Quantum numbers and configuration

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50 Terms

1
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How is properly accounting for the electrons accomplished? 

Quantum numbers

2
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What are atomic orbitals specified by? 

3 quantum numbers

3
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What are these quantum numbers a part of? 

the solution to the Schrodinger equation

4
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What are the 3 things quantum numbers are related to? 

size, shape, and orientation

5
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What shape does l=0 take

sphere

6
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What symbol is the principal quantum number? 

n

7
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What number is the form can n take? 

positive integer 1,2,3..

8
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What does n indicate/describe? 

relative size of the orbital (relative distance from the nucleus)

9
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What does n property specify? 

energy level of the H atom

10
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What is the ground state of an H atom? 

lowest energy level n=1

11
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What do all other n when of H atom regions represent? 

higher energy levels

12
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What symbol is angular momentum QN? 

l

13
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What can integer values of l range from? 

0 to n-1

14
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What limits the maximum value of l

the principal QN

15
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For n=1, what can l be? 

0

16
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For n=2, what can l be? 

0,1

17
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What does l describe

shape of orbital (s,p,d,f)

18
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What symbol is the magnetic quantum number

ml

19
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What integer values can m of l range from? 

-l to 0 to +l

20
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What does m of l describe? 

the 3-d orientation of orbital in the space around the nucleus

21
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What is the equation to figure out the number of allowable ml  values? What does it give?

2l+1, it gives the total number of orbitals for a given l (ex. l=3 (2(3)+7= 7 total orbitals for l=3)

22
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What are levels (shells) given by? 

n

23
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What are levels divided into? Given by? 

sublevels (subshells), l

24
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When l=0, subshell is? 

s

25
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When l=1, subshell is? 

p

26
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When l=2, subshell is? 

d

27
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When l=3, subshell is? 

f

28
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What does ml provide? 

orientation

29
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What does each combination of n, l, ml , specify

size, shape and spatial orientation of 1 of an atom’s orbital’s

30
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Find n and l for any orbital in the 2s sub-level

n=2 l=0

31
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Find n, l, and ml  for any orbital in the 3p sub-level

n=3 l=1 ml=-1,0,1

32
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True or False: Schrödinger equation provides solutions for atoms containing more than one electron

false

33
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What does Schrödinger equation provide for? 

excellent approximations for these systems

34
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What 3 things do many electron systems require

a 4th QN, a limit on the number of the electrons in an orbital, and splitting of energy levels into sublevels

35
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What does n specify

size

36
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What does l specify

shape

37
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What does ml  specify

spacial orientation

38
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What does the 4th QN describe? What kind of property is it? 

ms, electron spin, electron property

39
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What are the 2 possible values of ms 

+1/2 or -1/2

40
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Grab a piece of paper and draw the QN summary table. 

41
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Define the Pauli Exclusion Principle. What does it limit? 

no two electrons in the same atom can posses the same four quantum numbers, limits orbital occupancy at two electrons

42
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What does the Pauli Exclusion Principle place a limit on? 

orbital occupancy at two electrons

43
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How does the first electron in He (2-electron atom) have the same quantum #'s as the lone H electron? What difference allows ms ? 

They have the same quantum numbers until the 4th where they have a different spin value

44
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What are energy levels split into

sublevels of differing energy

45
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Describe the relationship l and sub-level line energy

the lower the value of l for a sublevel, the lower the energy

46
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What is the sub-level energy ordering

s<p<d<f<

47
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What does ground state configuration represent? 

lowest energy

48
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Grab a piece of paper and write the table of 3 rules that apply to orbital box diagrams

49
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Practice drawing the diaganol rule diagram (orbital filling order). 

50
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what shape does l=1 take

p, dumbell