Schrodinger Equation Calculator

Solve the time-independent Schrodinger equation for quantum mechanical systems

Particle Mass (kg)

Total Energy E (J)

Potential Energy V (J)

Position x (m)

Results

Kinetic Energy (E - V)

1.0000e-18 J

Wave Number k

1.2799e+10 m⁻¹

de Broglie Wavelength

4.9091e-10 m

Momentum p

1.3497e-24 kg m/s

Solution Type

Oscillatory (E > V)

About the Schrodinger Equation

The time-independent Schrodinger equation is: -ℏ²/2m d²ψ/dx² + V(x)ψ = Eψ. This fundamental equation of quantum mechanics describes how the quantum state of a physical system changes in space. The wave function ψ contains all information about the particle's quantum state.