If it helps, the EMC Handbook Vol. 4 (White) suggests that absorbing 
material (6dB loss) in an SAC reduces the error caused by all reflection 
(reinforced/cancellation) to about 4dB peak to peak.

Single bound path with no absorption seems to result in only about 3dB 
(peak to peak) error, according to White.
_______________________________________________________________________________ 


Ralph McDiarmid  |   Schneider Electric   |  Solar Business  |   CANADA  | 
  Regulatory Compliance Engineering 




From:
"Pawson, James" <[email protected]>
To:
[email protected], 
Date:
07/31/2015 08:17 AM
Subject:
[PSES] Calculating Reflection Angles on OATS/SAC



Hi,
 
I’m trying to calculate the distances/angles at which a maximum (in phase) 
or minimum (anti-phase) signal would occur on an OATS/SAC.
 
I can do this simply when the TX and RX antennae are the same height above 
the reflecting surface as the point of reflection lies halfway between the 
two antennae, Distance_tx = Distance_rx. The direct and reflected paths 
can be calculated using simple geometry and the wavelength is given by 
lambda = c / f.
 
However when the height of the RX antenna is different to the height of 
the TX antenna then the horizontal distance to the reflection point is no 
longer equidistant. I can see that the ratio Height_tx / Distance_tx = 
Height_rx / Distance_rx remains the same because the angle of reflection 
is the same. But I’m left with two unknown Distance terms in the equation.
 
Is there a standard equation for calculating the reflection angle on an 
OATS/SAC with a varying height antenna? Or can someone give me some 
pointers to help me figure it out myself? I was so distracted thinking 
about this that I missed my turnoff whilst cycling home the other day.
 
I’ve tried Googling but maybe I’m not putting in the right search term.
 
Any assistance gratefully received.
Thanks and regards,
James
 

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http://product-compliance.oc.ieee.org/ can be used for graphics (in well-used 
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