Dr. H. Kauschelbach: Harmonische Analyse der Gezeiten des Meeres. 7. Teil.
109
Reihenfolge der Rechnung
Paarige Tiden x -v y
x = 0,
y = SO,
T781 = [«»1
n
1.38110
[77)-I73J +[76J
(2)
5.51994
[79] - [46]
a„
1.38021
[80] = [78] + [77)
n ■ (2)
6.90101
[81] - [77] + [79]
a„ ■ (2)
6.90015
[166] = [80] —[163]
f, = n ■ (2) : 9t
98.61981
[167] = [81] —[163]
4 = a„ • (2) : 9t
98.61892
[84] = [82] -[83]
A
4.71407 n
[82]
a, ■ a„ ■ f- n
5.52439
[85] aus [84]
9.99999
[83]
— c,, 1 ■ g?
0.81032n
[87] = [62]
P
1.37933
[86] = [821 + [85]
(3)
5.51438
[88] = [51]
d
1.37754
[89] - [87] + [86]
P'{ 3)
6.89371
[90] = [86] + [88]
d-(3)
6.89192
[168] = [89] -[163]
4 = P ■ (ß) ■■ «
98.61248
[169] = [90] - [163]
r* = d-(3) : 5t
98.61069
[93] = [91]-[92]
A
7.60051
[91] .
c„ ■ g, ■ h„
0.59319
[94] aus [93]
0.00173
[92]
— a„ • b,- n
2.99268
[95] = [94] + [92]
A
2.99441
[96] = [58]
3
0.13780
[97] = [95] + [96]
3-2» = (4)
3.13221
[98] = [47]
b,
0.23137«
[99] = [96] + [97]
j-( 4)
3.27001
[100] = [97] + [98]
¿>,■(4)
3.36358 u
[170] = [99] — [163]
4 = / ' (4) : 9t
94.98878
[171] = [100] — [163].
f u =b,.(i) : 9t
95.08235 n
[101] = [98] + [99]
% = b.j'ii)
3.50118 n
[104] = [102] - [103]
A
7.53297
[102]
b, • h„ ’j*
0.69500 n
[105] aus ¡104]
0.00148
[103]
-c„-d.g, .p
3.16203 n
[107] = [50]
c„
0.21012
[106] = [105] + 1103]
(5)
3.16351 n
[108] = [54]
9,
0.19504
[109] = [107] + [106]
c„ ■ (5)
3.37363n
[110] = [106] + [108]
ffi * (5)
3.35855 n
[172] = [109]- [163]
4 = C„-(5) : 9t
95.09240n
[173] = [110] -[163]
4 = g, • (5) : 9t
95.07732 n
Ul] = [108] + [109]
«ju = G,' 9, ■ (5)
3.56867 n
Reihenfolge der Rechnung
Paarige Tiden x ~ y
x = 0,
y = SO,
(1141 = (1121 -[113)
A
7.68542
[1121
b, • c„ • g,
0.63653 n
[115] aus [114]
0.00210
LH3]
— a,-f' h„
2.95111n
[116] = [115]+|113]
y
" 2
2.95321«
[117] - [58]
j
0.13780
]118] = [116] +[117]
A j = (6)
3.09101 n
[119] = [57]
K
0.18803
[120] = [117] + [118]
3 ■ (b)
3.22881«
[121] = [118]+ [119]
h„ ■ (6)
3.27904 n
[174] = [120] — [163]
4o “ 3 ■(«):»
94.94758n
[175] = [121] —[163]
fli = K • (6) : »
94.99781 n
(122]
-b,,e-h,o — (7)
7.39659
[123] = [59]
k,
0.36042 n
[124] = [122] + [123]
*•(?)
7.75701 n
[176] = [124] — [163]
4s = * • (7) : 3t
89.47578n
[127] = [125] - [1261
A
1.42046«
[125]
g■ k
9.69532
[128] aus [127]
1.40365n
[126]
- b,;~ • o 2
.
8.274S6n
. .
[129] = [128] + 1126]
(8)
9.67851
[130] = [49]
c,
9.78424
[131] = [129]+ [130]
c, • (8)
9.46275
[177] = [131J- [1631
fu = e, ■ (8) : 9t
91.18152
[133] = [52]
e
9.15336
[132]
— e g,? ■ h, = (9)
7.23363 n
[134] = [56]
h,
9.10580
. [135] « [133] + [132 ]
c-(9)
6.38699 n
[136] - [132] + [134]
h, ■ (9)
6.33943 n
[178] = [135] — [163]
4s = «-(9) : 9i
88.10576«
[179] = [136] - [163]
4s = K • (9) : 9t
88.05820«
[138] = [61]
o
9.23407«
[137] .
— b„: c? -o
8.70591
[139] = [48]
b„
9.90336
[140] = [138] + [137]
o • (10)
7.93998n
[141] = [137] + [139]
*.,•( 10)
8.60927
[180] = [140] - [163]
4« “ O ■ (10) : 9t
89.65875n
[181] = ¡141] —[163]
4o = b„ ■ (10) : 9t
90.32804
[142] = [139] + [140]
9t, v — b„ - o • (10)
7.84334 n
[145] = [143] —[144]
A
3.77100n
[143]
c? №
0.28932
[146] aus [145]
9.99993
[144]
— e 2 . h,
6.51832 n
