I guess there is confusion because there are two different "dBm" values.
a) the signal in the panadapter is a power *density*, which has, in
principle, the unit "dBm per Hz". It is usually normalized by
multiplying with the width of one pixel of the screen (in Hz)
As such, the noise floor in the panadapter should change with the
width of the panadaper. However, since you cannot change this
easily by a factor of 10, you won't notice it.
b) the S-meter reading (in dBm) is an integral of the signal,
multiplied with the filter curve, over the whole frequency
range. For "brick wall" filters, the S-meter reading you should
expect is the noise floor times the filter width.
Clearly, the noise floor does not depend on the filter, but the
S-meter dBm reading jumps by 10 dB if you switch from
a 250 Hz CW-filter to a 2500 Hz SSB-Filter. This *must* be.
c) Your table is correct (below 30 MHz), but the "dBm" is the
integrated signal.
And, every other ham radio does it hopefully correctl, since what you
measure in a traditional radio (behind the filter) is the power
that comes out, and this is an integral of the power density.
Note the notion of "S9" changes for the 6m band, here -93 dBm integrated
power density should be S9, while it is -73 dBm below 30 MHz.
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