A massive particle moving through space has both a global and local effect. The global effect is a reduction in sinertia of space. When in motion it creates a wave (propagation) of reduction in sinertia as a result of space working to maintain an equilibrium (as previously discussed), this effect is because a mass is moving through the field, if the particle had no mass it would not have a global effect. The local effect is the flux of sinertia available for a particle’s pinertia increases in the direction of motion. In developing a theory to represent the local effect, the same type of approach is used as in the sinertia reduction in a field used previously in NUVO potential, a ratio of energies. In the local case, the mass is moving with a velocity that is relative (depends on the configuration of observers), and as discussed in a previous section, constant velocity does not affect the physical system (i.e. time dilation), both observers observe the same time dilation, each observer’s clock runs slower than the other’s clock. The local case only has an effect on the available sinertia for a particle’s pinertia when accelerating. Thus, this effect cannot be used for SR constructs or equations. Thus, NUVO transformational kinetic energy was defined to address the local effect.