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Add flooring modulo operator

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The $div and $mod cells use truncating division semantics (rounding
towards 0), as defined by e.g. Verilog. Another rounding mode, flooring
(rounding towards negative infinity), can be used in e.g. VHDL. The
new $modfloor cell provides this flooring modulo (also known as "remainder"
in several languages, but this name is ambiguous).

This commit also fixes the handling of $mod in opt_expr, which was
previously optimized as if it was $modfloor.
This commit is contained in:
Xiretza 2020-04-08 19:30:47 +02:00
parent 0d99522b3c
commit 17163cf43a
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GPG key ID: 17B78226F7139993
23 changed files with 280 additions and 37 deletions
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kernel/rtlil.cc
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@ -948,7 +948,7 @@ namespace {
return;
}
if (cell->type.in(ID($add), ID($sub), ID($mul), ID($div), ID($mod), ID($pow))) {
if (cell->type.in(ID($add), ID($sub), ID($mul), ID($div), ID($mod), ID($modfloor), ID($pow))) {
param_bool(ID::A_SIGNED);
param_bool(ID::B_SIGNED);
port(ID::A, param(ID::A_WIDTH));
@ -1949,6 +1949,7 @@ DEF_METHOD(Sub, max(sig_a.size(), sig_b.size()), ID($sub))
DEF_METHOD(Mul, max(sig_a.size(), sig_b.size()), ID($mul))
DEF_METHOD(Div, max(sig_a.size(), sig_b.size()), ID($div))
DEF_METHOD(Mod, max(sig_a.size(), sig_b.size()), ID($mod))
DEF_METHOD(ModFloor, max(sig_a.size(), sig_b.size()), ID($modfloor))
DEF_METHOD(LogicAnd, 1, ID($logic_and))
DEF_METHOD(LogicOr, 1, ID($logic_or))
#undef DEF_METHOD