Per Experiment Published Paper

As These Calculations Run

Test

Variable

Notes

Value

Value

Notes

Rose

Rs

Large attraction less small repulsion ± due to spheres acting on each side of small narrow rod-pendulum to net fixed deflection.

0.0508

0.0508

Re

Equivalent Sphere¹

0.0066

Per mathcad equivalent sphere.

SepD

0.12

0.174

Per narrow rod pendulum ± effect.

Luther

Rs

Pendulum oscillates therefore SepD varies with pendulum oscillation.

0.0508255

0.0508255

Re

Equivalent Sphere

0.0029

Per mathcad equivalent sphere.

SepD

0.07029727

0.07029727

Bagley 1

Rs

Partially same set-up as in Luther

0.0508255

0.0508255

Re

Equivalent Sphere

0.0029

Per mathcad equivalent sphere.

SepD

0.0719092

0.0719092

Bagley 2

Rs

Partially same set-up as in Luther

0.0508255

0.0508255

Re

Equivalent Sphere

0.0029

Per mathcad equivalent sphere.

SepD

0.0698567

0.0698567

Gundlach

Rs

Large attraction less small repulsion ± due to spheres acting on each side of flat thin pendulum to net fixed deflection.

0.06245

0.06245

Re

Equivalent Sphere

0.0104

Per mathcad equivalent sphere.

SepD

Anomalous

0.2575*

Per flat thin pendulum ± effect. * & Comp for angle to centerline.

Schlam’ger

Ls

Approximately half of the small encountered

cylinder overlaps the larger by being inside

at one end of its central cavity. Thus SepD is indeterminate as is the point-on-point action there.

0.7

0.7

Le

0.077

0.077

Rs

0.523

0.523

Ri

0.050

0.050

Re

0.0225

0.02215

SepD

0.3465

0.22349

Evaluated to compensate overlap.

Quinn

Ls

1) Test cylinders oscillate therefore SepD varies with oscillation. 2) Large attraction less smaller repulsion ± due to source cylinders acting opposite, and at an angle on each side of, test cylinder.

0.115

0.115

Le

0.055

0.055

Rs

0.060

0.060

Re

0.0275

0.0275

SepD

0.214

2.690

Per “Notes” column 3 and below.