Dear Gene,
Thanks for your heartening remarks.
You mention that I did not include values for the C-field. This is correct, although the values are included in the linked references. I will give you a brief summary:
In 2006, when I decided that a new field was likely, I asked myself how strong the field could be without interfering with known atomic and molecular physics and chemistry. I arrived at a value that turned out to be 31 orders of magnitude greater than indicated in Einstein's field equations. Then, within the year, Martin Tajmar reported measurement of the C-field with an experimental result 31 orders of magnitude greater than expected. So for the last seven years I've been using this scale factor. It has produced very interesting results, while at the same time not yielding other results that I expected to find. As mentioned in my essay Kauffmann's work in the East and Pretorius papers caused me to focus on the nonlinear approach I show on page 4. The result is that, rather than a fixed value, the strength of the field appears to vary depending on the driving force. This is a radical change from my previous work and I'm only beginning to pursue quantitative results. I have great hopes for this approach, but, so far, have solved very few quantitative problems. I expect this to change within a reasonably short time.
I've looked at your essay, but of course have not yet worked through all of your numbers. And I'm not sure that I fully understand your model. You ask where your large factor exp (90) comes from. My belief, based on work I have done, is that the nonlinear approach yields very unexpected numbers. Your comment references Kauffmann (reference 15 in my essay). I recommend reviewing this and looking at my reference 16, East and Pretorius, to gain a better idea of the effect of nonlinearity on gravity.
Thanks again for your extensive comment and your kind remarks.
Best,
Edwin Eugene Klingman