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🧪 Nanoparticle Surface-to-Volume Ratio & Melting-Point Depression Simulator

Sweep a spherical nanoparticle's radius from 1 micrometer down to 1 nanometer and watch its surface-to-volume ratio, surface-atom fraction, Gibbs-Thomson melting-point depression and catalytic surface-atom count scale together in real time.

Nanotechnology & MEMS2DModerate60 FPS📱 Mobile-adapted
nanotechnology-nanomaterial-design-simulation ↗ Open standalone

A sphere's surface-to-volume ratio is exactly 3/r — pure geometry, no approximation. For a coin-sized particle that ratio is negligible, but for a nanoparticle a few nanometers across it becomes enormous, and this simulator makes the consequence chain visible and quantitative rather than just asserted. Pick a real metal (gold, copper, aluminum or iron) and sweep its radius from a micrometer down to a single nanometer: the surface-atom fraction is computed from actual sphere-shell geometry, the melting-point depression uses the real Gibbs–Thomson relation with each metal's literature solid–liquid interfacial energy, molar volume and latent heat of fusion, and the surface atom count follows from the particle's true atomic packing. Watch all four coupled, physically grounded curves move together as the particle crosses from bulk-like behavior into the nanoscale regime where surface effects take over.

⚙ Under the hood

Sweep a spherical metal nanoparticle's radius from 1 nanometer to 1 micrometer and watch its exact surface-to-volume ratio, surface-atom fraction, Gibbs-Thomson melting-point depression and surface atom count scale together using each material's real interfacial energy, molar volume and latent heat of fusion.

nanotechnologysurface area to volumemelting point depressiongibbs-thomson effectcatalysismaterials sciencenanoparticlesurface chemistry

2D · HTML5 Canvas 2D · 60 FPS target · runs fully client-side, no install

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