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Molecular Dynamics • Inter-Particle Forces • Potential Energy
This simulation models interacting particles by
Lennard-Jones potential.
The LJ force captures both the short-range repulsion
and longer-range attraction, producing realistic molecular clustering and stability.
The plots generated depict the impact of particle positioning, the total energy and maximum displacement of Monte Carlo moves.
Repulsive & attractive inter-particle interaction.
Numerical updates of positions & total energy.
Supports an arbitrary number of simulated bodies (N).
System relaxes toward low-energy equilibrium states.
Representative simulation frame.
Characteristic LJ curve showing equilibrium distance at the minimum.
Program neatly presents results of displacement into a an Output File.
How particles move and cluster under attractive & repulsive forces.
For every particle pair, the Lennard-Jones formula determines repulsion or attraction based on separation distance.
Updates particle velocities and positions at each timestep.
The system evolves toward lower-energy states, producing stable particle spacing and emergent structures.