2.HT Valence Flashcards

(68 cards)

1
Q

what is the Hamiltonian for a single electron atom

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2
Q

what is the Hamiltonian for Hydrogen molecule

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3
Q

what is the Born Oppenheimer approximation

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4
Q

what is the electronic hamiltonian for single electron atom

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5
Q

what is the general Schrödinger equation for electronic motion

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6
Q

what is the general Schrödinger equation for nuclear motion

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7
Q

derive the Schrödinger equation * REMOVE DERIVATION CARDS*

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8
Q

what causes the Born-Oppenheimer approximation to break down for non-adiabatic behaviour

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9
Q

draw the potential energy curves for Li+/H- and Li/H, and annotate with covalent and ionic behaviour

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10
Q

what is the Hamiltonian for H2+

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11
Q

what is the LCAO approximation

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12
Q

derive the value of the orbital coefficients for H2+
** REMOVE DERIVATION CARDS ***

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13
Q

draw the electron density distribution for bonding H2+ MO

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14
Q

draw the electron density distribution for anti-bonding H2+ MO

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15
Q

derive the orbital energies for H2+ ** REMOVE DERIVATION CARDS **

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16
Q

what is the Coulomb integral

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17
Q

what is the Resonance integral

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18
Q

draw the potential energy curve for nuclear repulsion and electronic binding energy of bonding MO

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19
Q

draw the potential energy curve for nuclear repulsion and electronic binding energy of anti-bonding MO

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20
Q

evaluate the accuracy of the LCAO approximation

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21
Q

define a molecular orbital

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22
Q

what is Stark Splitting

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23
Q

what is the orbital approximation

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24
Q

what is the Pauli exclusion principle

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25
what is the general formula for defining Molecular Level Symbols
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26
what is the Schrödinger equation for H2 with the total wavefunction
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what is the Schrödinger equation for H2 with the spacial wavefunction
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28
what is the condition for electron positions in the spatial wavefunction
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what are the consequences of the orbital approximation
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30
*** come back to this after improving consequences of orbital approximation section in summary sheet ***
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what is the valence bond wavefunction for H2
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32
evaluate the use of the valence bond wavefunction
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write an equation for the electronic wavefunction of H2 combining MO and VB wavefunctions
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34
***
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35
what does the orbital approximation predict about the energies of different terms of the same electron configuration of a molecule
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36
why are the energies of different terms of the same electron configuration not degenerate
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what is the variation principle
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38
derive the approximate wavefunction for general n-electron molecule using the variation principle
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***
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40
what are the general rules of bonding in diatomic molecules
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41
what is the non-crossing rule
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42
draw the MO diagram for O2 and upwards
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43
what is the limit of large penetration
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44
draw the MO diagram for N2 and downwards
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what is the limit of small penetration
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46
what is the electron configuration of O2
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47
what are the different term symbols of the ground state configuration of O2
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48
what are Hund's rules
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49
compare the low lying states of C2
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50
what is the general formula for defining Molecular Term Symbols
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51
draw the MO diagram for linear AH2
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draw the Walsh diagram for bent and linear AH2
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53
what are the approximations of Huckely Theory
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54
what is the equation for charge density on atoms in a molecule
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55
what is the resonance stabilisation energy in Huckel Theory
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56
what is the equation for bond order of a MO
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57
what is the strength of hyperfine coupling to protons proportional to in ESR of radical cations
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58
what is the equation for the energy change attack of the attack of delocalised system
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59
why is attack at terminal position of delocalised systems energetically favourable
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60
draw the general MO diagrams for CnHn systems n=3,4,5,6,7,8
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61
derive the general expression for MO energy of even-membered rings
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drive the general expression for MO energy of odd-membered rings
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63
what is perturbation theory
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what is the equation for first order perturbation theory
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65
what are the two categories of ring opening
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66
draw the correlation diagram for conrotatory and disrotatory ring-opening of cyclobutadiene
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67
what are the Woodward-Hoffmann rules based on
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68
*** DERIVATIONS ***
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