Many Electron Atoms Flashcards

(35 cards)

1
Q

What is the many body problem

A

Where we must consider simultaneously the effect of the nucleus and each of the other electrons

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2
Q

Spectroscopic Notation

A

Use letters to stand for different l (angular momentum) values

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3
Q

Spectroscopic Designation

A

0 - s
1 - p
2 - d
3 - f
4 - g
5 - h
6 - i

(must get it starts from 0 to increase flashcard rating)

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4
Q

Pauli Exclusion Principle

A

No two electrons in a single atom can have the same set of quantum numbers

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5
Q

What governs the binding of electrons to an atom

A

Attraction of atomic nucleus - an electromagnetic interaction

Depends on distance and charge

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6
Q

Electron configuration of alkali elements and importance

A

Single s electron outside an inert gas core

Very reactive elements as they can easily give up the s electron to another element to form a chemical bond

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7
Q

Electron Screening

A

To an outer electron - charge of the nucleus can be screened or shielded by the electrons in the inner shells

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8
Q

What does the quantum number n determine

A

The atomic shell

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9
Q

Quantum number designation

A

1 - K
2 - L
3 - M
4 - N
5 - 0

Kante Likes Meeting New Openings

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10
Q

What are subshells

A

Levels with a certain value of n and l

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11
Q

Rules for filling the electronic subshell

A

The capacity of each subshell is 2(2l+1) - P.E.P

Electrons occupy the lowest energy states available

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12
Q

How to indicate the electron configuration of each element with an example

A

Use a notation in which the identity of the subshell and the number of electrons in it are listed

Hydrogen has a configuration of 1s^1 and Helium has a configuration of 1s^2

N*L^2s+1

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13
Q

Principles of Elements

A

Filled subshells are normally very stable configurations

Filled subshells do not normally contribute to the chemical or physical properties of an atom - only electrons in unfulfilled subshells need to be considered

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14
Q

Atomic Trends

A

Atomic Radii - P subshells have a smaller atomic radius - due to an increase in atomic nuclear charge while shape of the orbit remains the same - nucleus pulls in electrons to smaller orbits

Ionization Energy - inert gases have entirely filled subshell and have larger ionization energies than neighbouring elements because of the extra energy needed to break open a filled subshell

Electrical Resistivity - Good electrical conductors require delocalised electrons

Magnetic Susceptibility - Magnetic properties of the Lanthanides are even stronger than the transition metals due to larger angular momentum of f subshell

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15
Q

Binding energies of the outer electrons in a typical atom

A

Only of the order of several eV and so it
takes relatively little energy to move an outer electron.

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16
Q

What happens when we excite one of the outer electrons in an atom to a higher energy level

A

Resulting vacancy can be filled by electrons dropping into the empty state

17
Q

Selection Rules

A

Δl = ±1
Δml = 0, ±1
Δmj = 0, ±1

18
Q

Optical Transitions and Zeeman Splitting

A

Optical spectra arise from transitions of valence electrons.

Optical photon energies are approx. several eV.

Inner electrons are left undisturbed by optical transitions.

19
Q

When are charactersistic X rays emitted

A

In transitions between the more tightly bound inner electron levels of an atom

20
Q

What is the energy of the X-ray photon emitted equal to?

A

The energy difference between the initial and final atomic levels of the electron that makes the transition

21
Q

What are Characteristic X rays known by

A

The vacancy that they fill, not by the shell from which they originate

22
Q

What does characteristics of X ray spectra depend on

A

The binding energies of the electrons in the inner shells

With increasing atomic number Z, these binding energies simply increase uniformly

23
Q

Moseley’s Law

A

ΔE = (10.2eV )(Z −1)^2

For X-Rays

Dependence of X-Ray energies on Z

24
Q

Equation for Total Orbital Angular Momentum

A

Vector sum of the orbital angular momenta

Have to obey the rules of quantum mechanics

25
Maximum value of the total orbital angular momentum is?
L1 + L2 + ...
26
Minimum value of total angular momentum is?
|l1 – l2 - ...|
27
What is the allowed values of L range from the max. to min. values in integer steps?
L = Lmin, Lmin + 1, Lmin + 2, …., Lmax
28
What is the z component of L?
The sum of the z components of the individual vectors Lz = Lz1 + Lz2
29
For two electrons, each of which has s=1/2 - what is the total spin quantum number
S can be 0 or 1
30
Hund's Rules?
Gives S and L to characterise ground state configuration 1. For a given electron configuration, the term with maximum spin S has the lowest energy. S = M(S, max) 2. For a given electron configuration, the term with the largest value of total orbital angular momentum L (consistent with the PEP) has the lowest energy. L = M(L, max)
31
What is a singlet state
A state with S = 0, single Ms value
32
What is a triplet state
A state with S =1, three Ms values
33
How are X Rays Made
Bremsstrahlung (Braking Radiation) High speed electrons are decelerated as they pass near the nuclei of a metal target - change in KE is released as X Ray photons - produces a continuous spectrum of X-ray energies Characteristic X Ray Energies An incoming high energy electron knocks out an inner shell electron of a target atom - sharp peaks at specific energies and element specific
34
What is the electrons in each subshell
The capacity of each subshell is 2(2l+1) - P.E.P
35
How many orbitals in each subshell?
2L+1 - P.E.P