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Antenna definition and single wire radiation conditions
Short answer
Radiation needs time-varying current, equivalent to accelerated charges: l dI/dt = l q dv/dt. Static charge or uniform velocity on a straight infinite wire does not radiate; bends, ends, and discontinuities radiate. An oscillating AC current radiates, most strongly for lengths comparable to wavelength.
Define an antenna. Explain the radiation mechanism and conditions of a single wire antenna that can radiate electromagnetic waves or not.
An antenna is a metallic structure (wire, rod, horn, dish) that converts guided electromagnetic energy from a transmission line into free-space waves, and vice versa. IEEE defines it as "a means for radiating or receiving radio waves".
Radiation mechanism in a single wire
Radiation is caused by time-varying current, i.e. by accelerated or decelerated charges. For a wire of length l carrying charge density q (C/m) moving with velocity v:
I = q · v
dI/dt = q · dv/dt
l · dI/dt = l · q · dv/dt (basic radiation equation)
So a time-changing current (left side) is the same as accelerated charge (right side). Both mean radiation.
Conditions for radiation from a single wire
- No charge motion: no current, no radiation.
- Charge moving with uniform velocity:
- on a straight, infinitely long, smooth wire – no radiation;
- on a wire that is curved, bent, discontinuous, terminated or truncated – radiation occurs, because the charge changes direction or speed there.
- Charge oscillating in time (time-harmonic current), even on a straight wire – radiation occurs.
uniform v, straight -------> no radiation
bent wire ---->\ radiation at bend
\
end of wire ------>| radiation at end
oscillating current <-> <-> radiation all along
| Condition | Radiates? |
|---|---|
| Static charge | No |
| Uniform velocity, straight infinite wire | No |
| Uniform velocity, bent/ended wire | Yes |
| Time-varying (AC) current | Yes |
So a practical antenna is fed with an alternating current; the charges accelerate continuously, and the wire radiates EM waves. Radiation is strongest for wire lengths comparable to the wavelength (e.g. λ/2 dipole).
✓ Answer checked by Claude Opus 5.5 (high effort)
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