Advanced Parabolic Dish Antenna Performance Analysis

Everything satellite and microwave engineers need to characterise parabolic reflector performance — from gain and beamwidth to focal length and G/T ratio.

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Dish Gain (dBi)

Compute parabolic reflector antenna gain using G = η(πD/λ)² with user-defined aperture efficiency from 0.3 to 0.9.

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3dB Beamwidth (HPBW)

Calculate the half-power beamwidth in degrees using the standard approximation HPBW ≈ 70λ/D for circular apertures.

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Focal Length & f/D Ratio

Determine the optimal focal length and f/D ratio from dish diameter and depth parameters for feed horn placement.

Bulk Processing

Upload TXT/CSV with hundreds of dish configurations and get all antenna parameters in one batch, exportable as CSV.

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Effective Aperture & G/T

Compute the effective aperture area (m²) and system G/T ratio — critical parameters for satellite link budget calculations.

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Export CSV / Copy

Copy all results to clipboard or download as a formatted CSV for system specifications, link budgets, and design reports.

🎯 Single Calculation

Gain: dBi
HPBW: °  |  λ: mm  |  Aeff:
G = η × (πD/λ)²
HPBW ≈ 70λ/D °f = D²/(16d)

📂 Bulk Calculation

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Drop TXT/CSV or click to upload

Format: Diam_m,FreqGHz,Efficiency,Depth_m · Max 5MB

💡 Only Diam_m and FreqGHz are required. Efficiency and Depth are optional per row.
Disclaimer: This Parabolic Reflector Antenna Calculator is provided for educational and engineering reference purposes only. Results assume ideal paraboloid geometry and uniform aperture illumination. Actual antenna performance depends on surface accuracy, feed spillover, blockage, and environmental factors. All trademarks including product names (ViaSat, Hughes, Intelsat, EchoStar, Andrew Corporation, CommScope, etc.) belong to their respective owners. Always validate calculated results against electromagnetic simulation (GRASP, HFSS, FEKO) and measured antenna range data before system deployment.

📊 Parabolic Reflector Antenna Results

# D (m) Freq (GHz) η Gain (dBi) HPBW (°) λ (mm) Aeff (m²) Focal (m) G/T (dB/K) Rating Status

Four Steps to Parabolic Dish Antenna Analysis

1

Enter Dish Diameter

Input the parabolic reflector diameter in metres. This is the single most important dimension determining gain and beamwidth. Live preview updates instantly.

2

Set Frequency & Efficiency

Enter the operating frequency in GHz and select aperture efficiency η (0.6 is standard for well-designed prime-focus dishes with corrugated horn feeds).

3

Bulk Upload (Optional)

Upload a TXT/CSV with one dish configuration per line for batch processing — ideal for satellite network planning, antenna trade studies, or frequency scaling.

4

Analyse & Export

Receive gain, beamwidth, wavelength, effective aperture, focal length, and G/T ratio for each configuration. Export full results as CSV for link budget integration.

Parabolic Reflector Antenna Calculator: Complete Guide

A parabolic reflector antenna, commonly called a dish antenna, is one of the most widely deployed high-gain antenna types across satellite communications, radio astronomy, radar systems, and point-to-point microwave links. Its geometry — a paraboloid of revolution — focuses incoming plane waves to a single point (the focal point) where the feed element is positioned, enabling remarkably high directivity at microwave and millimetre-wave frequencies. Understanding how to calculate and optimise dish antenna parameters is essential for satellite ground station engineers, telecom system planners, and RF researchers.

Parabolic Dish Gain Formula

The fundamental gain equation for a circular parabolic reflector is: G = η × (π × D / λ)², where η is the aperture efficiency (typically 0.55–0.70 for practical designs), D is the dish diameter in metres, and λ is the free-space wavelength in metres computed as λ = c / f (c = 3×10⁸ m/s). In dBi: G(dBi) = 10 × log₁₀(G). A 1.2 m dish operating at 12 GHz with η = 0.6 delivers approximately 40.7 dBi of gain.

Beamwidth and Focal Length

The 3 dB half-power beamwidth (HPBW) is approximated by HPBW ≈ 70λ/D degrees. The focal length is derived from the dish geometry: f = D² / (16 × d), where d is the dish depth at its centre. The f/D ratio is a critical design parameter — values between 0.3 and 0.5 balance feed illumination efficiency against spillover loss.

Practical Examples

  • Ku-band VSAT (0.9 m, 14.25 GHz, η = 0.60): Gain ≈ 38.5 dBi, HPBW ≈ 1.6°.
  • C-band satellite TV (1.8 m, 4 GHz, η = 0.65): Gain ≈ 32.0 dBi, HPBW ≈ 5.8°.
  • Ka-band radar (0.3 m, 35 GHz, η = 0.70): Gain ≈ 38.3 dBi, HPBW ≈ 1.7°.

Applications

Parabolic reflector antennas power global satellite broadband networks (VSAT, HTS systems), direct broadcast satellite (DBS) television, deep-space tracking stations, weather radar, air traffic control, and 5G millimetre-wave backhaul. In radio astronomy, large dishes up to 100 m diameter achieve extraordinary sensitivity and angular resolution for observing distant galaxies. This calculator helps engineers rapidly prototype antenna designs, conduct frequency-scaling trade studies, and build accurate link budgets.

Frequently Asked Questions

A parabolic reflector antenna (dish antenna) focuses electromagnetic waves to or from a feed element at the focal point of a paraboloid surface. They are used in satellite communications, radar, radio astronomy, and microwave links due to their high gain and narrow beamwidth.

Aperture efficiency η accounts for illumination taper, spillover, phase errors, and blockage losses. A perfect uniform-amplitude, uniform-phase aperture gives η = 1.0 (theoretical). Practical dishes achieve η = 0.55–0.75, with 0.60 being a common standard assumption for prime-focus designs with corrugated horn feeds.

Doubling the dish diameter D quadruples the gain (adds 6 dBi) and halves the beamwidth, since both scale with (D/λ). At fixed frequency, larger dishes have more gain but require more precise pointing and mechanical stability.

G/T (Gain-to-Noise-Temperature ratio) in dB/K is the key figure of merit for a satellite receive system: G/T = G(dBi) − 10×log₁₀(Tsys), where Tsys is the total system noise temperature in Kelvin. Higher G/T means better sensitivity and the ability to close link budgets with smaller satellite EIRP.

Upload a TXT/CSV file with format Diam_m,FreqGHz,Efficiency,Depth_m — only Diam_m and FreqGHz are required. Or paste data directly in the text area, one entry per line. Click "Process Bulk" to analyse all rows and export full results as CSV.

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