some doubts in simulating coulomb explosion #221
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Hello devs: Recently, I am using epoch-4.17.13 to simulate coulomb explosion, gcc version 7.5.0 (Ubuntu 7.5.0-3ubuntu1~18.04), 15 cores. In short, the physical process I want to reproduce is about many deuterons are presented in a very small spherical area and the simulation area is a cube with a side length 30 times the radius of the spherical deuteron system (Attached my input.deck). The spherical deuteron system is of solid density and theoretically, deuterons will diffuse within tens of femtoseconds and be accelerated to 10^-16J, due to the coulomb repulsion between them. But according to my simulation results, when the simulation time is one picosecond, the average kinetic energy of the deuterons is still almost equal to the initial moment 10^-21J, and the deuteron system has almost no diffusion (Attached my results, at the initial moment and one picosecond, the I analyzed the reasons. Theoretically, the maximum electric field strength in the simulation area can reach 10^12 V/m, but when I tested results in 1 femtosecond, the maximum electric field strength of the system can only reach 10^7 V/m. |
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Your initial conditions are not charge neutral - but you start with E=0. This is inconsistent. EPOCH solves Maxwell's equations in a manner consistent with Gauss' law, but only if your initial conditions are also consistent with Gauss' law. The discussion in #158 might be useful. The particles in EPOCH only couple to the EM fields via current deposition, and that's the electric field you are observing. |
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Your initial conditions are not charge neutral - but you start with E=0. This is inconsistent.
EPOCH solves Maxwell's equations in a manner consistent with Gauss' law, but only if your initial conditions are also consistent with Gauss' law. The discussion in #158 might be useful.
The particles in EPOCH only couple to the EM fields via current deposition, and that's the electric field you are observing.