Lecture 2 Flashcards

1
Q

How do you find the energies of the subshells?

A

solve the Schrodinger equation

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2
Q

How do the energies of the orbitals differ within subshells in H atom?

A

In H atom orbitals within an n level all have the same energy
so 2p=2s

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3
Q

How do the energies of the orbitals differ within subshells in many electron atoms?

A

In many electron atoms, orbitals within a shell all have different energies

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4
Q

what are the 3 quantum numbers?

A

n, l, ml

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5
Q

What does n stand for?

A

principal quantum number

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6
Q

What does l stand for?

A

angular momentum quantum number

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7
Q

What does ml stand for?

A

magnetic quantum number

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8
Q

All orbitals with the same value of n belong to the same…

A

shell
e.g. 3

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9
Q

All orbitals of a shell that have the same value of l belong to the same…

A

subshell
e.g. 2p

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10
Q

Individual orbitals are identified by their value of…

A

ml

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11
Q

Describe principal quantum number

A
  • n corresponds to the orbital energy level or
    ‘shell’.
  • Orbitals of a shell have the same energy and approximately the same radius.
  • n is an integer with values from 1 to ∞.
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12
Q

Describe angular momentum quantum number

A

-Orbitals of each shell are divided into sub-shells, labelled by l.
-l determines the shape.
- For any principle quantum number n, l = 0, 1,…, n-1

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13
Q

Describe magnetic quantum number

A
  • A subshell with quantum number l consists of 2l+1 individual orbitals.
  • ml relates to the orientations of different orbitals.
  • For a given value of l, ml takes the values l, l-1, l-2, 0,…-l.
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14
Q

How many subshells are there in the n=1 shell?

A

1

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15
Q

How many orbitals are there in a sub-shell that has l=2?

A

ml= -2, -1, 0, 1, 2
so 5 orbitals (d orbitals)

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16
Q

How are orbital names linked to quantum numbers?

A
  • Orbitals are named after their quantum numbers
  • First part of the name is the principal quantum number
  • Second part of the name is linked to the orbital shape quantum number
  • Subscripts after orbital names indicate the orbital orientation. These are the ml quantum number
    values
    e.g. l= 0 s orbital
    l= 1 p orbital etc.
17
Q

What is molecular bond theory?

A
  • In the MO approach to bonding, wavefunctions are built up to describe the regions of space that the electrons occupy in the molecule.
  • The electrons can be
    delocalized across the entire molecule rather than localized in 2-centre bonds.
  • Molecular orbitals can be constructed from atomic orbitals for simple molecules.
18
Q

Give the experimental facts of H2

A
  • Element H exists as the H2 molecule.
  • We can measure its bond length as 74 pm.
  • It has a bond dissociation energy of 458 kJmol-1.
19
Q

Give the chemistry of H2

A
  • Colourless, odorless
  • Highly combustible
20
Q

Describe constructive interference

A
  • arises when 2 waves are in the same phase when they combine
  • results in a wave with greater amplitude than starting waves
    (wavefunction has greater amp and wavefunction^2 also has greater amp so probability and electron density increases)
21
Q

Describe destructive interference

A
  • arises when 2 waves with different phases combine
  • results in a wave with lower amplitude