40 Aus dem Archiv der Deutschen Seewarte. 1908, Kr. 2. 
XI 
XII 
XIII 
XIV 
Ali 
22° 35' 46”.0 
188° 1' 14".35 
34(3° 43' 43". 
2 
34° 54' 25".65 
Ö 
+ 6° 55'15”. 1 
— 
0° 26' 43".07 
— 9° 
8' 32”. 
8 
+ 11° 4(3' 8".80 
— Hu 
+ 1\8 
— 
4". 7 8 
— 
0'. 
0 
1".05 
Jii—11) 
+ 0’U 
+ 
O'.IS 
— 
3".9 
1".15 
Scliliißverhesserung der Balm. 
Aus den Fehler 
Gleichungen [Faktoren logarithmiseh| : 
wahre Anomalie 
V 
Iw 
0.138173 J M u 
0.106815 Js 0.381590 Jcp 
3„070363 
Ja 
70° 
== — 2'.'6 7 
II,u 
0.088517 
0.057 877 
0.335 508 
3„021059 
74 
= — 1.55 
III,, 
0.085684 
0.110 847 
0.300856 
2„722 765 
114 
= +1.01 
IV«, 
0.063251 
0.087 886 
0.345 35(3 
2„715921 
117 
— — 0.18 
r,. 
0.0210(32 
0.040505 
0.302200 
2,,673 832 
120 
=- + 4.35 
VL P 
0.037 453 
0.100347 
0.010343 
1„272 943 
153 
-f- 1.53 
VII,,, 
0.012 938 
0.075335 
0.004338 
1 „697 233 
158 
= + 0.95 
VIII«, 
0.025811 
0.093703 
9, ,709 241 
2.582474 
195 
= + 0.53 
IX« 
0.063782 
0.103 724 
0,,294 322 
2.950000 
234 
= — 2.05 
X,, 
0.123692 
0.111042 
((„413642 
3.195923 
280 
= + 2.81 
XI« 
0.136408 
0.115995 
0.409 880 
3.524937 
78 
= + 1.(30 
XII« 
0.077 8(31 
0.109246 
0*343810 
3.687 270 
242 
= — 4.42 
YIII« 
0.188438 
0.127 465 
0.198306 
3.915 3(35 
34 
Sö — 6.97 
XIV« 
0.142 046 
0.115813 
0.418825 
3.902 570 
84 
= — 1.37 
4 
0„4973+ilf„ 
7„0175 Js 
7,,7304 _ 
/cp 0„490 563+/« 
0.083 826 Jp 
9„ 630 524 
Jq = + 0.58 
II ( 
0„2560 
0„4340 
6„9505 
0„477158 
0.050574 
9„ 500 411 
— + 0.36 
Illy. 
0.3523 
5„1548 
7.0992 
0„479 808 
0.071304 
9.721503 
= — 0.21 
IV, 
0.3599 
0.7658 
0„9716 
0.152064 
0.040 671 
9.751774 
= — 1.08 
V, 
6.9960 
7.22(35 
7.0417 
0.389 072 
9.993325 
9.753024 
= + 3.20 
VI, 
0„4014 
0„3083 
7,,4560 
0.047170 
9.757 534 
0.051269 
= + 1.08 
VII, 
7.0031 
7.2383 
7,,9443 
0.001823 
9.652 809 
0.047 315 
= + 3.24 
Vili, 
7.1477 
7.1215 
8„1140 
0.722617 
9„507 935 
0.080 714 
- — 0.40 
IX, 
7.2240 
0.9815 
7„9314 
0.751049 
0„015145 
9.809906 
= + 0.54 
X, 
6.7231 
6.4365 
5„5500 
0.223257 
(>„106 775 
9,,331 899 
= + 1.23 
XI, 
6.5998 
0„0840 
7„5323 
0„ 455 090 
0.100191 
9„447150 
- 0.58 
XII, 
7.1777 
0.8001 
7„8401 
1.022 382 
0„( >55 938 
9.780512 
- 1.82 
XIII, 
7.0371 
0.0984 
8„2207 
9„ 806 767 
9.879269 
0«044 030 
- 1.30 
XIV, 
7.1955 
0.7088 
(3„2974 
0.681178 
0.114157 
9„096211 
----- —0.71 
ergeben 
sich nach der 
Methode der 
kleinsten Quadrate nach 
Einführung folg 
ender Homogenitätsfaktoren 
log 
x = 0.188438 + log 
; J M u log 
t = 3.915 365 + log Jp 
log y = 0.127 -105 + log Js log u — 0.114 157 + log J p 
log z = 0.418 825 + log J cp log w = 0.080 714 + log J cp 
die Normalgleichungen : 
8,992(31 x + 10,450 21 y + 4,032 84 t + 2,599 51 t + 0,00001 u + 0,00021 w = — 7",1750 
10,45021 x + 12,248(30 y + 4,43090 « + 2,81840 t — 0,00000 u + 0,00038 w = — 6",8273 
4,032 84 x + 4,430 90 y + 8,521 31 z + 0,80110 t — 0,000 23 u — 0,00052 w = — 0",2409 
2,59951 * + 2,S1840 y + 0,80116 e + 2,55608 t — 0,000 10 u + 0,00021 ta = — 9",0352 
0,00001 x — 0,00006 y — 0,000 23 z — 0,00010 t + 8,70545 u — 0,545 78 to =■ + 2'',1077 
0,00021 * + 0,000 38 y — 0,00052 0 + 0,00021 t — 0,54578 u + 5,12867 w = + 5",4132 
[nn] = 151.385