MIL-STD-188-164B
.
is attenuation (dB).
is uplink pointing error (degrees).
is 3 dB beamwidth (degrees).
For example: If the uplink beam is offset 0.01 degrees from alignment, then for a 38-foot (11.5824 meter) antenna at 8.4 GHz
with at 0.219089023 degrees, the attenuation is 0.025 dB. If because of pointing errors, the uplink beam is now offset by
0.03 degrees, the attenuation is 0.225 dB. Thus, if the control
system changes the pointing error from 0.01 degrees to 0.03 degrees, the EIRP will change by 0.2 dB. It is this change that
must be accounted for in the RSS equation.
It is important to note that satellite motion can also impact this loss. Terminal design must account for EIRP errors due to satellite motion regardless of whether the terminal has a pointing control system or not.
6.9 Accounting for pointing loss differences between uplink and downlink beams. Since the beamwidth is a function of the frequency used, and because pointing loss is determined by measuring variations in the downlink satellite beacon, the
actual uplink loss will differ from the downlink loss. At X-
band frequencies, the frequency separation is relatively small and the difference between uplink and downlink pointing losses is negligible. However, at Ka-band frequencies, the 10 GHz separation between uplink and downlink can cause significant differences. For the purposes of EIRP stability, the uplink pointing loss will be greater than the downlink pointing loss
and will therefore be used in the RSS equation in 4.2.4. Unless
otherwise specified, the equation for calculating the uplink pointing loss based on the measured downlink loss is as follows:
= pointing loss on the uplink at the given frequency in dB
40
For Parts Inquires call Parts Hangar, Inc (727) 493-0744
© Copyright 2015 Integrated Publishing, Inc.
A Service Disabled Veteran Owned Small Business