Atomic Structure and Quantum Numbers 4
Quantum Theory and the Electronic Structure of Atoms
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Chemistry Grade 11Teachers: Bader & BatoolDate: 9/23/2024
Page 2: Introduction to Atomic Structure
Atoms as Fundamental Units
All matter is composed of atoms.
Atoms are present in everything around us, including food, liquids, and even ourselves.
Historical Context
The modern concept of the atom began in the early 19th century with John Dalton's observations on element combinations.
Page 3: Discovery of Electrons
J.J. Thomson's Contribution
Discovered negatively charged particles (electrons) from metals under high voltage.
Proposed the "plum pudding" model, where electrons are embedded in a positively charged medium.
Page 4: Rutherford's Atomic Model
Rutherford's Findings (1911)
Introduced the concept of a dense, positively charged nucleus.
Proposed that electrons orbit the nucleus, similar to planets around the sun.
Suggested that most of the atom is empty space.
Page 5: Composition of the Atom
Nucleus and Electrons
Nucleus consists of protons and neutrons (nucleons).
Protons and neutrons have similar mass, while electrons are much lighter.
Particle Characteristics
Proton: Mass = 1, Charge = +1, Location = Nucleus
Electron: Mass = 1/1840, Charge = -1, Location = Electron cloud
Neutron: Mass = 1, Charge = 0, Location = Nucleus
Page 6: The Electromagnetic Spectrum
Forms of Electromagnetic Radiation
The spectrum includes various forms of energy, from low-energy radio waves to high-energy gamma rays.
Visible light is a small part of this spectrum.
Page 7: Key Terms in Electromagnetic Spectrum
Wavelength (λ)
Distance between consecutive crests or troughs.
Frequency (ν)
Number of waves passing a point per second.
Page 9: Line Emission Spectrum
Definition
A pattern of lines produced when light from glowing gas is separated through a prism.
Page 10: Absorption Spectrum
Definition
Spectrum of radiation that has passed through a medium, absorbing certain wavelengths.
Page 11: Relationship Between Wavelength and Frequency
Equation
( c = ν \cdot λ ) (where ( c ) is the speed of light).
Page 12: Frequency Calculation Example
Example Calculation
For a wavelength of 650 nm, the frequency is calculated as:
Convert 650 nm to meters: ( 650 \times 10^{-9} m )
Calculate frequency: ( ν = \frac{c}{λ} = 4.62 \times 10^{14} Hz )
Page 13: Bohr’s Hydrogen Model
Quantization of Energy
Electromagnetic radiation exists in discrete packets called photons.
Energy of a photon is related to its wavelength and frequency.
Page 14: Bohr's Model Overview
Structure of Hydrogen Atom
Proton at the center with an electron in a circular orbit.
Each orbit has a fixed energy level.
Page 15: Energy Levels in Bohr's Model
Energy Expression
( E = -R_H \left( \frac{1}{n^2} \right) ) where ( R_H ) is the Rydberg constant.
Electron Excitation
Electrons can move to higher energy levels when excited and emit photons when returning to lower levels.
Page 18: Emission Series
Hydrogen Emission Series
Lyman Series: n=1 (UV)
Balmer Series: n=2 (Visible and UV)
Paschen Series: n=3 (IR)
Page 21: Evolution of Atomic Theory
Changes in Atomic Structure Understanding
Bohr's model introduced the concept of energy levels and maximum electron capacity per shell:
1st shell: 2 electrons
2nd shell: 8 electrons
3rd shell: 18 electrons
4th shell: 32 electrons
5th shell: 50 electrons
This note summarizes the key concepts and historical developments in atomic structure and quantum theory