Chapter 3 (Test 2) Flashcards
When an electron moves away from a nucleus, is energy absorbed or emitted by the atom?
Absorbed - need energy to separate positive and negative charges
When an electron moves closer to a nucleus, is energy absorbed or emitted by the atom?
Emitted - lower potential energy as it gets closer (energy has to go somewhere)
Energy Level Diagram
depicts the allowed energy states for an electron
Ground state
lowest (MOST STABLE) energy state for an atom (n=1 for H)
Excited state
electrons move to higher energy states when an atom absorbs a photon of sufficient energy
Absorbed and Emitted photon energy equations
△E = +E (photon) △E = -E (photon)
The potential energy of an electron in a specific energy level can be calculated with:
E = -2.178 x 10^-18(1/n^2)
HYDROGEN ONLY
H Atom Change in Energy between energy levels Equation
△E = E (final) - E (initial)
how to calculate the electron energy when it moves energy levels for HYDROGEN
△E = -2.18x10^-18J(1/n(f)^2 - 1/n(i)^2)
Change in energy vs energy of photon
△E(atom) = E(absorbed) = hv(absorbed)
△E(atom) = -E(emitted) = -hv(emitted)
Delocalized
the position of an electron cannot be precisely defined (because a particle occupies a particular location, but a wave has no exact position)
Heisenberg’s uncertainty principle
showed that the more precisely we know the momentum (mass x velocity) of a particle is known, the less precisely its position is known
- thus, the uncertainty of the calculated position of an electron within an atom is greater than the diameter of the atom
How is an orbital’s energy related to it’s distance from the nucleus?
the farther away, the higher the energy (inversely proportional)
The 2p orbitals
2Px, 2Py, 2Pz orbitals (infinity signs) combine to make the P subshell (n=2 and above)
3d orbitals
3Dxy, 3Dxz, 3Dyz, 3D(x^2-y^2), 3Dz^2 orbitals (flowers) combined to make the D subshell (n = 3 and above)