Few weeks before I have posted my query for calculating transmitter range in distance from output power in dbm. I received reply with a very good calculation for it. I need it now but the post is not there. Can anyone help me in finding older postings or please post the reply again.<p>Looking for urgent help..
Thanks,
Sunil
Transmitter range from output power
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Re: Transmitter range from output power
Try "search" at top right of page. Another way is to increase the number of days displayed.<p>[ May 30, 2004: Message edited by: Dale Y ]</p>
Dale Y
Re: Transmitter range from output power
Hi.
If the transmitter puts out +14dBm;
and the coaxial loss is 4dB;
You are left with +10 dBm;
And if the antenna has a gain of 6dB;
The radiated power is +16dBm.
The loss trough the air space from transmitter antenna to receiving antenna is:
L(loss)=20LogD + 20 LogF +32.3
Where D =distance in miles
and F = frequency in MHz<p>Substract that L figure from +16dBm and you will get the signal power reaching the receiver antenna.
Example: at 150MHz; 100 miles; L(loss) = 115.7 dB
The example yields -99.7dBm reaching the receiving antenna.<p>If the receiving antenna has a gain of 3dB; add them:
-99.7 + 3 = -96.7 dBm
If the receiving coaxial has 5 dB loss,
-96.7 and - 5 = -101.7 dBm<p>If the sensitivity of the receiver is better than -101.7 dBm; you get communication.<p>In other words, add all gains and substract all losses to find the total signal level.
You will have to translate 5 miles = to 8 Km.; I do not have the metric formula.<p>A few equivalences for 50 Ohm systems:
2µW = -27 dBm
1mW = 0 dBm
2W = +33 dBm
32W = +45 dBm
1KW = +60 dBm<p>Miguel
If the transmitter puts out +14dBm;
and the coaxial loss is 4dB;
You are left with +10 dBm;
And if the antenna has a gain of 6dB;
The radiated power is +16dBm.
The loss trough the air space from transmitter antenna to receiving antenna is:
L(loss)=20LogD + 20 LogF +32.3
Where D =distance in miles
and F = frequency in MHz<p>Substract that L figure from +16dBm and you will get the signal power reaching the receiver antenna.
Example: at 150MHz; 100 miles; L(loss) = 115.7 dB
The example yields -99.7dBm reaching the receiving antenna.<p>If the receiving antenna has a gain of 3dB; add them:
-99.7 + 3 = -96.7 dBm
If the receiving coaxial has 5 dB loss,
-96.7 and - 5 = -101.7 dBm<p>If the sensitivity of the receiver is better than -101.7 dBm; you get communication.<p>In other words, add all gains and substract all losses to find the total signal level.
You will have to translate 5 miles = to 8 Km.; I do not have the metric formula.<p>A few equivalences for 50 Ohm systems:
2µW = -27 dBm
1mW = 0 dBm
2W = +33 dBm
32W = +45 dBm
1KW = +60 dBm<p>Miguel
- Abolish the deciBel ! -
Re: Transmitter range from output power
I don't want to tread on your toes Miguel, but I would like to add the following.<p>A non-directional antenna will radiate equally in all directions. A directional one concentrates the energy in only one direction and hence give the effect of gain, relative to a non-dirctional antenna, in that particular direction.<p>In you example it isn't the radiated power which is 16dBm, it is the equivalent radiated power, or e.r.p. <p>Regards.
Re: Transmitter range from output power
Yes, David.
The antenna gains taken in account are the ones in the direction of interest.
A 6dB example gain in an antenna is in the direction of aiming; the same antenna can show a loss in another direction but not taken in account as effective radiated power e.r.p. for the calculation of the path.
Miguel
The antenna gains taken in account are the ones in the direction of interest.
A 6dB example gain in an antenna is in the direction of aiming; the same antenna can show a loss in another direction but not taken in account as effective radiated power e.r.p. for the calculation of the path.
Miguel
- Abolish the deciBel ! -
Re: Transmitter range from output power
Thanks a lot for all your responses and posting details again.<p>Sunil
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