Structure of Atom – Class 11 Chemistry Notes

2.1 Discovery of Sub-atomic Particles

  • Electron: Discovered by J.J. Thomson (1897) using cathode ray experiment; charge-to-mass ratio measured.
  • Proton: Discovered by Rutherford (1917); positively charged particle in nucleus.
  • Neutron: Discovered by James Chadwick (1932); neutral particle in nucleus.

2.2 Atomic Models

  • Thomson’s Model: “Plum pudding” model; electrons embedded in positively charged sphere.
  • Rutherford Model: Small dense nucleus, electrons revolve around nucleus; most of atom is empty space.
  • Limitations: Could not explain atomic spectra and stability of atom.

2.3 Developments Leading to Bohr’s Model of Atom

  • Emission spectra: Line spectra of hydrogen indicate quantized energy levels.
  • Limitations of Rutherford model: Accelerating electrons should radiate energy → collapse of atom.
  • Need for quantized orbits to explain stable electron motion.

2.4 Bohr’s Model for Hydrogen Atom

  • Postulates:
    1. Electrons revolve in stable orbits without radiating energy.
    2. Angular momentum quantization:

mvr=nh2π,n=1,2,3,mvr = n \frac{h}{2\pi}, \quad n=1,2,3,\dotsmvr=n2πh​,n=1,2,3,…

  1. Electron emits/absorbs radiation when jumping between orbits:

ΔE=hν\Delta E = h\nuΔE=hν

  • Energy levels:

En=13.6 eVn2E_n = – \frac{13.6 \text{ eV}}{n^2}En​=−n213.6 eV​

  • Explains hydrogen emission spectrum (Balmer series).

2.5 Towards Quantum Mechanical Model of the Atom

  • Light and electrons exhibit wave-particle duality.
  • Classical mechanics insufficient for microscopic particles.
  • de Broglie hypothesis: Electrons have wavelength

λ=hmv\lambda = \frac{h}{mv}λ=mvh​

  • Leads to quantum conditions for electron motion.

2.6 Quantum Mechanical Model of Atom

  • Schrödinger equation: Determines electron distribution (ψ) in an atom.
  • Quantum numbers: Describe electron’s energy, shape, and orientation of orbitals:
    1. Principal quantum number (n) – energy level
    2. Azimuthal quantum number (l) – orbital shape
    3. Magnetic quantum number (m) – orientation of orbital
    4. Spin quantum number (s) – electron spin
  • Electrons exist in orbitals rather than fixed paths (Bohr’s orbits).
  • Explains atomic spectra, chemical behavior, and stability.