The "PSB" signal report
A PSB (Print, Strength, Bandwidth) report is proposed for PSK communications to ensure a more meaningful exchange occurs, where:
Print is an estimate of average error free text decoding on the screen
Strength
looks at waterfall trace or spectrum amplitude relative to noise
Bandwidth refers
to visible signal width on the waterfall or spectrum, with excessive bandwidth
interpreted by the presence of additional unwanted sidebands
S meters measure the average
strength of all signals in the receiver passband. So for situations where
multiple signals are present, and NB IF filtering is not applied, then a visual
measure of relative waterfall trace or spectrum amplitude is more meaningful for
the strength of the decoding signal.
When viewing the bandwidth of
very strong signals, well-suppressed additional sidebands may be seen above the
noise floor. In this case, an IMD reading may assist in determining their
status. If the IMD reading is about –25db or better, then any additional
sidebands can be assumed as below the interference threshold, disregarded, and a
B9 report given. If the IMD reading is about –20db or worse, then the additional
sideband modulation is undesirable, may cause interference to other stations,
and an appropriate value from the bandwidth table can be applied to the
report.
It is suggested that IMD
readings only be given to the other operator when requested, and then only as a
supplementary report. This is because IMD is only valid for strong signals at
idle, and after careful adjustment of receiver settings. However, an IMD
measurement at the transmitter can be accurately undertaken, and is an excellent
way to verify that the station setup is optimised.
Click here for a further
discussion on IMD measurement.
The format of the 3 data elements of a PSB report continue to satisfy the traditional RST requirements for manual and computer logs, QSL cards and PSK software.
For simplicity, not all numeric designators are used for Strength and Bandwidth reporting; however there is no reason why operators cannot use all the available numbers, but no additional descriptors are proposed.