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MCAT Tutorial: Basics of Quantum Chemistry

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\({\bf{Atomic~Structure:}}\) atoms: composed of protons + neutrons + electrons protons: in the nucleus, +1 charge, 1 amu neutrons: in the nucleus,0 charge, 1 amu electrons: far away from nucleus, -1 charge, ~ 0 amu [mass is considered negligible for practical purposes] \({\bf{Atomic~Properties:}}\) - mass number: # protons + # of neutrons - isotopes: atoms of the same element (same # of protons) w/ diff. # neutrons, named by saying the name of the element, then a dash, then the mass #, ex. carbon-14 - average atomic mass: weighted average of the mass of isotopes and their relative abundance \({\bf{Atomic~Models:}}\) - note: will most likely not have to worry about the plum pudding model b/c it's crap and nobody uses it - Bohr model: planetary model where nucleus is made of protons + neutrons, w/ electrons "orbiting" the outside at fixed energy levels - Schrodinger/Electron cloud model: the more accurate model, electrons are in clouds of high probability density for finding an electron \({\bf{Emission~and~Absorption:}}\) - E = hv (quantized energy, v = frequency, h = planck's constant) - E = R_h (1/nf^2 - ni^2) where R_h = Rydberg constant, describes energy emitted/absorbed during electron transition - general energy equation E = hc/lambda where h = planck's, c = speed of light, lambda = wavelength - emission spectrum: bands that represent radiation given off when e- transitions from high to low energy - absorption spectrum: low to high energy - transitions to n = 1: Lyman - transitions to n = 2: Balmer - transitions to n = 3: Paschen

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\({\bf{Quantum~Numbers:}}\) n: principal, represents energy level, takes integer values from 1 to infinity l: azimuthal/angular, represents orbital shape, takes integer values from 0 to (n-1) > 0,1,2,3 --> s, p, d, f, respectively, probably won't have to worry about g+ orbitals ml: magnetic, represents orbital orientation, takes integer values from -l to +l [that's a lower case l not a 1] ms: spin, represents its behavior in a magnetic field (it's kind of complicated), takes either +1/2 or -1/2 as its values

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\({\bf{Orbital~Diagrams:}}\) - Aufbau's Principle: electrons fill lowest energy level before moving to higher energy levels [a lot of exceptions to this rule, primarily to fill unoccupied orbitals] - Hund's Rule: electrons will preferentially remain unpaired (think of it like a bus where people will space themselves out and fill up seats individually before pairing up) - Pauli Exclusion Principle: each electron has its own set of 4 quantum numbers - order of orbitals: either memorize this pattern or use the ptable [have to know which elements correspond to which blocks/energy levels]

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|dw:1525725929874:dw| as noted there are several exceptions to the aufbau principle to fill up d orbitals

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Some misc. definitions: - diamagnetic: all electrons are paired [will be able to see this from the orbital diagram], repulsion from mag field - paramagnetic: some electrons unpaired, attracted to mag field - effective nuclear charge: relative attraction of the electrons to the nucleus, depends on proton # and shielding effects - valence electrons: electrons with the highest energy level/furthest apart from the atom, involved in bonding - noble gas configuration: take the nearest noble gas "below" the atom in question, write that noble gas in brackets, then write the remaining electron configuration as normal

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Anyway, that's the end of my tutorial, I hope it was a helpful resource. Source material is the 2nd Edition Barron's Prep book for the new MCAT

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