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On the cosmic scale, we do not know what will happen when things come near heavy objects! The heavy object on the small mass attracts due to the attraction of the little material, and the face hangs over heavy objects. For the same reason, as we try to touch the sky with a jump, it becomes a problem for us! For the same reason meteorite, but the earth is hit! The neutron star or the black hole with the ability of large monster stars or high density is intensified, because they are very small The object swallows its own part! But this feeding process is not like laddu! That is, once you do not put your face in the face! When a small object comes closer to a more realistic object, the small object gets broken by a strong attraction. The extent of the mass of that mass of material that actually breaks a small object is called the Roche boundary or the Roche limit!
If we say that the most beautiful planet in the far sky ?? Everyone will answer in a single "Saturn". Since the invention of the Galileo Galilei Shani in 1610, we have been fascinated by the cosmic spotcrafts of the century, but we are fascinated by the century. But it is not only Saturn, but the rest of the solar system, which means jupiter, , The urine (urenus) and the neptune ball.Once again, our future residence will be formed once in the Mars! What a surprise But why these balls are created! There are beautiful mathematical explanations of this ball creation. Which is applicable to any object in the universe! And the mathematical explanation is our Rosh Limit.
Just because the small asteroid / object is entered into the bounds of another gravitational force, due to the strong attraction of the big astrological force, the tidal force can not cause tensile strength due to its own gravity and its all-inclusive parts and the limit is the limit. .
That is, in Rosh Limit, the force of light on the object, the force of holding all its parts together;
Rosh Limit is the radius of an imaginary sphere that depends on the mass of two astrological, density, radius! Suppose you are near a blackhole event horizon. What is your foot on the black hole ... Easy calculation ... your legs will feel more relaxed than your head. Likewise, when a small object comes near to astrology, its closest zodiac will be more attracted by larger objects. On the other hand, the lower attraction will be felt on the other end.This will cause distortion of the small object due to the feeling of attraction force in different areas of the object! But because of his own body, he holds himself together! As far as the big things get closer, it will be hard to keep all the masses together! If one comes near such a big thing, then he can not cope himself! And at this time his distortion is so much that it spreads itself like a lot of explosions!Since the explosive parts are in the heel sphere or the hill sphere, they continue to circulate large objects. Hill sphere is a zodiac satellite that has a different post
Assuming that an object of r and radius of 2m is radiating the contents of the mass of m to the distance R is (figure)! The mass of both the nearest and the outermost parts of the zodiac is m
Then, the ball felt in the center of the small object for its own body, F = G * m * m / (2r) ^ 2
The force that is located near the nearest edge of the big astrologer, F1 = G * m * M / (R-r) ^ 2
The faint ball at the far end of the big asteroid, F2 = G * m * M / (R + r) ^ 2
So, the difference of the ball,
ΔF = F1 - F2 = G * m * M / (R-r) ^ 2 - G * m * M / (R + r) ^ 2
ΔF = (G * m * M / R ^ 2) * [1 / (1-r / R) ^ 2 - 1 / (1 + r / R) ^ 2]
Since, m << M (and r / R << 1)
Therefore, 1 / (1-r / R) ^ 2 - 1 / (1 + r / R) ^ 2 ≈ 1 / (1-2r / R) - 1 / (1 + 2r / R) ≈ 1 + 2r / R - (1-2r / R) = 4r / R
Rosh Limit, F = ΔF
Then, (G * m * M / R ^ 2) * 4r / R = G * m * m / (4r ^ 2)
Or, M * 4r / R ^ 3 = m / (4r ^ 2)
Or, R = r * (16 * m / m) ^ (1/3) ≈ 2.5 * r * (m / m) ^ (1/3) ............ (1)
Now, if the density of the small object is ρ (m) its mass m = [ρ (m) * 4π * r ^ 3] / 3
If the mass of the large asteroid is ρ (m) and radius r (m) then the mass m = [ρ (m) * 4π * r (m) 3] / 3
. (1) In the equation we get the value of 1 m, m,
R = [r * (16 * m / m) 1/3 = [r (m) * {16 * ρ (m) / ρ (m)}] 1/3
If the density of both objects is the same. That is, if ρ (m) = ρ (m) is, then
R ≈ 2.5 * rM
In other words, Rosh Limit is two-and-a-half times the radiation of the big asteroid! Which is generally considered to be 2.5 times its Rash Limit radius for any astrology! Rosh Limits of the Earth and the Moon are 949 km. The average density of any meter rosh limit is 17,887 kilometers!
The average distance of the moon from Earth is 384,400 kilometers. Which is much more than Rosh Limit. The moon is moving away every four centimeters every year! So our moon is not likely to ring! If the satellite of Mars is well within the limits of Mars, then the fragment will be split. Those pieces will gradually form a beautiful ball through the constant collision between themselves! Shani Balu was formed in the same way!
After all, surely you know why the planets are in the ring!
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