Welcome!
This community is for professionals and enthusiasts of our products and services. Share and discuss the best content and new marketing ideas, build your professional profile and become a better marketer together.
Range depends on the performance of both sides of the communication path. Sensitivity as well as transmit power determine the range. Antennas are just like reflectors for light. They shape the signal and project the energy in a certain direction. Those antennas are characterized by gain. A 3dBi gain means that you have twice the energy at a certain angle. Omni directional antennas are 360º antennas, with gain, it means that they function more and more like a light house. All horizontal and no vertical gain.
For details on the sensitivity and the transmit power, check the technical specification for AIRcable products as well as the device you are communicating with.
Here is how to calculate your range:
Antenna Range Calculations
Wave propagation of AIRcable 2.4GHz products
Path Loss
As waves propagate out from the transmitter, some attenuation of the signal takes place due to properties of the medium (air in this cases). Path loss describes this attenuation as a function of the wavelength of the operating frequency and the distance between the transmitter and receiver. The path loss is derived from the Friis transmission equation and is defined as:
Path Loss = 20 log(4*π*r/λ) dB
where r is the distance between the transmitter and receiver, and at 2.4 GHz, λ=0.125 meters is the wavelength.
Range of AIRcable Products
A link budget analysis can mathematically predict the system range based on the power output, receiver sensitivity, antenna gains, path loss, and fading margin. The path loss equation represents path loss (signal attenuation) as a function of distance between the receiver and transmitter and the wavelength of the operating frequency. This equation is derived from the Friis transmission equation and is given by:
(1) Path Loss = 20* log(4*π*r/λ) dB, where
r = distance between transmitter and receiver λ = wavelength
The Friis transmission equation can be used to represent the path loss as the sum of the other system factors leading to the following equation:
(2) Link Budget = P(t) + G(t) + G(r) - R(s) - F(s) dB,
where P(t) = transmitted power (6 dBm) G(t) = gain of transmit antenna G(r) = gain of receive antenna R(s) = sensitivity of receiver (-83 dBm) F(s) = fading margin, (experimentally determined to be 22 dBm)
Now consider the AIRcable module:
λ = 0.125 meters (for f=2.4 GHz)
(Eq. 1) Path Loss = 105 dB = 20 * log(4*π*r/λ)
(Eq. 2) Link Budget = 6dBm + 3dB + 3dB - (-83dBm) - 22dBm = 73 dB
Setting these equations equal leads to r = 45 meters with the small 4 inch 3 dBi antenna.
Other results with different antennas:
- 5.5 dBi = 80m (rubber duck)
- 8 dBi = 140m (outdoor omni)
- 15 dBi = 700m (prof omni)
- 18 dBi = 1.4 km (patch)
- 24 dBi = 5.6 km (8 degree parabol)
Keep Informed
About This Community
Question tools
Stats
Asked: 12/14/15, 6:03 PM |
Seen: 3205 times |
Last updated: 11/14/16, 7:32 PM |