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Orbitals

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1, 2, and 3 correspond to the major energy levels (main shells) ... pz. dxy. dxz. Which type of orbital can't exist? 1px. 2px. 2s. 3dxy. 10 ... – PowerPoint PPT presentation

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Title: Orbitals


1
Orbitals
  • Each wave function describes a shape Orbital
  • Where an electron can be found/exist
  • Organized into main shells and subshells
  • Number of orbitals is different for each subshell
    type
  • s 1 orbital
  • p 3 orbitals
  • d 5 orbitals
  • f 7 orbitals

Size and Energy (n1, 2, 3, )
Shape (s, p, d, f, )
2
Allowed Orbitals
  • The probability density can only take certain
    shapes at each n energy level, or main shell

3
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4
ENERGY
4f ___ ___ ___ ___ ___ ___
___ 4d ___ ___ ___ ___ ___ 4p
___ ___ ___ 4s ___
4
  • 1, 2, and 3 correspond to the major energy levels
    (main shells)
  • At the same main shell level, a p orbital will be
    at a higher energy than an s orbital

5
What type of orbital is this?
  1. s
  2. pz
  3. dxy
  4. dxz

6
Which type of orbital cant exist?
  1. 1px
  2. 2px
  3. 2s
  4. 3dxy

7
NODES- Where electrons dont go
Spherical Nodes
8
Hydrogen
9
You too can play with hydrogen
http//homepages.ius.edu/kforinas/physlets/quantum
/hydrogen.html
10
Quantum Rules
  • There are four different quantum numbers n, l,
    ml, and ms
  • n, l, and ml are integers
  • n cannot be zero
  • l can be 0 to n-1
  • ml can be anything from l to l
  • ms can be ½ or -½

11
Quantum Numbers and Orbitals
nshell, energy level
lsubshell, shape
mlone for each orbital N, l
12
Nodes, Revisited
  • of planar nodes l
  • of spherical nodes n l 1
  • Total nodes n 1
  • Example 3d orbital

13
What orbital has these quantum numbers?n 3, l
2, ml -1
  1. 4p
  2. 3d
  3. 3p
  4. 1d
  5. 2f

14
What are the quantum numbers for the 5dxy orbital?
  1. n 5, l 2, ml 0
  2. n 5, l -2, ml 3
  3. n 4, l 2, ml 2
  4. n 5, l 3, ml 0
  5. n 5, l 2, ml -5

15
Which is not a valid set of quantum numbers?
  1. n 4, l 1, ml -1
  2. n 1, l 0, ml 0
  3. n 6, l 5, ml -5
  4. n 2, l 2, ml 1
  5. n 3, l 2, ml 2

16
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17
Rules for filling orbitals
  • Pauli Exclusion Principle
  • No two electrons can have the same 4 quantum
    numbers
  • An orbital has a maximum of 2 electrons of
    opposite spin
  • Aufbau/Build-up Principle
  • Lower energy levels fill before higher energy
    levels
  • Hunds Rule
  • Electrons only pair after all orbitals at an
    energy level have 1 electron
  • Madelungs Rule
  • Orbitals fill in the order of the value of n l

18
Orbital Filling Order
19
ENERGY
4f ___ ___ ___ ___ ___ ___
___ 4d ___ ___ ___ ___ ___ 4p
___ ___ ___ 4s ___
4
  • 1, 2, and 3 correspond to the major energy levels
    (main shells)
  • At the same main shell level, a p orbital will be
    at a higher energy than an s orbital
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