Atomic Structures: Electron Configuration
Spectra
Light through a prism – each different wavelength pass through the prism at a different angle
Each color is blended together, not separate – a continuous spectrum
Contains every wavelength and every frequency of light waves from red to violet
Also contains every possible amount of energy from high energy violet waves to lower energy red waves
Emission line spectrum: discontinuous; an atom, element, or molecule in an excited state returns to a lower energy state
Energy produced by the excited atom is quantized
Quantized: can have only certain values within a given range
Each element has a different line spectrum
Each atom of an element absorbs and emits the same frequencies of electromagnetic radiation.
These observations led to the Bohr model
Quantum Mechanics
Quantum: discrete quantity of energy that can either be lost or gained by an electron
Quantum Mechanics: study of motion of objects that are atomic or subatomic in size and thus demonstrate wave-particle duality
motion of particles can only be affected as they gain or lose energy in discrete amounts called quanta
wave-particle duality: electron is both a particle and a wave
electron cloud: location of electrons in quantum mechanical model of the atom
has variable densities: high density where the electron is most likely to be found and low density where the electron is least likely to be.
orbital: three-dimensional region of space that indicated where there is a high probability of finding an electron
Heisenberg Uncertainty Principle
states that it is impossible to determine simultaneously both the position and the velocity of a particle
cannot specify accurately the location of an electron — can only say that there is a probability that it exists within this uncertain volume of space
Quantum Mechanical Atomic Model
Bohr model explained hydrogen spectrum but not other atoms with more than one electron
made assumptions not from experimental conclusions
exact path of the electron was restricted to very well-defined circular orbits → later proved wrong, that electrons do not travel around the nucleus in simple circular orbits
electron treated mathematically as a wave (not a particle like in Bohr model) (electron has properties of both a wave and particle)
energy is described in terms of probability of locating the electron in a region of space outside nucleus
Quantum Numbers
describes energy level of an electron using four quantum numbers
no two electrons have same set of four quantum numbers
Pauli Exclusion Principle: states that no more than two electrons can occupy the same orbital in an atom. The two electrons must also have opposing spins
principal quantum number or principal energy level (n)
sublevel or second quantum number (l)
orbital or third quantum number (m)
electron spin (ms )
1. principal quantum number or principal energy level (n )
describes the most probable distance of the electrons from the nucleus
has whole number values — 1, 2, 3, 4, … called principal energy levels
similar to Bohr’s K, L, M, N shells
maximum number of electrons in any principal energy level n is 2n2
1 = 2e, 2 = 8e, 3 = 18e, …
2. sublevel or second quantum number (l )
Orbital Angular Momentum Quantum Number
given number you can find shape of atomic orbital
l = 0 — s
l = 1 — p
l = 2 — d
l = 3 — f
3. Orbital or magnetic quantum number (m )
orbital is region of space around a nucleus in which the probability of finding an electron is high
specifies the orientation in space of an orbital of a given energy (n) and shape (l)
there are 2l+1 orbitals in each sublevel
within a given sublevel in free atom, the energies of orbitals are equal
each sublevel has a specific number of orbitals
1 orbital in s sublevel — 0
3 orbitals in p sublevel — -1, 0, 1
5 orbitals in d sublevel — -2, -1, 0, 1, 2
7 orbitals in f sublevel — -3, -2, -1, 0, 1, 2, 3
each sublevel and its orbitals are related to the shape of the region that an electron may occupy
s is spherical
p is dumbell
d is figure eight with a donut wrapped around it
f is three dimensional clover
note: orbital does not represent the path of an electron; it represents a region in which the electron can be found 90% of the time
4. Electron spin (ms)
electron acts like it’s spinning on an axis
negatively charged object spins it creates magnetic field
counter-clockwise — north pole “up”
clockwise - north pole “down”
electrons can have the same three principal quantum numbers — MUST HAVE OPPOSITE SPINS
Electron Configuration
Electrons in the same orbital are called paired electrons
Electron orbitals having the same energy levels are called degenerate orbitals
electrons will normally occupy the lowest energy orbital available
Hund’s rule
predicts the way electrons will fill the orbitals within a given sublevel
No orbital in a sublevel may contain two electrons unless all of the orbitals in that sublevel contain at least one electron → orbitals fill one electron at a time
All unpaired electrons on a given orbital have the same spin
degenerate orbitals are filled evenly with the same spin before electrons are filled into higher energy levels.
Note: called orbital diagrams or orbital notation
What do you notice about the electron structure of elements in the same vertical column
that elements in the same family have similar electron structures leading to similar properties
ie. Lithium and sodium both alkali metal family
Transition Elements
Third principal energy level holds 18 electrons – 3s (2), 3p (6), 3d (10)
3d is higher in energy than 4s – therefore 4s is filled before filling 3d
Elements that complete inner, or lower, energy levels before completing outer, or higher, energy levels are called transitions elements
Aufbau Principle
Aufbau principle: states that an electron occupies orbitals in order from lowest energy to highest
You can use what you know about principal energy levels electron capacities to figure out the electron configuration of elements when using the information on the Periodic Table
These numbers are only for elements in ground state - you can figure out if an atom is in an excited state by comparing a given notation to the one on the periodic table
ie oxygen: 2-6 → 1s2 2s2 2p4
ie calcium: 2-8-8-2 → 1s2 2s2 2p6 3s2 3p6 4s2
What do you notice about Noble Gases?
Their outermost principal energy has their full complement of electrons
No room for electrons from other atoms to enter these levels → do not readily form chemical bonds with other elements (AKA inert gases)
Abbreviated Notation Using Noble Gases
These filled energy levels also allow noble gases to be used as shortcuts for writing electron notations of other elements
You take the element and work backward to the closest noble gas, put that symbol in brackets and then write the rest of the notation of the element leaving out anything that matches the notation of the noble gas
ie. Mg → [Ne] 3s2
ie. K → [Ar] 4s1