Geography Reference
In-Depth Information
Table 21.17
Easting and Northing. Computed from (
21.96
)and(
21.97
) and their differences
δE
and
δN
computed from Table
21.15
Point
Easting (m)
Northing (m)
δE
(m)
δN
(m)
1
667,839.46837
1,336,701.67668
0.00000
0.00001
2
1,669,598.67093
664,614.06646
0.00000
0.00001
3
1,558,292.09287
110,569.36671
0.00000
0.00001
4
667,839.46837
1,677,985.89579
0.00000
0.00000
5
1,335,678.93674
999,245.35611
0.00000
0.00001
Table 21.18
Easting and Northing. Computed from (
21.96
)and(
21.97
) without the second-order terms and
their differences
δE
and
δN
computed from Table
21.15
Point
Easting (m)
Northing (m)
δE
(m)
δN
(m)
1
667,839.47645
1,336,701.66858
−
0.00808
0.00801
2
1,669,598.68975
664,614.04287
−
0.01882
0.02360
3
1,558,292.11044
110,569.33064
−
0.01757
0.03608
4
667,839.47645
1,677,985.89572
−
0.00808
0.00007
5
1,335,678.95205
999,245.34023
−
0.01531
0.01589
Table 21.19
Easting and Northing. Computed from (
21.99
)and(
21.100
) and their differences
δE
and
δN
computed from Table
21.15
Point
Easting (m)
Northing (m)
δE
(m)
δN
(m)
1
667,839.47033
1,336,701.69887
−
0.00196
−
0.02218
2
1,669,598.66261
664,614.09336
+0.00832
−
0.02689
3
1,558,292.08521
110,569.39362
+0.00766
−
0.02690
4
667,839.47117
1,677,985.91764
−
0.00280
-0.02185
5
1,335,678.93078
999,245.38223
+0.00596
−
0.02611
The chapters of the Appendix that follow may supply the readers with additional interesting
information. In particular, further details regarding elliptic integrals, Korn-Lichtenstein equa-
tions, and geodesics.
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