The increase in gain of a fixed length wire antenna is given in the ARRL 
handbook and is less than monotonic with increasing frequency, further it
comes at a high price for a broadcast antenna: the main lobe veers away from
an optimal toroidal pattern and begins to align with the wire.

But I am not sure that has any bearing whatsoever on the issue of deriving a
microwave radiated emission limit.  The issue as I see it is this:

If I build a 900 MHz link, and a 2.4 GHz link, the antennas for the 2.4 GHz
link will be shorter by the ratio of their wavelengths, for the same gain.
That means the shorter antenna's effective aperture has decreased, and it is
less efficient as a receiver.  In turn that means it can stand a higher
level of radiated rfi.  Which means to me, other things equal, that the
radiated rfi limit should increase with increasing frequency.

What am I missing?
----------
>From: Cortland Richmond <[email protected]>
>To: Ken Javor <[email protected]>, ieee pstc list <[email protected]>
>Subject: Re: Clock frequencies
>Date: Wed, Sep 18, 2002, 8:34 PM
>

> An antenna of some physical size will indeed have gain increasing with
> frequency. There is some justification, a 1 GHz antenna being reasonably
> small, for assuming that antennas will have similar sizes -- and increasing
> gain -- above 960 MHz. However, I suspect that the original limit was
> simply an extrapolation, not many users existing there to be affected by
> Part 15 devices, from the limit _below_ 960 MHz.
>
> Cortland
> 

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