- 2072 Asoj · 4 marks
Single wire radiation and omnidirectional antenna characteristics
Short answer
A single wire radiates when its charges are accelerated by a time-varying current; bends, ends, and oscillating current produce radiation. A vertical wire gives a figure-of-eight E-plane pattern, a circular H-plane pattern, and vertical linear polarization. An omnidirectional antenna radiates uniformly in one plane, has a doughnut-shaped 3-D pattern, nulls along its axis, and moderate gain (dipole 2.15 dBi, monopole 5.15 dBi).
Explain how single wire can radiate electromagnetic waves with necessary radiation patterns and polarization. List the characteristics of omnidirectional antenna.
A single wire radiates when its charges are accelerated, i.e. when it carries a time-varying (AC) current: l·dI/dt = l·q·dv/dt. A static charge or a charge moving at uniform speed on a straight infinite wire does not radiate; bends, ends and oscillating current produce radiation. Field lines formed between the oscillating charges detach every half cycle and travel out as EM waves.
Pattern and polarization of a vertical wire (dipole)
E-plane (vertical) H-plane (horizontal)
z
| .---.
.-. | .-. / \
( ) | ( ) | (o) |
'-' | '-' \ /
| '---'
figure-of-eight circle (omni)
- E ∝ sinθ: maximum broadside (θ = 90°), null along the wire.
- E-field lies along the wire, so a vertical wire gives vertical (linear) polarization; a horizontal wire gives horizontal polarization.
Characteristics of an omnidirectional antenna
- Radiates uniformly in all directions of one plane (usually the horizontal/azimuth plane).
- Directional in the orthogonal (elevation) plane; 3-D pattern is a doughnut.
- Has nulls along the axis of the antenna.
- Moderate gain, e.g. λ/2 dipole 2.15 dBi, λ/4 monopole 5.15 dBi.
- Usually vertically polarized.
- Examples: vertical dipole, monopole/whip, discone, normal-mode helix.
- Used in broadcasting, mobile phones, Wi-Fi access points, base stations where users are in all directions.
✓ Answer checked by Claude Opus 5.5 (high effort)
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