Monday, January 29, 2007

OMEGA LAUNCH TABLE


























FULL MOON: Assume Mean Lunar Radius
Set origin (0,0)
at Earth's initial position.
Time +
Launch
(t)
Hab. Ω
∠ Dist.

Ω)
Terra
∠ Dist.

)
Habitat Ω
Coordinates
Terra (♁)
Coordinates
Dist.
betw.
MOON
PHASE
(XΩ)(YΩ)(X)(Y)(d)
0  dy 0.000 0.000 384,467  km 0  km 0 km 0  km 384,467   km
FULL
MOON
4  dy 3.932 3.94731,500  km10,229,357 km-354,788 km10,268,843  km388,301 km
WANING
GIBBOUS
7.5  dy 7.372 7.400-855,206 km19,142,190  km -1,246,060  km 19,215,785  km 397,723  km
LAST
QUARTER
11  dy 10.81210.854-2,277,973 km27,986,036 km-2,676,127 km28,092,938 km412,255 km
WANING
CRESCENT
15 dy14.74414.801-4,553,729 km37,967,943 km-4,963,484 km38,111,458 km434,160 km
NEW
MOON
19 dy18.67518.747-7,512,175 km47,771,143 km-7,936,874 km47,949,206 km460,517 km
WAXING
CRESCENT

22.5 dy22.11522.201-10,649,965 km56,166,050 km-11,090,343  km56,372,240 km486,258  km
FIRST
QUARTER
26 dy25.555 25.654 -14,288,516 km 64,358,538 km-14,746,852 km64,590,536 km 513,707  kmWAXING
GIBBOUS
29.5 dy28.99629.108-18,414,716 km72,319,080 km-18,893,122 km72,574,249 km542,202 km
FULL
MOON
Given t × nΩ t × n RΩ× Cos(θΩ)-1AU RΩ× Sin(θΩ) R× Cos(θ)-1AU R× Sin(θ) x2+Δy2 ) Observed



SOURCE DOCUMENT

FULL MOON: Assume Mean Lunar Radius
Set origin (0,0)
at Earth's initial position.
Time aft
Launch
(t)
Hab. Ω
Ang. Dist.
(
θΩ)
Terra (♁)
Ang. Dist.
(θ)
Habitat Ω
Coordinates
Terra (♁)
Coordinates
Distance
between
(XΩ) (YΩ) (X) (Y) (d)
0 dy 0.000 0.000 384,467 km 0 km 0 km 0 km 384,467 km
1 dy 0.983 0.987 362,398 km 2,559,222 km -22,182 km 2,569,115 km 384,708 km
2 dy 1.966 1.973 296,199 km 5,117,690 km -88,723 km 5,137,468 km 385,430 km
3 dy 2.949 2.960 185,889 km 7,674,653 km -199,603 km 7,704,298 km 386,630 km
4 dy 3.932 3.947 31,500 km 10,229,357 km -354,788 km 10,268,843 km 388,301 km
5 dy 4.915 4.934 -166,921 km 12,781,051 km -554,233 km 12,830,342 km 390,435 km
6 dy 5.897 5.920 -409,318 km 15,328,983 km -797,878 km 15,388,036 km 393,022 km
7 dy 6.880 6.907 -695,618 km 17,872,405 km -1,085,652 km 17,941,167 km 396,049 km
8 dy 7.863 7.894 -1,025,737 km 20,410,567 km -1,417,468 km 20,488,978 km 399,502 km
9 dy 8.846 8.880 -1,399,578 km 22,942,723 km -1,793,229 km 23,030,712 km 403,365 km
10 dy 9.829 9.867 -1,817,031 km 25,468,127 km -2,212,824 km 25,565,616 km 407,622 km
11 dy 10.812 10.854 -2,277,973 km 27,986,036 km -2,676,127 km 28,092,938 km 412,255 km
12 dy 11.795 11.840 -2,782,269 km 30,495,709 km -3,183,001 km 30,611,929 km 417,245 km
13 dy 12.778 12.827 -3,329,770 km 32,996,408 km -3,733,296 km 33,121,842 km 422,572 km
14 dy 13.761 13.814 -3,920,314 km 35,487,397 km -4,326,849 km 35,621,932 km 428,217 km
15 dy 14.744 14.801 -4,553,729 km 37,967,943 km -4,963,484 km 38,111,458 km 434,160 km
16 dy 15.726 15.787 -5,229,828 km 40,437,315 km -5,643,012 km 40,589,681 km 440,382 km
17 dy 16.709 16.774 -5,948,412 km 42,894,787 km -6,365,231 km 43,055,868 km 446,861 km
18 dy 17.692 17.761 -6,709,269 km 45,339,636 km -7,129,927 km 45,509,285 km 453,579 km
19 dy 18.675 18.747 -7,512,175 km 47,771,143 km -7,936,874 km 47,949,206 km 460,517 km
20 dy 19.658 19.734 -8,356,895 km 50,188,591 km -8,785,832 km 50,374,908 km 467,654 km
21 dy 20.641 20.721 -9,243,179 km 52,591,270 km -9,676,549 km 52,785,670 km 474,975 km
22 dy 21.624 21.707 -10,170,767 km 54,978,473 km -10,608,762 km 55,180,778 km 482,459 km
23 dy 22.607 22.694 -11,139,385 km 57,349,496 km -11,582,193 km 57,559,522 km 490,091 km
24 dy 23.590 23.681 -12,148,750 km 59,703,642 km -12,596,554 km 59,921,195 km 497,853 km
25 dy 24.573 24.668 -13,198,563 km 62,040,219 km -13,651,545 km 62,265,098 km 505,731 km
26 dy 25.555 25.654 -14,288,516 km 64,358,538 km -14,746,852 km 64,590,536 km 513,707 km
27 dy 26.538 26.641 -15,418,288 km 66,657,918 km -15,882,151 km 66,896,819 km 521,769 km
28 dy 27.521 27.628 -16,587,547 km 68,937,681 km -17,057,104 km 69,183,263 km 529,901 km
29 dy 28.504 28.614 -17,795,948 km 71,197,158 km -18,271,364 km 71,449,190 km 538,090 km
29.5 dy 28.996 29.108 -18,414,716 km 72,319,080 km -18,893,122 km 72,574,249 km 542,202 km
Given t × nΩ t × n RΩ× Cos(θΩ)-1 RΩ× Sin(θΩ) R× Cos(θ)-1 R× Sin(θ) (Δx2 +  Δy2 )
Assume HabΩ
 Mean Motion n
Ω=0.9829o/dy
Assume Earth
 Mean Motion n=0.9867o/dy

0 Comments:

Post a Comment

Links to this post:

Create a Link

<< Home