🧪 Monte Carlo Pi Simulation
This simulation demonstrates the Monte Carlo method for approximating Pi by generating random points within a square and calculating the ratio of points falling inside a circle inscribed within it. By adjusting parameters like point density, you can observe how these factors affect the accuracy of the Pi estimation.
Physics & Mechanics2DModerate60 FPS
⚙ Under the hood
This simulation demonstrates the Monte Carlo method for approximating Pi by generating random points within a square and calculating the ratio of points falling inside a circle inscribed within it. By adjusting parameters like point density, you can observe how these factors affect the accuracy of the Pi estimation.
Monte CarloPi EstimationRandom Points
2D · HTML5 Canvas 2D · 60 FPS target · runs fully client-side, no install