Ewan, the rear arm length c is important even for initial lifting force calculations whenever b is not equal to b1, because even though the top bar starts horizontal its angle it is not generally fixed.
The formula for the coefficient of lifting force with respect to torque for a frictionless 4-bar linkage infinitesimally above the fully flat position is
(a+(a-c*((a*e/(c*d)-a*e*(d2+c2-b12)/(2*c*d3))1/2-(-a/d+a*(e2+d2-a2)/(2*d3))1/2))*(b-b1)/b1)-1
where d = b1 - c and e = a + b1 - c = base length
This equation does not give valid output when d is exactly equal to zero or if b1 = 0.
One obvious point of conflict with your formula is that when the front and rear bars are of equal length lifting force is *independent* of both b and b1. With your example if the rear bar is one third the length of the front bar the lifting force before friction is now 29kgf...
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