CBSE Class 12 Physics: Electric Charges & Fields — Notes 2026
Tushar Parik
Author
CBSE Class 12 Physics: Electric Charges & Fields — Notes 2026
This comprehensive guide from Bright Tutorials covers everything you need to know — with clear explanations, exam tips, and key points for board exam preparation.
In This Article
Electric Charge
- Properties: quantisation (q = ne), conservation, additivity
- Conductors and insulators; charging by conduction, induction and friction
- Coulomb's law: F = kq₁q₂/r²; k = 9×10⁹ N m² C⁻²; in medium: F' = F/εᵣ
Electric Field
- E = F/q₀; unit N/C = V/m; direction: force on positive test charge
- Electric field due to point charge: E = kq/r²
- Superposition principle: net field = vector sum of individual fields
Electric Field Lines
- Never cross; continuous curves from + to − charge; perpendicular to surface of conductor
- Density of lines ∝ field strength
- Field between two parallel plates (capacitor): uniform field E = σ/ε₀
Electric Dipole
- Pair of equal and opposite charges ±q separated by distance 2a
- Dipole moment p = q × 2a; direction from − to + charge; unit C·m
- Field on axial line: E = 2kp/r³; on equatorial: E = kp/r³
Continuous Charge Distributions
- Linear: λ = Q/L (C/m); surface: σ = Q/A (C/m²); volume: ρ = Q/V (C/m³)
- Field due to infinite line charge: E = λ/(2πε₀r) using Gauss's law
- Field due to infinite plane sheet: E = σ/(2ε₀)
Gauss's Law
- ∮E·dA = Q_enclosed/ε₀; total flux through closed surface equals enclosed charge divided by ε₀
- Application: derive E for sphere, cylinder, infinite sheet
- Gaussian surface choice: symmetrical surface where E is constant and parallel to dA
CBSE Exam Tips — Chapter 1
- Gauss's law derivations (sphere, cylinder, plane) are standard long-answer questions
- Torque on dipole in uniform field: τ = pE sin θ — derive and state position of stable/unstable equilibrium
- Numerical: find E at a point due to multiple charges using superposition
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