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this type of circuits are those of base 2 (2-4-8) however in this
design we have in turn the divisions of 3-5-6-7 (see diagram 7).
Completing the circuit is the RESET input in order to reset
the counter when required.
In the
Step Brother we have the sequencer clock output
signal normalized to clock divider input. That internal con-
nection can be interrupted with the jack insertion.
In the next example we are going to use the output /4 for
modulate the pulse width of the clock, resulting every 4
steps, one step will be more sustained time than the rest of
Steps. For this we need that the enevelope levels at the VCA
are suitable for the effect.
To take advantage of the availability of simultaneous outputs
we will also make an example through which we will restart the
sequencer using a subdivision signal, for example 1/18 to limit
the sequence to 8 steps. We will connect the 1/8 output to the
RESET input of the sequencer This patch has a particularity,
giving the possibility of use the GATE BUS 3 to SKIP function at
the same time that we restart the sequence every 8 steps, obtai-
ning different sequences of eight steps depending on the steps
we are going skipping. We can also experience playing with lea-
ving active less than 8 steps and see the result of phase or phase
shift at the restart of the sequence (diagram 8 on page 25).
Using the clock divider as a audio frequency divider:
A particularity of this analog divider design is that it will
allow us a range of frequencies higher than other designs based
on digital processors that suffers from aliasing if their proces-
sing is not enough fast. This advantage will allow us to work
with signals beyond 20 Hz and be able to work succesfully up
to high audio frequencies. In this way we will be able to obtain
from an audio oscillator signal its lower octave, which would
be the classic sub-oscillator sound of classic synthesizers. As
we said in this design we have an original subdivisions that are
outside of the base of 2, being possible to get sub-oscillators that
go to a third, a fifth, a sixth, or a seventh of the frequency initial.
Adding these divisions with the original signal or between the
divisions themselves we can obtain intervals or chords. Note
that the division will result in mathematical intervals which
will not exactly coincide with the tempered scale. However, the
results can be very interesting for experimentation.
In diagram 9 (page 25) we are going to use an audio mixer
to compose in real time different chords not tempered from
an original monophonic signal.
Diagram 7
0 1 2 3 4 5 6 7 8
Clock
Input
1/2
1/3
1/4
1/5
1/6
1/7
1/8
Содержание STEP BROTHER
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