One equation for three interactions->

[deda]

In most general sense the Archimedes' law of lever could be writen this way:

\frac{F_1}{F_2}=\frac{GM_1+kQ_1}{GM_2-kQ_2}=\frac{D_2}{D_1}
-------------------------------------------------
F=force
Q=charge
M=mass
D=equi.distance
G and k are some proportionales

Consequentially
-------------------------------------------------
\frac{F_1}{D_2}=\frac{F_2}{D_1}=\sqrt{\frac{G^2M_1 M_2}{D_1D_2}-\frac{k^2Q_1Q_2}{D_1D_2}+kG\frac{M_2Q_1-M_1Q_2}{D_1D_2}}

Try this equation for this three cases:
1)Q_1=Q_2=0
2)M_1=M_2=0
3)M_1=Q_2=0
and tell me what they mean!

No matter how right my physics is it will not see day light.
That makes me really blue.[:(]

[deda]

well come on...*...any body got some thing to post?

[Antonio Lao]

Aren't you just stating the moments of forces?

One of your case leads to Newton's law of universal gravitation.

another leads to Coulomb's law of static electricity.

I am still figuring out the third case.

[Antonio Lao]

After further analyses, these are what I think your formulations are:

You are claiming that there exist in the physical laws of nature, a square of force, that is proportional to the product of two different masses or the product of two different electric charges.

F^2=Gm1m2 and/or F^2=kq1q2

In my research I came across F^2. But I could not understand what it means. Now with your ideas, I will try them to see if they will help me explain the F^2 in my research. Thanks.

[deda]

Originally posted by Antonio Lao
After further analyses, these are what I think your formulations are:

You are claiming that there exist in the physical laws of nature, a square of force, that is proportional to the product of two different masses or the product of two different electric charges.

F^2=Gm1m2 and/or F^2=kq1q2

In my research I came across F^2. But I could not understand what it means. Now with your ideas, I will try them to see if they will help me explain the F^2 in my research. Thanks.
first in the 1st case
F1F2=G2M1M2
not as you wrote F^2=Gm1m2.
it's because:
F1=GM1
and
F2=GM2

[Antonio Lao]

Is G^2 the square of the gravitational constant?
square of 6.67x10^(-8) dyne cm^2/gm^2?

[deda]

Originally posted by Antonio Lao
Is G^2 the square of the gravitational constant?
square of 6.67x10^(-8) dyne cm^2/gm^2?
It's simply a force-mass ratio.
Some N over some kg.

[Antonio Lao]

Can we do an experiment to find this ratio of force over mass?

[deda]

probably...
yes.

but any way its actual size doesn't really matter as long as you keep it same for every force-mass pair in the closed system.

[Antonio Lao]

Thanks. Now I can sleep peacefully.

[8LPF16]

dedaNoe,

Can you take a look at Antonio's thread "Is Simultaneity an Illusion?" page two?

Your force/mass ratio might be what I need, and am having trouble with.

thanks!

LPF