1. Structure of an Atom
- Atom = Nucleus + Electrons
- Nucleus contains protons and neutrons
- Electrons revolve around the nucleus
- Nuclear model proposed by Ernest Rutherford
- Energy-level concept explained by Niels Bohr
2. Subatomic Particles
2.1 Protons (+)
- Discovered by Goldstein (1886)
- Positively charged particle
- Located in the nucleus
- Determines the atomic number of an element
2.2 Neutrons (0)
- Discovered by James Chadwick (1932)
- Electrically neutral
- Present in the nucleus
- Mass number = Protons + Neutrons
2.3 Electrons (–)
- Discovered by J.J. Thomson (1897)
- Negatively charged particle
- Move in orbitals (electron clouds)
- Responsible for:
- Chemical bonding
- Electrical conductivity
3. Important Atomic Concepts
- Most of the atom’s mass lies in the nucleus (Rutherford)
- Atomic number = Number of protons
- In a neutral atom: protons = electrons
- Established by Henry Moseley
- Isotopes
- Same atomic number
- Different mass number
- Discovered by Frederick Soddy
- Isobars
- Same mass number
- Different atomic numbers
- Studied by F.W. Aston
- Electrons do not move in fixed paths
- Exist in probability clouds
- Explained by Schrödinger & Heisenberg
4. Bohr’s Atomic Theory (1913)
4.1 Postulates
- Electrons revolve in fixed circular orbits (energy levels)
- Each orbit has definite energy
- Electrons do not radiate energy while in an orbit
- Energy is absorbed or emitted during transitions
- Angular momentum is quantized:
mvr = nh / 2π
4.2 Applications
- Explains hydrogen emission spectrum
- Explains Balmer and Lyman series
- Calculates energy levels of hydrogen-like ions
- Foundation for quantum theory
5. Spectrum
5.1 Spectrum
- Range of wavelengths of electromagnetic radiation
5.2 Types of Spectra
(a) Continuous Spectrum
- Contains all wavelengths without gaps
- Example: Sunlight (VIBGYOR)
- Wavelength range: 4000 Å – 7000 Å
(b) Line Spectrum
- Discrete lines at specific wavelengths
- Two types:
- Absorption spectrum (dark lines on bright background)
- Emission spectrum (bright lines on dark background)
6. Hydrogen Spectrum
- Hydrogen has one electron
- Electricity excites electron to higher energy levels
- Electron returns and emits light
- Emission occurs in UV, visible, and IR regions
- Five spectral series:
- Lyman (UV): n₁ = 1
- Balmer (Visible): n₁ = 2
- Paschen (IR): n₁ = 3
- Brackett (Mid-IR): n₁ = 4
- Pfund (Far-IR): n₁ = 5
6.1 Rydberg Formula
[ \bar{v} = R_H \left( \frac{1}{n_1^2} – \frac{1}{n_2^2} \right) ]
7. Planck’s Quantum Theory (1900)
Postulates
- Energy is not absorbed or emitted continuously
- Energy is exchanged in packets called quanta
- Energy of quantum: E=hvE = hvE=hv
- h=6.625×10−34 J⋅sh = 6.625 \times 10^{-34} \, J·sh=6.625×10−34J⋅s
- vvv = frequency
8. X-Rays
8.1 Discovery
- Discovered by W. Roentgen (1895)
8.2 Properties
- Very short wavelength (0.1–10 Å)
- High energy
- Travel at speed of light
- Not deflected by electric or magnetic fields
8.3 Types
- K-series: Heavy elements, high energy
- L-series: Light elements, low energy
8.4 Uses
- Medical diagnosis
- Cancer treatment
- Airport security
- Crystallography
9. Moseley’s Law
- Proposed in 1913
- X-ray frequency ∝ √(atomic number)
- Defined modern atomic number
10. Radioactivity
10.1 Discovery
- Discovered by Henri Becquerel (1896)
- Named by Marie Curie
10.2 Example
92U238→90Th234+2He4_{92}U^{238} \rightarrow _{90}Th^{234} + _2He^{4}92U238→90Th234+2He4
10.3 Types of Radiation
- Alpha (α)
- +2 charge
- High ionization
- Low penetration
- Beta (β)
- –1 charge
- Medium penetration
- Gamma (γ)
- No charge or mass
- Very high penetration
11. Uses of Nuclear Radiation
- Medicine
- Agriculture
- Power generation
- Industry
- Geology
- Archaeology (Carbon-14 dating)
12. Quantum Numbers
- Principal (n): Size & energy
- Azimuthal (ℓ): Shape
- Magnetic (m): Orientation
- Spin (s): Electron spin
13. Orbital Shapes
- s: Spherical
- p: Dumbbell (3 orientations)
- d: Complex (5)
- f: Very complex (7)
14. Rules for Filling Orbitals
- Pauli Exclusion Principle
- Aufbau Principle
- (n + ℓ) Rule
- Hund’s Rule
15. Electronic Configuration Examples
- Carbon (6): 1s² 2s² 2p²
- Oxygen (8): 1s² 2s² 2p⁴
