Electric flux through a closed surface equals enclosed charge divided by ε₀; differential form: ∇·E = ρ/ε₀.
Gauss's law (electric)
Related concepts
- Vacuum electric permittivity (ε₀)
- Real numbers (ℝ)
- Conservation of electric charge
- Zeeman effect
- Voltage (electric potential difference)
- Partial differential equation (PDE)
- Electromagnetic multipole expansion
- Ion channel physics
- Solar wind
- Ionic bond
- Crystal-field theory
- Ionic bond
- Marcus inverted-region pins: exp at ΔG=−λ is 0; at ΔG=0 is −λ/(4RT); ΔG at max solves to −λ
- Levich RDE scaling: i_L = K·√ω canonical form; i_L(4ω)/i_L(ω) = 2; i_L(9ω)/i_L(ω) = 3
- Gouy-Chapman Debye length: κ^(−1) = 1/√I; κ^(−1)(4I)/κ^(−1)(I) = 1/2; κ^(−1)(9I)/κ^(−1)(I) = 1/3; κ^(−1)(I=1) = 1