POWER DENSITY Flashcards
is defined as the travel of electromagnetic waves through or along a medium
Radio Frequency (RF) propagation
For RF propagation between approximately _______ and _______, radio waves travel in a direct line of sight
100 MHz and 10GHz
dielectric constant of space
1
dielectric constant of air at sea level
1.000536
is a theoretical, lossless, omnidirectional (spherical) antenna. That is, it radiates uniformly in all directions.
isotropic radiator
The power of a transmitter that is radiated from an isotropic antenna will have a ____________ (power per unit area) in all directions
uniform power density
The power density at any distance from an isotropic antenna is simply the ____________
transmitter power divided by the surface area of a sphere (4ʌR2) at that distance
The surface area of the sphere increases by the square of the radius, therefore
the power density, PD, (watts/square meter) decreases by the square of the radius.
use directional antennas to channel most of the radiated power in a particular direction.
Radars
is the ratio of power radiated in the desired direction as compared to the power
radiated from an isotropic antenna
Gain (G) of an antenna
The power density at a distant point from a radar with an antenna gain of Gt is the power density from
an isotropic antenna multiplied by the radar antenna gain.
Another commonly used term is effective isotropic radiated power (EIRP), where EIRP = Pt Gt. ERP is also used but EIRP is preferred because it specifically defines the type of reference antenna as
isotropic.
A receiving antenna captures a portion of this power determined by its
effective capture Area (Ae)
The received power available at the antenna terminals is the
power density times the effective capture area (Ae) of the receiving antenna.
For a given receiver antenna size the capture area is constant no matter how far it is from the transmitter. Also notice from Figure 1 that the received signal power decreases by 1/4 (6 dB) as the distance doubles. This is due to the R2 term in the denominator of equation.
For safety (radiation hazard) and EMI calculations, power density is usually expressed in
milliwatts per square cm