  We consider the Navier-Stokes system solution, based at parametric
representation of desired function. This solution is unique and it show the
velocity of a stream element as its density structure [{\rho}_S
(x,y,z,t);{\rho}^\to_L (x,y,z,t)] function. The solution is smooth, defining
conditions of turbulence occurrence and supersonic shock waves in the viscous
substance. Given solution brings to light the genesis of earthquakes and
volcanic activity, of turbulence phenomenon and possible stave off natural and
anthropogenic catastrophes, connecting with this effect. Given solution allows
to evaluate the Bernoulli's law {\guillemotleft}line density{\guillemotright}
mechanism for aerodynamical airplanes checkouts and hydromechanical tests
correlation, for high-speed extension flood river compensation. In addition
given function allows to apply {\guillemotleft}isostatic
breakdown{\guillemotright} mechanism for resolution of the Gulf of Mexico and
similar problem.
