Verletintegrointia
Verletintegrointia is a numerical method used extensively in molecular dynamics simulations to approximate the trajectories of particles over time. It is a type of numerical integration technique specifically designed to solve Newton's equations of motion. The core idea behind Verlet integration is to update the position of a particle based on its current position, its previous position, and its current acceleration. This approach offers good stability and energy conservation properties, which are crucial for long-term simulations.
The basic Verlet algorithm can be expressed as: r(t + Δt) = 2r(t) - r(t - Δt) + a(t)Δt², where r(t)
Another common formulation is the position Verlet algorithm, which calculates the new position using the current