RF Power Density Calculator

Enter value and click on calculate. Result will be displayed.

Formula given below is as per EPA FCC OET Bulletin NO 65.
S = ( P × G ) / ( 4 × Pi × R2 )
S = Power Density
P = Power Input to Antenna
G = Power Gain of Antenna
R = Distance to center of Radiation of Antenna

Enter your values:

Power Input to Antenna (P):
mW
Power Gain of Antenna (G):
Distance to center of Radiation of Antenna (R):
cm

Result:

Power Density (S):
mW/cm2

What is an RF Power Density Calculator?

An RF Power Density Calculator is a tool used to determine the power density (measured in watts per square meter, W/m²) of a radio frequency (RF) signal at a given distance from the source. It is essential in wireless communication, electromagnetic exposure assessment, and antenna design.


Why Use an RF Power Density Calculator?

  1. Electromagnetic Safety Compliance – Ensures RF emissions comply with safety regulations (FCC, ICNIRP, etc.).
  2. Antenna Design & Placement – Helps engineers optimize antenna positioning and coverage.
  3. Signal Strength Estimation – Predicts how much power reaches a receiver at a given distance.
  4. Interference Analysis – Evaluates the impact of RF signals on nearby electronics and other communication systems.

How Does an RF Power Density Calculator Work?

The calculator uses the inverse square law to estimate power density at a distance from an RF source. The formula is:

Where:

  • S= Power Density (W/m²)
  • Pt= Transmitted Power (W)
  • G= Antenna Gain (unitless)
  • d= Distance from the source (m)
  • π= 3.1416

For near-field calculations (very close to the antenna), more complex models are required.


When to Use an RF Power Density Calculator?

  • To check RF exposure limits – Ensuring compliance with health and safety guidelines.
  • When designing antennas – Determining effective radiated power and field strength.
  • During site surveys – Assessing RF coverage and potential interference.
  • For evaluating signal propagation – Predicting power levels at different distances.
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About This Calculator
Created at  2024/12/18
Updated :
2025/03/22
Views :
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