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The calculations below show only each planet’s maximum contribution, and not the amount of gravity each planet actually contributes. Much of the maximum contribution of a planet will be 'wasted'.
Example 1. Lets say that 4 planets (measured in the ‘sun’s ring’ 30) each exert a gravitational force that accounts for an acceleration of 1m/s2, but Jupiter contributes to an acceleration of 10m/s2. In this case, 90% of Jupiter's contribution within that ring will be lost.
|
| Calculation of Maximum Planetary Contribution to each of the 'rings' of the sun | |||||||||
|
Sun's Ring |
Mercury |
Venus |
|||||||
|
Ring |
Radius Meter |
Distance Earth to ring 'x' |
Acc..due to Gravity |
4 x Increase |
= Total |
Distance Earth to ring 'x' |
Acc..due to Gravity |
4 x Increase |
= Total |
|
41 |
5,49E11 |
|
|
|
+4,19E11 |
0,0000000002 |
|
||
|
40 |
2,7E11 |
|
|
|
+1,3E11 |
0,0000000019 |
|
||
|
39 |
1,4E11 |
|
|
|
|
+3,2E10 |
0,000000317 |
x 4 |
0,000000317 |
|
39 |
1,08 E11 |
> > > > > > > > > > > |
1,08E11 |
4,8685E24 |
|
||||
|
38 |
6.94E10 |
|
|
|
|
3,86E10 |
0,000000218 |
x 4 2 |
0,000003488 |
|
37 |
3.4E10 |
3.43E10 | 0,000000019 |
|
|
7,4E10 |
0,000000059 |
x 4 3 |
0,000003776 |
|
36 |
1.7E10 |
1.12E10 | 0,000000176 |
x 4 |
0,000000704 |
9,1E10 |
0,000000033 |
x 4 4 |
0,000008448 |
|
35 |
8.6E9 |
2,81E9 | 0,000002789 |
x 4 2 |
0,000044624 |
9,9E10 |
0,000000033 |
x 4 5 |
0,000060416 |
|
34 |
5,79 E9 |
5,79 E9 |
0,3302E24 |
x 4 3 |
- |
||||
|
34 |
4,3E9 |
1,49E9 | 0,000008820 |
x 4 4 |
0,00225792 |
1.0E11 |
0,000000032 |
x 4 6 |
0.000131072 |
|
33 |
2,1E9 |
3,69E9 | 0,000001618 |
x 4 5 |
0,001656832 |
1,06E11 |
0,000000028 |
x 4 7 |
0,000458752 |
|
32 |
1,0E9 |
4.79E9 | 0,000000960 |
x 4 6 |
0,00393216 |
1,07E11 |
0,000000028 |
x 4 8 |
0.001835008 |
|
31 |
5,4E8 |
5,25E9 | 0,000000799 |
x 4 7 |
0,013090816 |
1,075E11 |
0,000000028 |
x 4 9 |
0.007340032 |
|
30 |
2,6E8 |
5,53E8 | 0,000072020 |
x 4 8 |
4,72 |
1,077E11 |
0,000000028 |
x 4 10 |
0.029360128 |
|
29 |
1,3E8 |
5,66E8 | 0,000068750 |
x 4 9 |
18 |
1,079E11 |
0,000000028 |
x 4 11 |
0.117440512 |
|
28 |
6,7E7 |
5,72E8 | 0,000067315 |
x 4 10 |
70,6 |
1,079E11 |
0,000000028 |
x 4 12 |
0,469762048 |
|
27 |
3,4E7 |
5,76E8 | 0,000066383 |
x 4 11 |
278 |
1,08E11 |
0,000000028 |
x 4 13 |
1.879048192 |
|
26 |
1,7E7 |
5,77E8 | 0,000066153 |
x 4 12 |
1109 |
