[Rana, Den, Mirko]
It seems you can shoot yourself in the foot if your filter modules are too complex.
Den discovered this when looking into the C1:SUS-MC?_SUSPOS filter module named Cheby, consisting of cheby1("LowPass",6,1,12)cheby1("LowPass",2,0.1,3)gain(1.13501) by noticing that the coherence between input and output of the filter is low.
Cheby filter:


This is most likely due to the filter spanning more than the 16 orders of precision that the double data type spans.
The coherence is fine when one splits the filter in two, giving every cheby1 filter its own module. The coherence is also fine when you use the Cheby filter in a 2kHz system, although the freq. response looks very odd
Black: 16kHz, Red 2kHz (yes the filter was converted correctly, no text file editing there)

The problem occurs on c1lsc as well as c1sus computer.
Looking into the foton files actually points to a precision problem, with the huge range of scale covered in there:
C1:MCS 16kHz (Cheby: Original filter with low coherence. CHbyTST & ChebyTST: Original filter split amongst two filter modules)
################################################################################
### SUS_MC3_LSC ###
################################################################################
# DESIGN SUS_MC3_LSC 0 zpk([0],[30],0.333333,"n")
# DESIGN SUS_MC3_LSC 1 cheby1("LowPass",6,1,12)
# DESIGN SUS_MC3_LSC 2 cheby1("LowPass",2,0.1,3)gain(1.13501) \
#
# DESIGN SUS_MC3_LSC 3 cheby1("LowPass",2,0.1,3)gain(1.13501)cheby1("LowPass",6,1,12)
# DESIGN SUS_MC3_LSC 4 ellip("BandStop",4,1,40,16.1,16.9)ellip("BandStop",4,1,40,23.7,24.5)gain(1.25871)
### ###
SUS_MC3_LSC 0 12 1 32768 0 30:0.0 9.942903833923793 -0.9885608209680459 0.0000000000000000 -1.0000000000000000 0.0000000000000000
SUS_MC3_LSC 1 21 3 0 0 CHbyTST 9.095012702673064e-18 -1.9978637592754149 0.9978663974923444 2.0000000000000000 1.0000000000000000
-1.9984258494490537 0.9984376515442090 2.0000000000000000 1.0000000000000000
-1.9994068831713223 0.9994278587363880 2.0000000000000000 1.0000000000000000
SUS_MC3_LSC 2 12 1 32768 0 ChebyTST 1.228759186937126e-06 -1.9972699801052749 0.9972743606395355 2.0000000000000000 1.0000000000000000
SUS_MC3_LSC 3 12 4 32768 0 Cheby 1.117558041371939e-23 -1.9972699801052749 0.9972743606395355 2.0000000000000000 1.0000000000000000
-1.9978637592754149 0.9978663974923444 2.0000000000000000 1.0000000000000000
-1.9984258494490537 0.9984376515442090 2.0000000000000000 1.0000000000000000
-1.9994068831713223 0.9994278587363880 2.0000000000000000 1.0000000000000000
SUS_MC3_LSC 4 12 8 32768 0 BounceRoll 0.9991466189294013 -1.9996634951844035 0.9997010181703262 -1.9999611719719754 0.9999999999999997
-1.9999303040590390 0.9999684339228864 -1.9999605309876360 0.9999999999999999
-1.9999248796830529 0.9999668732412945 -1.9999594299327190 1.0000000000000002
-1.9996385459838455 0.9996812069238987 -1.9999587601905868 1.0000000000000000
-1.9996161812709703 0.9996978939989944 -1.9999163485656493 0.9999999999999999
-1.9998855694973159 0.9999681878303275 -1.9999154056705493 0.9999999999999998
-1.9998788577090287 0.9999671193335300 -1.9999137972442669 1.0000000000000000
-1.9995951159123118 0.9996843310430819 -1.9999128255920269 1.0000000000000000
C1:OAF 2kHz
###############################################################################
### YARM_IN ###
################################################################################
# DESIGN YARM_IN 0 zpk([0],[30],0.333333,"n")
# DESIGN YARM_IN 3 cheby1("LowPass",6,1,12)cheby1("LowPass",2,0.1,3)gain(1.13501)
# DESIGN YARM_IN 4 ellip("BandStop",4,1,40,16.1,16.9)ellip("BandStop",4,1,40,23.7,24.5)gain(1.25871)
# DESIGN YARM_IN 8 cheby1("LowPass",6,1,12)cheby1("LowPass",2,0.1,3)gain(1.13501)zpk([],[10],1,"n")
### ###
YARM_IN 0 12 1 4096 0 30:0.0 9.56649943398763 -0.9119509539166185 0.0000000000000000 -1.0000000000000000 0.0000000000000000
YARM_IN 3 12 4 4096 0 Cheby 1.829878084970283e-16 -1.9828889048300398 0.9830565293861987 2.0000000000000000 1.0000000000000000
-1.9868188576622443 0.9875701115261976 2.0000000000000000 1.0000000000000000
-1.9940934073784453 0.9954330165532327 2.0000000000000000 1.0000000000000000
-1.9781245722853238 0.9784022621062476 2.0000000000000000 1.0000000000000000 |