Test 1 – Chemistry – Flashcards
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Law of multiple proportions |
If two elements form more than one compound between them, then the ratios of the masses of the second element which combine with a fixed mass of the first element will be ratios of small whole numbers. Another way to say this is: A law proposed by Dalton which states that when elements combine, they do so in the ratio of small whole numbers. For example carbon and oxygen react to form CO or CO2, but not CO1.8. |
Law of Multiple Proportions |
|
proton |
p+ or p
in nucleus
positive charge
number defines atom
number above symbol on periodic table |
neutron |
n
neutral
in nucleus
purpose is to be mass in atom |
electron |
e-
orbit around the nucleus
negative charge |
neutral atom |
all stable atoms
number of protons (p/p+) is equal to number of electrons (e-)
|
atomic number |
Z
number of protons (p/p+)
number above the symbol on the periodic table |
atomic mass number |
A
weight of the atom
number of protons + the number of neutrons |
isotope |
literally: same type
same element, different mass due to different number of neutrons |
symbol |
eg: ^1H
abbreviation used to represent an atom on the periodic table
the number to the upper left of the symbol is the mass number |
ion |
atom with unequal ratio of protons (p/p+) and electrons (e-)
can be positively charged or negatively charged |
light |
has both wave properties and particles
visible light is only a small part of the spectrum
[image] [image][image] |
wavelength |
symbol: ___
the distance between 2 crests |
amplitude |
symbol: A
the maximum displacement from the mean position |
frequency |
symbol: v
the number of crests that pass a point per second
higher frequency means shorter wavelengths
purple is the highest frequency, while red is the lowest |
photons |
particles that make up a stream (wave) of light
energy of the photons is related to the frequency of the waves:
E=hv (energy (E) = Plank's Constant (h) x frequency (v); |
; ; ; energy of photons in relation to; speed |
v= c/__ (velocity = velocity of light/ wavelength) ; ; |
; ; ; velocity of light; |
in the equation v = c/___ (wavelength) ; c = 3.00 x 10^8 m/s; |
; ; ; Planck's Constant |
h
as in the equation: E = hv
h = 6.63 x 10^-34 j/s
|
Bohr Theory |
electrons (e-) have discrete energy levels
e- are in orbits and that have specific energies
this explains light absorption and emission
early theory of atomic structure
explains postion of e- in relation to the nucleus
only performed on H (hydrogen)
the farther away from the nucleus the e-, the energy level
|
Quantum Mechanical Model |
replaced Bohr's model because Bohr's only worked for a few atoms because (he used hyrogen)
-e (electrons) can be found anywhere within a shell, not just in a ring
each -e (electron) is associated with a set of 4 quantum numbers |
Principal Quantum Number |
n
labels the energy levels of hydrogenic atoms. It is the first in a set of numbers that show the unique quantum state of an electron
|
Pauli exclusion principle |
For electrons in a single atom, it states that no two electrons can have the same four quantum numbers, that is, if n, l, and ml are the same, ms must be different such that the electrons have opposite spins. |
Angular Momentum Quantum Number |
l (cursive) a quantum number for an atomic orbital which determines its orbital angular momentum |
Magnetic Quantum Number |
ml (cursive, lowercase "l")
describe the unique quantum state of an electron denotes the energy levels available within a subshell |
Spin Quantum Number |
Ms parametrizes the intrinsic angular momentum (or spin angular momentum, or simply spin) of a given particle |
n |
Bohr's orbit; |
; ; ; n + l rule; |
; ; ; ; e- (electrons) increase in energy as the sum of n+l increases; ; e- closer to the nucleus have lower energy and those farthest from the nucleus have highest; |
; ; ; Degenerate e- (electrons); |
; ; Have the same energy; |
; ; ; Shell; |
; ; ; a group of electrons in an atom all having the same; n ( principal quantum number) |
; ; ; subshell; |
; ; ; e- (electrons) of an atom with the same n + l; |
; ; ; e- in same shell; |
; ; 2 e- (electrons) having the same n, l, and ml are said to be in the same orbit; |
; ; ; Classification of Orbitals; |
; ; ; to make classification easier, orbitals are assigned letters based on the value of l (angular momentum quantum number) |
; ; ; Values of l; |
|
; ; ; Heisenberg's Uncertainty Principal |
the statement that locating a particle in a small region makes the momentum of the particle uncertain, and conversely, measuring the momentum of a particle precisely makes the position uncertain
only the probable location can be calculated |
Maximun number of e- (electrons) per orbital |
|
Orbital Diagrams |
e- orbitals are filled as per energy levels and the Pauli Exclusion Principle, the Aufbau Principle and Hund's Rule |
; ; ; Pauli Exclusion Principle; |
; ; ; no atomic orbital can contain more than 2 e- ; if e- are in the same orbital, they must have opposite spin; |
; ; ; Aufbau Principle; |
; ; e- go to the lowest energy level first, before filling another energy level; |
; ; ; Hund's Rule |
every orbital in a subshell is singly occupied with one electron before any one orbital is doubly occupied, and all electrons in singly occupied orbitals have the same spin. |