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Decibels, μV and dBμV

 

Brief explanation of the Decibel (aerial trade wise)  (including definition of dBμVs)

Graph of dB to ratio

Graph of dB to 1 mV

 

Before we go any further we must clarify the difference between decibels power wise

(e.g. Watts = Volts x Amps) and decibels level wise (e.g. Volts), the two differ by a factor

of two. In the aerial game we`re interested in signal level, specifically at the input to the TV

tuner. For level a doubling equates to 6 dB, whereas for power doubling equates to 3 dB.

All dB levels quoted on this site are for signal level.

 

The Decibel (or dB for short) is a much misunderstood unit, it is simply a ratio.

For an amplifier (or splitter) it is the ratio between the input signal level and the output

signal level. In the case of aerial gain it is (or should be) measured in dBd, that is gain as

compared to (i.e. the ratio to) just a half wave dipole on its own. Some aerial manufacturers

quote dBi, which is gain relative to a theoretical isotropic source. I`m not really sure what

the latter is, and, to be perfectly frank, I`m not that bothered either, because aerial gain in

the real world should be measured in dBd anyway. I object to manufacturers trying to make

their aerials seem higher gain than they really are by quoting dBi, and hoping the customers

don`t know the difference.

To convert dBi to dBd deduct 2.15.

In fact manufacturers shouldn`t just quote peak gain anyway

(whether in dBi or dBd) because it`s potentially misleading....

 

Either way 0dBd or 0dBi does not mean that no signal would be received by the aerial,

it just means that the aerial only picks up the same amount of signal as the dipole

would on its own, i.e. with no reflector or any directors.

The dB is a logarithmic scale and this can be very helpful helpful

in the aerial game, big differences in signal can be worked with

relatively simply. The latter can be achieved by using dBμVs

instead of mVs, i.e. a unit which is dB relative to one microvolt.

Since 0dB means no increase or decrease, then 0dBμV = 1μV    That is to say : 0dB x 1μV  

Other levels are shown in the table on the left. By using dBμV

simple addition / subtraction can be utilised to calculate signal

levels throughout a system, including, crucially, at each TV input.

The preferred range at the TV input is 60 to 80dBμV on analogue (or 45 to 60dBμV digital).

For analogue aiming for 70 to 75dBμV makes sense.

As an example, if one has 80dBμV at the aerial (a strong signal area) and one loses 3dB

through the cable, then utilises a 6 way splitter (loss 10dB) one can easily calculate the

output by simple subtraction, thus 80 - 3 - 10 = 67dBμV, i.e. it should work fine !

Amplified systems work in the same way, e.g. input signal 65dBμV (medium signal area),

then gain through the amplifier 16dB, loss through cable 3dB, then through an 8 way

splitter (loss 12dB). Thus 65 + 16 - 3 - 12 = 66dBμV, i.e. it should work fine !

 

When it come to amplifiers, or attenuators, the ratio is the output compared to the input.

Examples (shown on the graph below) could be :

A 14dB increase will give an output level of 5 from an input level of 1.  

In the case of an aerial amplifier, a 1mV input will give a 5mV output.

Minus 6dB ( = attenuation) makes the output level half of the input.

If using a 6dB attenuator, a 1mV input would result in a 0.5mV (500μV) output.               

Graph showing dB as a ratio
Graph showing dB to 1mV
      dB to 1 mV graph
(graphic courtesy of Bill Wright)
dBμV v mV v μV

Also see Wikipedia and Astrosurf articles on the decibel

 

 

 

If you`ve found this site informative and, hopefully, interesting as well,

please help us increase the number of people reading it.

 

 

 

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