Study Notes on Atomic Structure and Models

Nature of Matter

1.2 Atomic Structure

Lesson Overview
  • Date: 12th September 2025
  • Learning Goals:   - Describe the nuclear model of the atom.   - State the assumptions & limitations of the nuclear model.   - Describe the Bohr model of the atom.   - State the assumptions & limitations of the Bohr model.   - Describe the orbital model of the atom.   - State the assumptions & limitations of the orbital model.   - State the properties of protons, neutrons & electrons.
Definition of Matter
  • Matter: Anything that takes up space and has mass.
  • Composed of tiny invisible particles (Particulate nature of matter):   - Atoms   - Molecules   - Ions
Understanding Models
  • What is a Model?   - A simplified representation of reality used to understand, explain, or predict phenomena.   
  • Purpose of Using Models:   - Facilitate comprehension of complex systems or concepts.   - Assist in the prediction of outcomes.
Atomic Models to Examine:
  • Nuclear Model
  • Bohr Model
  • Orbital Model

Timeline of Atomic Models

  • Dalton's Model of The Atom (1808):   - Matter consists of indivisible atoms.   - Atoms can arrange in different combinations to form various compounds.   
  • Plum Pudding Model (1904) by J.J. Thomson:   - Indicated particles within the atom but lacked experimental proof.

Historical Context

Greek Philosophers
  • Proposed that matter was made up of small indivisible particles (~400 BC).
Dalton's Atomic Theory (1808)
  • Proposing insights by John Dalton:   1. All matter comprises very small particles called atoms.   2. Atoms are indivisible.
  • Critique: Dalton's theories began to be challenged by the end of the nineteenth century.
Discovery of Cathode Rays
William Crookes (1875)
  • Conducted experiments passing electric current through gases using a vacuum tube.
  • Observed rays emerging from the cathode that cast a shadow of a Maltese cross.
  • Named these rays cathode rays.
J.J. Thomson (1897)
  • Expanded on Crookes’ findings:   - Passed cathode rays through parallel metal plates.   - Observed the behavior in uncharged vs. charged scenarios.     - Uncharged plates: Undeflected ray.     - Charged plates: Ray deflected towards the positive plate.
  • Conclusion: Cathode rays consist of negatively charged particles. Discovered the electron.
Plum Pudding Model
  • Proposed in 1898 by J.J. Thomson, depicting an atom as a positively charged sphere with randomly embedded electrons.
  • Model explained atomic neutrality but lacked empirical evidence.

The Nuclear Model of the Atom

Rutherford’s Experiment (1909)
  • Studied alpha particle scattering by gold foil.   - Observations:     - Most alpha particles passed through (empty space).     - Some deflected at large angles (indicating a small, dense nucleus).     - Few reflected back (suggesting density and positive charge in the nucleus).
  • Conclusion: Key characteristics of the nucleus:   - Small, positively charged, and dense.   - Proton discovered as a part of the nucleus.
Assumptions of the Nuclear Model
  1. Atoms contain a small dense nucleus.
  2. Most of the atom is empty space.
  3. Electrons scattered around in an electron cloud surrounding the nucleus.
Limitations of the Nuclear Model
  • Challenge: Like charges repel each other; thus, why does the nucleus not disintegrate?
  • Additional query: How do electrons remain in stable orbits without spiraling into the nucleus?

James Chadwick: Discovery of the Neutron

  • Bombarded beryllium with alpha particles, observing neutrons could displace protons.
  • Negative charge of neutrons made them difficult to detect; utilized paraffin wax as a detector.
  • Neutron discovered in this process.
Limitations of the Nuclear Model Post-Discovery
  • Despite electrons moving around the nucleus, the model fails to clarify how they avoid crashing into the nucleus due to attraction.

The Bohr Model of the Atom

Niels Bohr's Contributions
  • Expanded upon Rutherford's nuclear model, offering a clearer arrangement of electrons:   - Electrons revolve in fixed paths (orbits) around the nucleus, termed energy levels (n).   - Lowest energy level is identified as n = 1, followed sequentially by n = 2, etc.   - Energy within each orbit is quantized (fixed amount of energy).
Assumptions of Bohr’s Theory
  • While in a fixed energy level, electrons neither lose nor gain energy, explaining their stability.
  • Atoms, ideally, exist in the ground state with electrons at the lowest energy. Example: hydrogen at n = 1.
  • Upon energy absorption, an electron can jump to a higher energy level, resulting in an excited state.
Energy Levels and Transitions
  1. Energy Transition: Absorption leads to a higher state; emission releases energy as a photon when it reverts.
  2. Energy relationship: E2E1=hfE_2 - E_1 = hf where hh is Planck's constant and ff frequency of emitted light.
  3. Emission Line Spectra from these transitions are unique to each element.
Electron Transitions Explained
  • Balmer Series (visible lines): Electrons fall to n=2.
  • Paschen Series (infrared): Electrons to n=3.
  • Lyman Series (ultraviolet): Electrons to n=1.
Unique Emission Spectra
  • Each element has distinct electron configurations leading to unique transitions.
Energy Sublevels
  • Emission spectra revealed complexities:   - Lines originally thought singular actually consist of closely spaced lines (as found by refined spectrometers).   - Introduced subdivisions: s, p, d, f sublevels that refine understanding of atomic structure.

Advanced Theories and Limitations

Louis De Broglie
  • Proposed wave-particle duality; challenged fixed electronic paths.
Heisenberg’s Uncertainty Principle
  • Confirmed that position and velocity of electrons cannot be simultaneously measured.
  • Suggested rethinking of electron behavior in atoms, defining probabilities rather than certainties.
Limitations of Bohr’s Model
  • Effective for single-electron systems like hydrogen but inadequate for complex atoms:   - Inability to account for sublevel presence.   - Failed to integrate wave-particle duality, leading to incorrect assumptions of fixed paths and energies.