Han Higasa wrote:
> hi Andy
>
> 1W = 0 dBW = 1000mW = 30 dBm
>
> A [dBm] = 10 x log (P)
>
> where P is power in milliwatts.
>
> P [mW] = 10^(A/10) = (A/10)th power of ten
>
> whare A is power in dBm.
>
> 3 dBm = 10^0.3 = approx 2 mW
> 10 dBm = 10^1 = 10 mW
>
> de Han JE1BMJ
Han,
you seem to be the only one to answer the original question directly.
I would have added however that the log needs to be to the base 10, and not
base
e. Depending on what software you use to do the computation, the 'log' function
may assume different bases.
Mathematica for example, assumes base e.
In[3]:= Log[1000.0]
Out[3]= 6.90776
and one needs to tell it to use base 10 if one wants base 10, as one would in
this case.
In[4]:= Log[10,1000.0]
Out[4]= 3.
So does the free open-source Sage maths software.
http://www.sagemath.org/
IIRC, most calculators use the 'log10' button for log to the base 10.
dave
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