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Law of constant composition
A given compound relative numbers and kinds of atoms are constant
Law of conservation of mass
The total mass after a chemical reaction is the same as the total mass before
The Law of multiple proportions
whenever two elements form more than one compound, the different masses of one element that combine with the same mass of the other element are in the ratio of small whole numbers
Isobars
same number of nucleons (protons and neutrons) but different number of protons
Isotopes
Atoms of the same element that have the same atomic number, identical properties but different masses & physical properties
Radioactive decay
unstable nucleus transformed into a more stable one
Nuclear transmutation
nuclei change as a result of bombardment by neutrons, electrons or protons
Nuclear fission
heavy nucleus splits into two lighter ones
Nuclear fusion
two light nuclei fuse into a heavy one
Alpha radiation
emission of alpha particles, only for heavy nuclei, shielding required paper
Beta radiation
emission of an electron, mass number constant --> atomic number +1 as neutron transformed into proton, shielding required foil
Gamma radiation
very low wavelength = high energy, shielding required massive walls of lead
Use of radioactivity
Radiometric dating, medicine, maintenance-free sources of energy, sterilization, chemistry
Wavelength
The distance between two wave crests or troughs
Frequency
the number of waves that pass a point per second
Amplitude
intensity of radiation
Quantization of energy (Planck)
E = hν = hc/λ , assuming energy does not continuously increase
Photoelectric effect
The emission of electrons from a metal when light shines on the metal
Bohr's Model
(1) only orbits with certain radii/energies are allowed
(2) an electron in an allowed orbit does not emit energy
(3) energy is emitted or absorbed (E = hν) when the electron changes orbit
Negative of Bohr's Model
only works for 1 electron atoms, electron should loose energy and fall into nucleus, violates Heisenbergs uncertainity.
Heisenberg uncertainty principle
the position of an electron cannot be determined exactly; only a probability density can be given.
Schrödinger equation
An equation that describes electron as a standing wave; its solution is the wave function ψ.
Wave function ψ
solution of the Schrödinger equation
ψ²
probability or electron density
Radial probability function
4πr²·ψ²
Orbital
region described by ψ
principle quantum number
n = shell/orbital
Angular momentum quantum number
l = subshell
Magnetic quantum number
mL = orientation of the orbitals , characterises the energy in an external magnetic field (Zeeman effect).
Spin quantum number
mS = spin , electrons in one orbital must have different spins
S-Orbital
spherical, 0 node
P-Orbital
dumbbell shaped, 1 node
D-Orbital
clover shaped, 2 nodes
F-Orbital
complex geometry, 3nodes
Pauli principle
each electron is uniquely characterised by n, l, mₗ, mₛ
Degenerate
atoms of identical energy