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The angular momentum issue is a well documented problem that has
baffled solar system formation theorists for many years.The Sun contains
99.9 % mass, but only 1% of the total Angular Momentum. Most of the
remainder is typically associated with the Jovian Planets. Theoretical
Physicists developing Formation Theories are thwarted by this anomalous
distribution. The Binary Model provides allocations of Angular Momentum
to Mass for Planets and Stars in line with common expectations.
An object in Rotational motion has an Angular Momentum L equal to
its moment of inertia S (mi r2i) times its angular velocity w. If
there is no external Torque, then L = Constant (Conservation of Angular
Momentum).
Our proof here is rather compelling. We first looked at the angular
momentum distribution charts (see here 60 percent of angular momentum
lies with Jupiter). We then ran the formulas ourselves with existing
inputs to make sure the textbook data was correct. Everything checked
out.
Next, is the same chart in an "Angular Momentum to Mass ratio"
formula. You can see all the bodies in our solar system have ratios
in line with their mass except for the Sun.
We then made one input into the existing formula: we assumed the Sun
was moving in a binary orbit with a period of 24,000 years.
The Sun came right into line.
All these years, the Sun has had the proper angular momentum but it
is not in it’s spin, it is in it’s movement through space.
The chart assumes the Sun is in a binary orbit with an object 8% of
Sun's mass at distance of 1000 AU.
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