Find Center of Forces and Calculate Force Applied

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The center of forces (C.F.) is defined as the point where the moment of the sum of forces equals the sum of individual moments about another point. If the total force is zero, the individual moments may not cancel out, making it impossible to determine a C.F. The calculation involves using the formula R = Sum(M_i * R_i) / Sum(M_i), noting that while mass is scalar, force is vectorial. The discussion highlights the complexity of finding a C.F. when forces are involved. Further exploration of the concept is encouraged through shared resources.
dedaNoe
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How do I find the center of forces?
For instance if given as 3d vectors:
F1, F2 (any forces) and R1, R2 (any positions where they act)
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Where will be the center (R=?) and how much force it'll cary (F=?)?

I'm stacked on this one!
Stack overflow sort of stacked!
 
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The concept of the center of forces (C.F). is not particularly useful.
In general, C.F. is defined as the point such that the moment of the sum of forces (acting at C.F) about some other point is equal to the sum of the individual moments of forces (acting from their individual points), computed with respect to the other point.

However, if the sum of forces is zero, the sum of individual moments may well be non-zero, and hence, no point can act as C.F.
 
I think that's how it works for masses. It'll then come down to:
R:=Sum(M_i * R_i) / Sum(M_i)
italic is vector; regular is scalar;
The difference is that mass is scalar while force is vector.
I still need C.F.
 
What do you think?
 
So I know that electrons are fundamental, there's no 'material' that makes them up, it's like talking about a colour itself rather than a car or a flower. Now protons and neutrons and quarks and whatever other stuff is there fundamentally, I want someone to kind of teach me these, I have a lot of questions that books might not give the answer in the way I understand. Thanks
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