Transcript - Chemistry

Chapter 5
Electrons in Atoms
Dalton’s Model (1803)
 Atom
are tiny
indestructible objects
(like marbles).
 Every element had a
unique “marble”.
 Atoms could combine in
fixed ratios.
Thomson’s Model (1897)
 Atom
has positive
and negative parts.
 Most of atom is
positive with negative
particles spread out.
 Called a “plum
pudding” model.
Rutherford’s Model
Rutherford’s Model (1911)
• Discovered
Discoveredthe
thenucleus
nucleus
• Small
dense and positive
Very small
and around in Electron cloud
• Electrons
moved
positively charged
 Most of the atom
is empty space
with electrons
moving around
Bohr’s Model (1913)
 Electrons
are in “rings” or energy
levels.
 Energy separates one level from
another.
 Electrons can never be found in
between two levels.
 A quantum
is the amount of energy
needed to move from one energy
level to the next.
 Like a ladder, every step up
requires more energy.
 Unlike a ladder the “steps” of
energy levels are uneven.
The Modern Model
(the Quantum Mechanical Model)
 More
details about energy levels.
 All orbits are not sphere-shaped.
 It can only tell us the
probability of finding an electron a
certain distance from the nucleus.
S orbitals
 There
is one s orbital in every energy
level
 Sphere shaped
 Each
s orbital can hold 2 electrons
 Called the 1s, 2s, 3s, etc.. orbitals.
p orbitals
 Start
at the second energy level
 Peanut-shaped
 3 different directions
 Each orbital can hold 2 electrons
d orbitals
Daisy shaped (except the 5th picture)
 5 d orbitals can hold 10 electrons
 Each d orbital can hold 2 electrons
f orbitals
 Start
at the fourth energy level
 “Funny” shaped
 Seven orbitals (7 total= up to14
electrons)
Electron Configurations
 Tells
the way electrons are arranged in
atoms.
 Gives more details than Bohr
 Electrons must fill in this order
 1s22s22p63s23p64s23d104p65s24d105p6…
Electron Configurations
 Lowest
 The
energy fill first.
energy levels overlap
(ex: …4s23d104p6…)
 Electrons
must fill the spaces in order
and cannot leave any empty spaces
before moving on.
This is called the Aufbau Principle
Orbital Notation
 Start
3d10
4s2
3p6
3s2
2p6
2s2
1s2
with
electron
configuration
and add one box
for every orbital.
 Show electrons
by putting arrows
in the boxes.
(Pointing
opposite ways.)
 Notice
Orbital Notation
in the last box the electrons
spread out before doubling up.
This is Hund’s Rule
3d10
4s2
3p6
3s2
2p6
2s2
1s2
 Notice
Orbital Notation
that only the boxes of the last
part (4d4) can have empty spaces.
 They have to be filled in order according
to the Aufbau Principle
1s2 2s2 2p6 3s2 3p6 4s2 3d10 4p6 5s2 4d4

Pauli Exclusion Principle
The 2 arrows have to point opposite ways.
 Two
electrons in the same orbital (box)
must be spinning in opposite directions
according to Pauli
1s2 2s2 2p6 3s2 3p6 4s2 3d10 4p6 5s2 4d4