Hydrogenic Atoms
Many electron Atoms
Valence bond theory
Molecular orbital theory
Advanced MO concepts
100

A hydrogenic atom contains this number of electrons.

one electron

100

This approximation treats each electron as occupying its own orbital.

orbital approximation

100

Valence bond theory treats electrons as this within bonds.

localized between atoms

100

Molecular orbitals are commonly formed through this method.

LCAO (linear combination of AO)

100

In homonuclear diatomics, orbitals formed from identical atoms have this property.

symmetry

200

These two components arise when separating the hydrogenic Schrödinger equation.

radial and angular components

200

This effect causes orbitals in many-electron atoms to no longer be degenerate.

shielding 

200

This type of overlap forms a sigma bond.

head-on overlap

200

Electrons in molecular orbital theory are treated as this over the molecule.

delocalized

200

In heteronuclear diatomics, electrons are shared this way.

unequally

300

This quantum number primarily determines the energy of hydrogenic orbitals.

principal quantum number n

300

Electrons possess this intrinsic property responsible for magnetic behavior.

a spin

300

This bond forms from side-by-side overlap of orbitals.

a pi bond

300

Constructive overlap produces this type of molecular orbital.

bonding MO

300

The more electronegative atom contributes more strongly to this orbital type.

bonding MO

400

As distance from the nucleus increases, radial wavefunctions generally behave in this way.

exponential decay toward zero

400

No more than this number of electrons may occupy one orbital

2

400

This concept mixes atomic orbitals to explain bonding geometry

hybridization

400

Destructive overlap produces this type of molecular orbital.

antibonding MO

400

This principle states that the best approximate wavefunction gives the lowest possible energy.

variational principle

500

Orbitals with higher angular momentum penetrate the nucleus region this effectively.

less effectively

500

Electrons occupying degenerate orbitals prefer this spin arrangement first.

parallel spins

500

This principle explains why resonance structures together stabilize a molecule.

resonance stabilization/delocalization

500

This quantity predicts bond strength using bonding and antibonding electrons.

bond order

500

He₂ is unstable because these orbitals are equally occupied.

bonding and antibonding orbitals