Re: how to make list of unequal-sized signals

What about this?

multout = [Signal(intbv(0, min=de.min*coeff, max=de.max*coeff)) for coeff
in coeffs]

resized_multout = [Signal(intbv(0, min=de.min*coeffmax,
max=de.max*coeffmax)) for coeff in coeffs]

for i in range(len(coeffs)):
  @always_comb
      def res():
           resized_multout[i].next = multout[i]

@always_comb
    def outdat():
        totsum = 0
        for i in range(len(coeffs)):
            totsum += resized_multout[i]
        qe.data.next = totsum

Samuele
Il 25/Feb/2016 15:38, "David Belohrad" <[email protected]> ha scritto:

> Hi all,
>
> that is indeed exactly what I want to do. I do not want instantiate a
> memory like iface, but rather bunch of individual signals, which will be
> properly linked.
>
> using this construct:
> multout = [Signal(intbv(0, min=de.min*coeff, max=de.max*coeff)) for coeff
> in coeffs]
>
> outside of the yield functions works exactly as expected, i.e. it
> generates tons of signals. Problem is, that I use multout as follows:
>
>     @always_comb
>     def outdat():
>         totsum = 0
>         for i in range(len(coeffs)):
>             totsum += multout[i]
>         qe.data.next = totsum
>
> and when multout is inside any decorated block it tries to instantiate
> memory-like array (as properly stated in docs), which i'd like to avoid and
> instead generate 'on-fly' totsum = resize(multout[0],
> totsum'length)+resize(multout[1], totsum'length)+....
>
> which would permit me to take control over length of multout (which is an
> output of multiplier, hence I'd like to use minimum amount of bits to
> implement it to control fpga resources)...
>
>
>
>
>
>
> Christopher Felton <[email protected]> writes:
>
> >> this does not seem to be convertible, as the signals in the array
> >> have different lengths
> >>
> >> multout = [Signal(intbv(0, min=de.min*coeff, max=de.max*coeff)) for
> >> coeff in coeffs]
> >
> > You can't do this, in hardware if they are all different
> > types they would need to be mapped to some non-homogeneous
> > structure (i.e. not memory).
> >
> > What I would do if first find the min and max in your
> > coefficients and create the coefficient array
> > (list-of-signals) from the overall collection's min and
> > max.  Then you have a structure that can be mapped to
> > to a memory if needed.
> >
> > If that is not desired, you don't have much choice but
> > to individually select the different size `coeff`.  Note,
> > if you use the ROM [1] structure (tuple-of-ints) it will
> > use the minimal hardware you desire.
> >
> > Regards,
> > Chris
> >
> >
> > [1]
> >
> http://docs.myhdl.org/en/stable/manual/conversion_examples.html#rom-inference
> >
> >
> >
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