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Dalton Model
atom is a solid sphere
Thompson model
atom has electrons
Rutherford model
model with nucleus
Bohr model
each energy level is a ring
Maximum capacity for an energy level
2n²
Excited state
electron is in a higher energy level than normal
ground state
electrons are in the lowest available energy levels
line spectrum
individual lines of color seen for an element when electrons return from excited to ground state; unique to each element
relative mass of protons
1 amu
relative mass of neutrons
1amu
relative mass of electrons
1/2000 amu
z
Atomic number - number of protons in the nucleus of an atom
A
mass number - total number of protons and neutrons in the nucleus of an atom
ion
an atom with an imbalance of protons and electrons
isotope
the same type of atom with a different mass number
relative abundance
weight put into each stable isotope of an element
electromagnetic wave/particle duality
the idea that light is both a wave and a particle (photon with no mass)
Crest
the peak of an electromagnetic wave
Trough
the bottommost point of an electromagnetic wave
amplitude
the height of an electromagnetic wave
wavelength
the distance between 2 adjacent crests or troughs in an electromagnetic wave (λ)
frequency
number of crests that travel in one second (ν)
speed of light
c = 3 × 10⁸ m/s
Planck’s constant
h = 6.63⁻³⁴ Js
How to find speed of light
c = λν
how to find energy in an electromagnetic wave
E = hν
Electromagnetic spectrum
Radio waves
Microwaves
Infrared light
Visible light
Ultraviolet light
X-rays
Gamma rays
wavelength decreases, freq. and energy increases
Quantum model
current model of the atom that states that an electron can be in multiple locations at the same time. Energy levels are not dependant on location
Heisenberg Uncertainty Principle
it is impossible to know both the location and velocity of an electron at the same time. An electron has wave/particle duality
Quantum numbers
n, l, m, s
n (quantum number)
principle energy level
l (quantum number)
azimuthal sublevels s, p, d, f determined by n - 1
m (quantum number)
magnetic orbitals (all integers with a distance of l from 0
s (quantum number)
spin of an electron (either +1/2 or -1/2)
orbital
can hold 2 electrons (s - 1 orbital, p - 3 orbitals, d - 5 orbitals, f - 7 orbitals)
Electron configuration
arrangement of electrons in an atom/ion
orbital diagram
shows how electrons are arranged in orbitals
coefficients of electron configurations
energy levels (max 7)
aufbau principle
electrons must be placed in lowest available energy firstd
pauli exclusion principle
paired electrons in an orbital must have opposite spinhu
hund’s rule
electrons have to have parallel spins before pairing up
core electrons
interior electronsva
valance electrons
outermost electrons (have highest coefficients)