[ZHUYH]

Google:The Complement of Newton Gravitation Law

[lyner]

Give me the bottom line on this.
How big is this new force, compared with the force due to 'normal' Gravity?
It would need to be less than the spread of errors involved in all the established measurements or it would already have been revealed as a constant error, wouldn't it?

[ZHUYH]

F = Fn + Ft
To the weight of Fn = GMm / r ^ 2  -
Tangential component [vortex force] Ft = kGMm ω Cos α / r ^ 2
K = 0.4 for one factor,the unit:  sec/cycle  ; ω is the angular velocity rotating ball, the unit: cycle / sec; α to the orbital inclination.

By the formula, we can see that:[earth]
      Fn =216000 Ft

[lyner]

One point: angular velocity has the units of Radians per second (as opposed to frequency). Is your expression out by a factor of Pi?
Have you any measurements which reveal and confirm this factor of 1/2000,000? It's a tiny factor. If you obtained your value from the Moon's behaviour, is there any other data to support it?
As you know, there is an alternative mechanism which needs to be included. This is a real effect and needs to be factored into your sums.

[ZHUYH]

Fn = GMm / r ^ 2 
Tangential component [vortex force] Ft = kGMm ω Cos α / r ^ 2
 By the formula, we can see that:[earth]

 Ft = k ω Cos α Fn
Cos α=1,ω = 1/ 24×3600[cycle / sec] , K = 0.4 for one factor,the unit:  sec/cycle 
Ft = [0.4/ 24×3600]Fn

   =Fn/216,000
  is  not:            1/2000,000

[lyner]

Same comment as in the other thread - I slipped another zero into my post.
You still really need to put this force in context with the other forces in operation. Is it greater? Is it less? Is it a major factor or a tiny modification?