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ENSONIQ SQ-R

ENSONIQ SQ-R
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S&R
Miisician
's
Manual
Section
6
-
Standard
Soimd
Programming
Filter
Bank
Each
SQ-R
voice
has
its
own
pair
of
digital
filters,
Filter
1
and
Filter
2,
which
are
connected
in
series.
The
filter
settings
determine
which
ranges
of
frequencies
will
be
allowed
to
pass
through
to
the
output.
Low-pass/High-pass
A
low-pass
filter
allows
only
those
frequencies
below
the
filter
cutoff
frequency
to
pass
higher
frequencies
are
filtered
out.
The
reverse
is
true
for
a
high-pass
filter
it
lets
frequencies
higher
than
the
cutoff
frequency
pass
and
filters
out
those
below.
In
the
SQ-R,
Filter
1
is
always
a
low-pass
filter.
Filter
2
can
be
either
a
high-pass
or
low-pass
filter.
Poles:
Rolloff
Curves
"Pole"
is
an engineering
term
which
describes
the
steepness
of
a
filter,
or
the
filter's
cutoff
slope.
Each
additional
pole
gives
a
filter
a
steeper
rolloff
curve.
In
the
SQ-R,
the
filter
modes
are
interdependent;
that
is,
the
combined
number
of
poles
in
Filter
1
and
Filter
2
is
always
four.
These
four
poles
are
divided
between
the
two
filters;
either
as
2
and
2,
or
as
3
and
1.
A
1-pole
filter
will
rolloff
at
6
dB
per
octave;
a
2-pole
filter,
12
dB
per
octave;
a
3-pole
filter,
18
dB
per
octave;
and
4-pole
filter,
24
dB
per
octave.
To
reproduce
a
4-pole
low-pass
filter
(for
that
"classic"
analog
synth
sound)
you
would
set
both
low-pass
filters
to
roll
off
at
12
dB
per
octave,
resulting
in
a
24
dB
per
octave
rolloff.
Cutoff
Frequency
Every
filter
has
a
"knee"
in
the
response
curve,
known
as
the
cutoff
frequency.
This
is
the
frequency
at
which
the
filter
begins
filtering
out
frequencies.
The
filter
cutoff
frequency
can
remain
fixed
over
time,
or
it
can
be
varied
by
modulating
the
filter
with an
envelope,
LFO,
velocity,
etc.
Filter1/Filter2
Filter
Bank
Filterl=
2LoPass
Filter2=
2HiPass
Filter
1
Mode
Determines
whether
Filter
1
will
be
a
2-pole
or
3-pole
low-pass
filter.
■ilter2
Filter
2
Mode
Filter
2
can
be
configured
as
a
2-pole
or
1-pole
high-pass
filter,
or
a
2-pole
or
1-pole
low-pass
filter.
These
two
parameters
are
"tied
together"
in
that
changing
the
value
of
either
will
result
in
a
corresponding
change
in
the
other.
iher
Bank
6-25

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