1,08E11 |
0,000000028 |
x 4 14 |
7.5 |
|
25 |
8388608 |
5,78E8 | 0,000065925 |
x 4 13 |
4424 |
1,08E11 |
0,000000028 |
x 4 15 |
30 |
|
24 |
4194304 |
5,78 E8 |
0,000065925 |
x 4 14 |
17696 |
1,08E11 |
0,000000028 |
x 4 16 |
120 |
|
23 |
2097152 |
5,78 E8 |
0,000065925 |
x 4 15 |
70786 |
1,08E11 |
0,000000028 |
x 4 17 |
481 |
|
22 |
1048576 |
5,78 E8 |
0,000065925 |
x 4 16 |
283145 |
1,08E11 |
0,000000028 |
x 4 18 |
1924 |
|
21 |
524288 |
5,78 E8 |
0,000065925 |
x 4 17 |
1132582 |
1,08E11 |
0,000000028 |
x 4 19 |
7696 |
|
20 |
262144 |
5,78 E8 |
0,000065925 |
x 4 18 |
4530331 |
1,08E11 |
0,000000028 |
x 4 20 |
30786 |
|
19 |
131072 |
5,78 E8 |
0,000065925 |
x 4 19 |
18121326 |
1,08E11 |
0,000000028 |
x 4 21 |
123145 |
|
18 |
65536 |
5,78 E8 |
0,000065925 |
x 4 20 |
72485304 |
1,08E11 |
0,000000028 |
x 4 22 |
492581 |
|
17 |
32768 |
5,79 E8 |
0,000065697 |
x 4 21 |
288938461,6 |
1,08E11 |
0,000000028 |
x 4 23 |
1970324 |
|
16 |
16384 |
5,79 E8 |
0,000065697 |
x 4 22 |
1155753847 |
1,08E11 |
0,000000028 |
x 4 24 |
7881299 |
|
15 |
8192 |
5,79 E8 |
0,000065697 |
x 4 23 |
4623015386 |
1,08E11 |
0,000000028 |
x 4 25 |
31525197 |
|
14 |
4096 |
5,79 E8 |
0,000065697 |
x 4 24 |
1,8492E10 |
1,08E11 |
0,000000028 |
x 4 26 |
126100789 |
|
13 |
2048 |
5,79 E8 |
0,000065697 |
x 4 25 |
7,3968E10 |
1,08E11 |
0,000000028 |
x 4 27 |
504403158 |
|
12 |
1024 |
5,79 E8 |
0,000065697 |
x 4 26 |
2,9587E11 |
1,08E11 |
0,000000028 |
x 4 28 |
2.0176E9 |
|
11 |
512 |
5,79 E8 |
0,000065697 |
x 4 27 |
1,1835E12 |
1,08E11 |
0,000000028 |
x 4 29 |
8.7045E9 |
|
9 |
256 |
5,79 E8 |
0,000065697 |
x 4 28 |
4,7339E12 |
1,08E11 |
0,000000028 |
x 4 30 |
3.228E10 |
|
8 |
128 |
5,79 E8 |
0,000065697 |
x 4 29 |
1,8935E13 |
1,08E11 |
0,000000028 |
x 4 31 |
1.29E11 |
|
7 |
64 |
5,79 E8 |
0,000065697 |
x 4 30 |
7,574E13 |
1,08E11 |
0,000000028 |
x 4 32 |
5.16E11 |
|
6 |
32 |
5,79 E8 |
0,000065697 |
x 4 31 |
3,029E14 |
1,08E11 |
0,000000028 |
x 4 33 |
2.06E12 |
|
5 |
16 |
5,79 E8 |
0,000065697 |
x 4 32 |
1,2119E15 |
1,08E11 |
0,000000028 |
x 4 34 |
8.26E12 |
|
4 |
8 |
5,79 E8 |
0,000065697 |
x 4 33 |
4,8475E15 |
1,08E11 |
0,000000028 |
x 4 35 |
3.30E13 |
|
3 |
4 |
5,79 E8 |
0,000065697 |
x 4 34 |
1,94E16 |
1,08E11 |
0,000000028 |
x 4 36 |
1.32E14 |
|
2 |
2 |
5,79 E8 |
0,000065697 |
x 4 35 |
7,756E16 |
1,08E11 |
0,000000028 |
x 4 37 |
5.29E14 |
|
1 |
1 |
5,79 E8 |
0,000065697 | x 4 | |||||