Maximum Power Density Radiated by Antenna Formula

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Maximum Radiated Power Density represents the maximum level of electromagnetic energy per unit area that is transmitted by the radar system in a specific direction. Check FAQs
ρmax=ρGmax
ρmax - Maximum Radiated Power Density?ρ - Lossless Isotropic Power Density?Gmax - Maximum Gain of Antenna?

Maximum Power Density Radiated by Antenna Example

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Here is how the Maximum Power Density Radiated by Antenna equation looks like with Values.

Here is how the Maximum Power Density Radiated by Antenna equation looks like with Units.

Here is how the Maximum Power Density Radiated by Antenna equation looks like.

15Edit=10Edit1.5Edit
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Maximum Power Density Radiated by Antenna Solution

Follow our step by step solution on how to calculate Maximum Power Density Radiated by Antenna?

FIRST Step Consider the formula
ρmax=ρGmax
Next Step Substitute values of Variables
ρmax=10kW/m³1.5dB
Next Step Convert Units
ρmax=10000W/m³1.5dB
Next Step Prepare to Evaluate
ρmax=100001.5
Next Step Evaluate
ρmax=15000W/m³
LAST Step Convert to Output's Unit
ρmax=15kW/m³

Maximum Power Density Radiated by Antenna Formula Elements

Variables
Maximum Radiated Power Density
Maximum Radiated Power Density represents the maximum level of electromagnetic energy per unit area that is transmitted by the radar system in a specific direction.
Symbol: ρmax
Measurement: Power DensityUnit: kW/m³
Note: Value should be greater than 0.
Lossless Isotropic Power Density
Lossless Isotropic Power Density represents the idealized electromagnetic energy distribution from an isotropic antenna radiating in a lossless medium.
Symbol: ρ
Measurement: Power DensityUnit: kW/m³
Note: Value should be greater than 0.
Maximum Gain of Antenna
Maximum Gain of Antenna s a measure of how much the antenna can concentrate the radiation it receives or transmits in a particular direction compared to an isotropic radiator.
Symbol: Gmax
Measurement: SoundUnit: dB
Note: Value can be positive or negative.

Other formulas in Radar and Antenna Specifications category

​Go Range of Target
Rt=[c]Trun2
​Go Measured Runtime
Trun=2Rt[c]
​Go Maximum Unambiguous Range
Run=[c]Tpulse2
​Go Pulse Repetition Time
Tpulse=2Run[c]

How to Evaluate Maximum Power Density Radiated by Antenna?

Maximum Power Density Radiated by Antenna evaluator uses Maximum Radiated Power Density = Lossless Isotropic Power Density*Maximum Gain of Antenna to evaluate the Maximum Radiated Power Density, The Maximum Power Density Radiated by Antenna formula is defined as Power transmitted from an antenna spreads out in a sphere. Maximum Radiated Power Density is denoted by ρmax symbol.

How to evaluate Maximum Power Density Radiated by Antenna using this online evaluator? To use this online evaluator for Maximum Power Density Radiated by Antenna, enter Lossless Isotropic Power Density (ρ) & Maximum Gain of Antenna (Gmax) and hit the calculate button.

FAQs on Maximum Power Density Radiated by Antenna

What is the formula to find Maximum Power Density Radiated by Antenna?
The formula of Maximum Power Density Radiated by Antenna is expressed as Maximum Radiated Power Density = Lossless Isotropic Power Density*Maximum Gain of Antenna. Here is an example- 0.5 = 10000*1.5.
How to calculate Maximum Power Density Radiated by Antenna?
With Lossless Isotropic Power Density (ρ) & Maximum Gain of Antenna (Gmax) we can find Maximum Power Density Radiated by Antenna using the formula - Maximum Radiated Power Density = Lossless Isotropic Power Density*Maximum Gain of Antenna.
Can the Maximum Power Density Radiated by Antenna be negative?
No, the Maximum Power Density Radiated by Antenna, measured in Power Density cannot be negative.
Which unit is used to measure Maximum Power Density Radiated by Antenna?
Maximum Power Density Radiated by Antenna is usually measured using the Kilowatt Per Cubic Meter[kW/m³] for Power Density. Horsepower Per Litre[kW/m³], Decawatt Per Cubic Meter[kW/m³], Gigawatt Per Cubic Meter[kW/m³] are the few other units in which Maximum Power Density Radiated by Antenna can be measured.
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