Concurrence of mass and energy density for conservative and dissipative systems
The falling body velocity is Ögh when mass and energy are interdependent. The overestimated Ö2gh prevails when mass and energy are separately independent. The falling time is found to be greater by a factor ofÖ2. A consistent account of the laws of motion from Galileo to Newton is made possible by using E = mv2 for conservative and dissipative systems. By the same token, the equivalence of energy and mass can be used for the mathematical assessment of gravitational waves at any velocities and not just at the speed of light. The personalized units should be replaced by the “energy density unit” to avoid ambiguities. The key step is the application of the Hookean “force” in conjunction with the work done as energy. The equivalence of mass and energy at any velocity were derived by using Ideomechanics, which is a mathematized verion of I-Ching. Gravitational waves are intimately related to the entanglement of multi-atom space-time.