MCP For Claude Marketplace
Quantum Mechanics Energy Levels

Quantum Mechanics Energy Levels MCP Connector for Claude

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Calculate energy eigenvalues, wavefunctions, and probability densities for fundamental quantum models.

4 tools Official Updated Oct 1, 2026 Official Vinkius Partner
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This MCP server provides computational tools for solving the time-independent Schrödinger equation for key quantum mechanical systems. It allows AI agents to determine energy eigenvalues, wavefunctions, and probability distributions for the Infinite Square Well, the Quantum Harmonic Oscillator, and the Hydrogen Atom. Use calculate_particle_in_box for 1D potential wells, calculate_harmonic_oscillator for restorative force models, and calculate_hydrogen_atom for atomic orbital properties. You can also use get_quantum_state_summary to receive qualitative descriptions of specific quantum states.

quantumschrodingerphysics-enginewavefunctioneigenvalues

4 tools expose this connector's capabilities to your AI agent.

calculate_harmonic_oscillator

Calculates energy and spatial properties for a quantum harmonic oscillator

calculate_hydrogen_atom

Calculates energy and orbital properties for a hydrogen-like atom

calculate_particle_in_box

Calculates the properties of a particle trapped in a 1D infinite potential well

get_quantum_state_summary

Provides a qualitative description of the particle's state based on its quantum numbers

See how to talk to your AI agent using Quantum Mechanics Energy Levels.

What is the energy of a particle in a box with width 1.0 and quantum number 1?

The energy eigenvalue for a particle in a box with width 1.0 and n=1 is approximately 5.67e-18 Joules.

Calculate the energy for a harmonic oscillator with frequency 100 and quantum number 0.

The energy for the ground state (n=0) of a harmonic oscillator with frequency 100 is 50.0.

What is the radial probability density for a hydrogen atom with n=2, l=1, ml=0 at r=0.5?

The radial probability density at r=0.5 for the specified hydrogen atom state is 0.125.

The server supports the Infinite Square Well (Particle in a Box), the Quantum Harmonic Oscillator, and the Hydrogen Atom.

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