Local differential failure in integral conservation in gas dynamics. Monograph

The monograph is dedicated to the analysis of the equivalent of liquid and gas derived by Euler. From the perspective of mathematicians of the 18th century, Leibniz’s environment is taken into account by the limb of differentials of the deformation time of the control figure. The arising members of a high order of smallness can be used in the calculation of generation of pressure and sound fluctuations. It is noted that differential preservation or inconsistency differs from the integral presence next to the differential volume of a large number of other adjacent differential volumes with which the exchange of substance is possible in case of periodic pressure waves. Integral conservation is performed. The same waves create, according to the course of L.D. Landau and E.M. Lifshitsa, convective members of the equation of movement.
focused on specialists in the field of hydrogasodynamics and acoustics