Incoherent-Light-Simulation
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| Incoherent-Light-Simulation | fdtd | |
|---|---|---|
| 3 | 1 | |
| 155 | 430 | |
| - | - | |
| 0.0 | 6.5 | |
| over 2 years ago | 4 months ago | |
| Python | Python | |
| BSD 3-clause "New" or "Revised" License | MIT License |
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Incoherent-Light-Simulation
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Simulation of the double slit experiment with incoherent light at three different time scales. As the field is averaged over a few microseconds, wave interferences disappear! [OC]
The simulations were done with the meep finite difference scheme, programmed in C++. The interface to the simulation was programmed with Python and its source code can be found here.
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Simulation of incoherent light made solving Maxwell equations. As the field is averaged over a few microseconds, wave interferences disappear!
Thank you! The simulation interface and the plots are made with Python while the FDTD solver (MEEP) is implemented with C++ for speed. I uploaded the source code on GitHub.
I wrote this article explaining this phenomenon further and uploaded the source code here to make the simulations reproducible.
fdtd
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In a demonstration of Einstein’s E=mc2, collisions of light yielded electrons and positrons. Physicists are claiming the first direct observation of the long-sought Breit-Wheeler process, in which two particles of light, or photons, crash into one another & produce an electron & a positron.
I am trying to create a cellular automata based on electro-magnetism and see what happens if I add gravity to it. I found this repository that simulates EM and managed to add gravity to it just by adding a scalar field that averages itself over time with neighboring cells and making the gravity in a spot proportional to the difference of the G scalar field at that location relative to it's neighbors.
What are some alternatives?
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