1. The Great Quantum Chemistry Dictionary >
  2. H

H


Hartree Fock

David Mazziotti

The Hartree-Fock method is an approximation to the many-electron Schrödinger equation in which the many-electron wave function is an antisymmetrized product of orbitals. Minimizing the energy with respect to this wave function yields an energetically optimal set of orbitals known as the Hartree-Fock molecular orbitals. Because of the wave function’s orbital-product form, the many-electron Hamiltonian can be represented by an effective one-electron Hamiltonian in which the two-electron Coulomb repulsion terms are replaced with a mean-field repulsion in which a single electron experiences the average repulsion of the remaining electrons.

Learn More →

Heat Capacity

Sidney Starr

Heat capacity is a measure of the amount of heat it takes to change the temperature of a substance by one degree Celcius. Because materials have different heat capacities, different substances respond to heat in various ways. For instance, if a piece of copper is held over a fire, its temperature will rise very quickly. However, it will typically take water a few minutes over a fire before it becomes hot. This is because water has a much higher heat capacity than copper, so more energy is needed to raise its temperature by the same amount.

Learn More →
  • Home
  • A
    • Atomic Populations
  • C
    • Continuum Solvent Model
    • Coupled Cluster Theory
  • D
    • Density Functional Theory
  • E
    • Effective Core Potential
    • Electron Density
    • Entropy
    • Exchange-Correlation Functional
  • F
    • Free Energy
    • Full Configuration Interaction
  • G
    • Geometry Optimization
    • Guassian Basis
  • H
    • Hartree Fock
    • Heat Capacity
  • M
    • Møller-Plesset Perturbation Theory
  • N
    • Natural Orbitals
    • Normal Vibration Modes
  • O
    • Optical Spectrum
  • P
    • Potential Energy Surface
  • R
    • Reduced Density Matrices
  • T
    • Time Dependent Density Functional Theory
    • Transition Dipole Moment
  • V
    • Variational 2RDM
  • Z
    • Zero Point Energy

  •  
  •  

Built with by Hugo