Title: Arrangement of Electrons in Atoms
1Arrangement of Electrons in Atoms
2Development of a New Atomic Model
3Light as a wave.
4Electromagnetic Radiation
- A form of energy
- Exhibits wavelike characteristics
- No medium is required
5Electromagnetic Radiation
- All Electromagnetic Radiation travels at the same
rate - 3.00 x 108 m/s
6Electromagnetic Radiation
7Electromagnetic Radiation
- Wavelength
- Frequency
- Amplitude
- Crest
- Trough
8Wavelength and Frequency
- c ??
- c speed of light
- ? wavelength
- ? frequency
9Light as a particle.
10Problems with classical physics.
- Blackbody radiation.
- The photoelectric effect.
- Stability of the atom.
11Blackbody radiation.
- Heating a piece of metal changes the color from
red, to orange, to white. - Classical physics should see all colors
(energies) - Could not explain why only certain colors showed
up.
12Photoelectric Effect
- Yellow light shone on certain metals
- Nothing happens
- Really bright yellow light (more energy)
- Nothing happens
13Photoelectric Effect
- Blue light shone on certain metals
- Electrons given off
- Really bright blue light
- More electrons given off but same speed
14Stability of the atom.
- Why isnt the electron attracted to the nucleus?
- If the electron is circling the nucleus then why
doesnt it emit radiation and fall into the
nucleus?
15Classical Physics revised.
16Blackbody Radiation
- Max Planck energy delivered in packets,
quantum. - If energy is delivered in packets, then
blackbodies gain energy in packets. - Only packets of certain frequencies are delivered.
17Energy and Frequency
- Energy and frequency are related.
18Energy and Frequency
- E h?
- E Energy, Joules (J)
- h Planck constant, 6.626x10-34 Js
- ? Frequency, Hertz (Hz)
19The Photoelectric Effect
20Einsteins Theory
- Einstein theorized the dual nature of light.
- Used the two-slit experiment to verify the
particle and wave nature of light.
21Photoelectric Effect
- Einstein proposed that light should be both a
particle and a wave. - Coined the term photon (a quantum of light).
- Only certain photons have enough energy
22Why talk about waves?
- De Broglie determined that all matter behaves as
waves. - Electrons are matter.
- Therefore, electrons behave as waves and as
particles both.
23Stability of the Atom
- Explained by Niels Bohr using experiments by
others. - Looked at the emission line spectrum published by
Lyman, Balmer, and Paschen
24Line spectrum.
- Hydrogen only gave a line spectrum when passed
through a prism. - Thought that any amount of energy should excite
the Hydrogen and therefore a continuous spectrum
should be given.
25Lyman, Balmer, Paschen
- Investigated Hydrogen gas excited in a tube.
- Passed light through a prism.
- The H2 light emitted a line emission spectrum.
- The line emission spectrum is the Lyman, Balmer,
Paschen Series.
26Bohr Model of the Atom
- Bohr proposed that electrons exist on quantized
orbits - The orbits have a defined amount of energy
27Bohr Model of the Atom
- Ground State lowest energy state
- Excited State gained energy
- Must gain energy to get to an excited state
28Bohr Model of the Atom
- Explains Lyman, Balmer, Paschen
- Electron gains energy and jumps orbits
- Electron is unstable
- Electron drops back to ground state, giving off
energy (light)
29Bohr Model of the Atom
- Since the orbits have only certain energies, only
certain wavelengths exist. - Also mathematically verified theory.
30Bohr Model of the Atom.
- Proposed Orbits
- When the electron is in an orbit, it has a
defined amount of energy. - The electron can not exist between orbits.
31Bohr Model of the Atom
- The electron must absorb energy to move orbits.
- The electron emits the same amount of energy as
it absorbs. - The energy difference is the difference between
energy levels.
32Bohr Model of the Atom
- 1st orbit is a certain distance from the nucleus.
- The higher the orbit, the more energy.
33Bohr Model of the Atom
- Orbits are not equally spaced
- Since the orbit has inherent energy, the electron
has energy from the beginning. - Only explains single electron atoms
34The Quantum Model of the Atom
35Electron as a wave De Broglie
- All matter behaves as waves.
- Electron exhibits wavelike properties.
36Electron as a wave De Broglie
- The electron is a wave confined to the nucleus.
- The electron can be bent (diffraction) like a
wave. - The electron can cancel itself out (interference)
like a wave
37Electron as a waveHeisenberg
- Heisenberg Uncertainty Principle
- It is impossible to know the position and
velocity of an electron at the same time. - Once you measure it, you change it.
38Electron as a wave Schrodinger
- Developed Schrodinger wave equation.
- Only waves of specific energy solves the equation
39Electron as a wave Schrodinger
- Paved the way for Quantum Theory
- Quantum Theory describes mathematically the
movement of very small things. - Solving Schrodinger wave equation gives quantum
numbers.
40Quantum Model and Electron Configuration.
41Quantum Model
- Has Orbitals
- An orbital is a fuzzy region of probable electron
placement (90) - Orbitals have distinct shapes dependent upon
amount of energy of the electron.
42Quantum Model
- Orbital shapes are given symbols
- s, p, d, f, etc.
43Quantum Model has rules for electron placement.
44Aufbau Principle
- Lazy mans rule.
- Aufbau Principle - electron will occupy the
lowest energy orbital available.
45Hunds Rule
- Summer camp rule.
- Orbitals of equal energy are each occupied by one
electron before any orbital is occupied by a 2nd
electron.
46Pauli Exclusion Principle
- No two electrons in an atom can have the same 4
quantum numbers - Quantum numbers describe the placement of
electrons in an orbital - Only allows for 2 electrons per orbital shape
47Electron configuration.
- Use the aforementioned rules to determine
electron configuration notation.
48Orbital Notation
- Uses arrows and lines to show electrons and
orbitals
49Energy Levels
- Highest occupied energy level is the highest
energy level with an electron. - Ex. 1s22s22p63s23p64s23d7
- Inner shell electrons are all of the electrons
not on the outside. - Ex. 1s22s22p63s23p64s23d7
50Noble Gas Configuration
- A Noble gas configuration has the outermost s and
p orbitals filled. - Example 1s22s22p6, 1s22s22p63s23p6
- Noble Gas Shortcut - use the Noble gas before the
element (except He). - Example Br Ar4s23d104p5