Experiments reported by Podkletnov et al. suggest that gravity modification is within reach in our lifetimes. Solomon used process models to introduced the concept of non-inertia Ni fields and derived the massless gravitational acceleration formula g=τc2 that is consistent with Hooft's finding that absence of matter no longer guarantees local flatness. Solomon had also shown that many photon experimental results could be modeled without the use of quantum theory. This would imply that neither a quantum nor a relativistic type theory would be indispensible to formulating a theory on gravity modification. This paper, therefore, explores the use of Ni fields and process models to reverse engineer Podkletnov's experiments from first principles to determine a possible theoretical or at least an engineering basis for the observed gravity shielding effects. This paper scrutinizes and documents Podkletnov's papers for detailed experimental clues and applies them to new process models. The paper shows that it is possible to infer gravity modifying effects using non-inertia Ni fields, without taking into consideration the quantum mechanical properties of the ceramic superconducting disc. That is without considering how or why these fields are produced. The modeling suggests that there are two similar but different phenomena present, the stationary disc and spinning disc effects. The observed weight loss with the stationary disc is due to the asymmetric magnetic field and the observed weight loss with the spinning disc is due to the electromagnetic Ni field. There are several keys to reproducing Podkletnov's experimental results, asymmetric fields, dual layer disc, and the presence of both electric and magnetic fields. Finally the paper shows that if the magnetic field was not superconducting, but a regular magnetic field, that the observed weight change should be reversed, and therefore, a non-superconducting disc would lend itself to simpler and easier experimental verification of gravity modifying effects.