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Heinrich Hertz: Biography, Inventions & Experiment

Heinrich Hertz

Hertzian Dipole Antenna Video Lecture | Crash Course: Electrical Engineering (EE)

Why is the Hertzian dipole the basis of any radiating structure... | Filo

For the Hertzian dipole, i.e., 𝐩(t^')=p0 cosωt^' 𝐤̂, show that the asymptotic potentials are 𝐀 ∼(-μ0 p0)/(4 πr) ωsinω(t-r / c) 𝐤̂ V ∼(-μ0 c p0)/(4 π)((cosθ)/(r)) ωsinω(t-r / c) . Verify the Lorentz gauge condition asymptotically. | Numerade