £^ + 15.6990] ^ü. 
Zur Bestimmung von n und A erhält man in ähnlicher Weise : 
1866) [3.59329J n + A = [1.074394,,] + [8.66848J y + [8.4104] y' + [7.2633J f 
+ [6.5267] / + [5.7785J f + [9.0713] J ic 
+ [9.6305J ^ V + [0.2738] /■+ [5.8440] a 
+ [5.8440„] r + [6.6221] z/b 
1876) A = [9.370969] + [9.24826] y + [8.2358J y' + [7.3600] / 
+ [6.6161 J / + [5.8586] y' + [8.4375J J tv 
+ [9.5351J Jy + [0.4195] /■+ [6.3211] a 
+ [6.6221,,] [5.2419] z/b 
1896) [3.85491] n+A = [1.356722] + [8.94546] y + [8.3240] f + [7.3407] / + [6.5986] / 
+ [5.8436] y' + [8.9499,,] J w + [9.7348] J v 
+ [9.2048,,]/'+ [5.8440„] £ + [6.1961] 
+ [6.4180] ^b 
n == [7.49689] + [7.67298J f. 
Schliesslich für sin^' sin (v — ö) und siny cos (r — 0) : 
1866) sin ; sin b = [8.79357J + [5.9542] a + [5.4771] y + [6.0792,,] y a + [6.8921 J J w 
+ [6.3010] Jy + [6.2597 J / + [5.3010] J b 
sin^' cos b = [8.74737] + [5.9031 J a + [5.8451] y + [6.3617,,] ya + [6.9191,,] J iv 
+ [6.0792] + [7.6021,,] /+ [6.6628] J b 
