Penelitian ini merupakan penelitian murni berupa kajian teori tentang solusi persamaan difusi adveksi dengan metode pemisahan variabel. Tujuan dari adalah untuk mengetahui penurunan adveksi, menemukan menggunakan variabel dan melakukan simulasi Solusi Persamaan software Matlab. Difusi Adveksi diperoleh Hukum Fick. menerapkan variabel, menentukan syarat batas, memisahkan mendapatkan umum, khusus...

We propose and analyze a new parallel paradigm that uses both the time space directions. The original approach couples Parareal algorithm with incomplete optimized Schwarz waveform relaxation (OSWR) iterations. analysis of this coupled method is presented for one-dimensional advection-reaction-diffusion equation. also prove general convergence result via energy estimates. Numerical results two-...

The different kinds of boundary conditions for standard and fractional diffusion and advection diffusion equations are analyzed. Near the interface between two phases there arises a transition region which state differs from the state of contacting media owing to the different material particle interaction conditions. Particular emphasis has been placed on the conditions of nonperfect diffusive...