Simulation of Nanotechnology

Research of nanoscale phenomena, molecular machines, and quantum effects

Control

Value: 300 K
Value: 0.5
Value: 10 nm

Data in real time

Temperature: 0 K
Quantum effect: 0
Particle size: 0 nm
Quantum energy: 0 eV
Tunnel flow: 0 nA
Surface tension: 0 N/m
Quantum conductivity: 0 Gâ‚€
System state: Classic

Explanation of phenomena

Quantum tunneling

Probability of passing through a potential barrier:

T ≈ e^(-2d√(2m(V-E))/ħ)

where d - barrier width, V - barrier height, E - particle energy

Quantum conductivity

Quantum conductor conductivity:

G = (2e²/h)∑Tᵢ

G₀ = 2e²/h ≈ 77.5 µS - conductance quantum

Kazimirov effect

Force between parallel plates:

F = π²ħc/(240d⁴)

d - distance between plates, ħ - Planck constant

Surface tension

Surface energy of nanoparticles:

E = 4πr²γ

r - particle radius, γ - surface tension coefficient

Common questions

What is quantum tunneling?

Quantum tunneling is the phenomenon of a particle passing through a potential barrier even if its energy is lower than the barrier's height.

How do molecular machines work?

MOLECULAR MACHINES - are nanoscale devices that can perform mechanical work using chemical energy or external stimuli.

What is the Casimir effect?

Casimir effect - this is the attraction between two uncharged metal plates in a vacuum due to quantum fluctuations of the vacuum.

Why is nanoparticle size important?

When缩小至纳米级别,会出现量子效应,改变物质的物理、化学和生物学性质。