INCREASED LIFE EXPECTANCY BASED ON PHYSICAL FORMULAS

Life expectancy is due to the frequency of processes occurring in the body. The lower the frequency, thelonger the lifespan. The frequency is influenced by the fraction of vacuum particles in a free, unbound state. Elementaryparticles are connected, grouped particles of vacuum. But in a free state, a large proportion of them affect the frequencyof oscillations, increasing it, therefore, reducing the lifetime. The connection between a living organism and an inanimatebody has been drawn. Dislocations are analogous to vacuum particles. Their low density and low fraction of vacuumparticles describe the theoretical ultimate strength and lifetime. The increase in density and the formation of crystallineelementary particles cause the average lifetime and average strength, orders of magnitude smaller than the theoretical one.A further increase in the dislocation density causes cracks and ruptures, and partly chaotic formation — tumors, partlycrystalline. Chaos and order are described by a complex unified field that causes tumors. This unified field is describedby the hydrodynamic, acoustic, complex Reynolds number with a small imaginary part. But the formation of a smallimaginary Reynolds number is an inevitable process with increasing time, as is the formation of tumors. But how to dealwith them. It is necessary for the tumors to pass from a partially chaotic state to a crystalline one, forming elementaryparticles. This requires a periodic unified field with a wavelength equal to a constant period, which is formed by vacuumparticles in elementary, crystalline particles. In addition, an imaginary magnetic field is required, which has a sign oppositeto the Reynolds number. Just irradiating the tumor will not help, you need a certain wavelength and a certain sign of theimaginary magnetic