I’ve played with formulas; I’ve come up with something like:
q2 m1 m2 sin(sqrrt(r C1))/(r * C2)^2
Where q2 is the charge of the nonlocal matter. (This formula calculates the force exerted on m1; the force exerted on m2 may be different.)
I suspect the actual function inside the sin may be more subtle than that. The salient point would be that the wavelength is a function of its distance, and the wavelength increases (exponentially, I think) with distance, which produces a scope-insensitive force.
I’m sorry—what is this meant to be describing, exactly? Some already-known physical phenomenon, whose rules you think may be different from those it’s currently thought to obey, or a conjectural new force?
OK. Which physical phenomena do you think might be described in that way? I’m pretty sure the stuff in the Standard Model has been measured accurately enough to rule out anything much like what you describe.
I’ve played with formulas; I’ve come up with something like:
q2 m1 m2 sin(sqrrt(r C1))/(r * C2)^2
Where q2 is the charge of the nonlocal matter. (This formula calculates the force exerted on m1; the force exerted on m2 may be different.)
I suspect the actual function inside the sin may be more subtle than that. The salient point would be that the wavelength is a function of its distance, and the wavelength increases (exponentially, I think) with distance, which produces a scope-insensitive force.
I’m sorry—what is this meant to be describing, exactly? Some already-known physical phenomenon, whose rules you think may be different from those it’s currently thought to obey, or a conjectural new force?
The former. Or rather a set of phenomena which I believe to be more closely related than currently thought.
OK. Which physical phenomena do you think might be described in that way? I’m pretty sure the stuff in the Standard Model has been measured accurately enough to rule out anything much like what you describe.