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analytical solution

qualitatively corroborate the analytical solutions in delineation of the “bubble” in the part where the sharp

. Numerical results illustrate quite good agreement between the approximate and exact solutions. As a result

are compared with the solutions found numerically by Popov. The potential of using Popov’s problem as a test

. The analytical solutions in elliptical functions are obtained when the conformal couplings are given

of the numerical approach. Comparisons of the developed BDIM with the analytical solutions for the homogeneous

. Sufficient conditions of the finite-time blow-up of these solutions, as well as the analytical estimates

engineering problems, a numerical method has been developed. We provide a numerical solution of the equations

that the numerical results obtained by this modified analytical method are similar to those obtained by finite

. Numerical results illustrate quite good agreement between the approximate and exact solutions. As a result

Страница 6 из 4202