open Netlist_ast
(* module Idm = Map.Make (String) *)
module Idm = Env
(*module Imap = Map.Make(struct type t = int let compare = compare end)*)
module Iset = Set.Make (struct type t = int let compare = compare end)
type res =
| Arg of (arg * int)
| Calc of (Iset.t -> equation list -> int Idm.t ->
arg * int * equation list * int Idm.t)
type calc =
unit -> res ref
let id =
let cnt = ref 0 in
fun s ->
let res = s ^ "_xoxo_" ^ (string_of_int !cnt) in
incr cnt; res
let id2 =
let cnt = ref 0 in
fun () ->
let v = !cnt in incr cnt; v
let value n =
let l = String.length n in
let v = Array.init l (fun i -> n.[i] = '1') in
let res = ref (Arg (Aconst v,l)) in
fun () -> res
let calc ids eqs vars e =
let res = e () in
match !res with
| Calc c ->
let a,t,eqs,vars = c ids eqs vars in
( res := Arg (a,t); a, t, eqs, vars )
| Arg (a,t) -> a,t,eqs,vars
(*let calc_rec t ids eqs vars e =
let res,ide = e () in
try let id,_ = Imap.find ide ids in
Avar id, t, eqs, vars, ids
with Not_found ->
match !res with
| Calc c ->
let id = id "" in
let a,t,eqs,vars = c (Imap.add ide (id,t) ids) eqs vars in
( res := Arg (a,t); a, t, eqs, vars )
| Arg (a,t) -> a,t,eqs,vars*)
let ( ++ ) a b =
let res = ref (Calc (
fun ids eqs vars ->
let arga,ta,eqs,vars = calc ids eqs vars a in
let argb,tb,eqs,vars = calc ids eqs vars b in
let res = id "" in
Avar res, (ta+tb), (res,Econcat (arga, argb))::eqs,
Idm.add res (ta+tb) vars)) in
fun () -> res
let ( ^^ ) a b =
let res = ref (Calc (
fun ids eqs vars ->
let arga,ta,eqs,vars = calc ids eqs vars a in
let argb,tb,eqs,vars = calc ids eqs vars b in
if ta = tb then
let res = id "" in
Avar res, (ta), (res,Ebinop (Xor,arga, argb))::eqs, Idm.add res (ta) vars
else assert false)) in
fun () -> res
let ( ^| ) a b =
let res = ref (Calc (
fun ids eqs vars ->
let arga,ta,eqs,vars = calc ids eqs vars a in
let argb,tb,eqs,vars = calc ids eqs vars b in
if ta = tb then
let res = id "" in
Avar res, (ta), (res,Ebinop (Or,arga, argb))::eqs, Idm.add res (ta) vars
else assert false)) in
fun () -> res
let ( ^& ) a b =
let res = ref (Calc (fun ids eqs vars ->
let arga,ta,eqs,vars = calc ids eqs vars a in
let argb,tb,eqs,vars = calc ids eqs vars b in
if ta = tb then
let res = id "" in
Avar res, (ta), (res,Ebinop (And,arga, argb))::eqs, Idm.add res (ta) vars
else assert false)) in
fun () -> res
let ( ^$ ) a b =
let res = ref (Calc (fun ids eqs vars ->
let arga,ta,eqs,vars = calc ids eqs vars a in
let argb,tb,eqs,vars = calc ids eqs vars b in
if ta = tb then
let res = id "" in
Avar res, (ta), (res,Ebinop (Nand,arga, argb))::eqs, Idm.add res (ta) vars
else assert false)) in
fun () -> res
let not a =
let res = ref (Calc (fun ids eqs vars ->
let arga,ta,eqs,vars = calc ids eqs vars a in
let res = id "" in
Avar res, ta, (res,Enot arga)::eqs, Idm.add res ta vars)) in
fun () -> res
let mux a b c =
let res = ref (Calc (fun ids eqs vars ->
let arga,ta,eqs,vars = calc ids eqs vars a in
let argb,tb,eqs,vars = calc ids eqs vars b in
let argc,tc,eqs,vars = calc ids eqs vars c in
if ta = 1 && tb = tc then
let res = id "" in
Avar res, tb, (res,Emux (arga,argb,argc))::eqs, Idm.add res tb vars
else assert false)) in
fun () -> res
let ( ** ) a n =
let res = ref (Calc (fun ids eqs vars ->
let arga,ta,eqs,vars = calc ids eqs vars a in
if n >= ta then assert false
else if ta = 1 then arga,ta,eqs,vars
else let res = id "" in
Avar res, 1, (res,Eselect (n,arga))::eqs, Idm.add res 1 vars)) in
fun () -> res
let ( % ) a (i,j) =
let res = ref (Calc (fun ids eqs vars ->
let arga,ta,eqs,vars = calc ids eqs vars a in
if j > ta then assert false
else if i > j then assert false
else if j-i+1 = ta then arga,ta,eqs,vars
else let res = id "" in
Avar res, (j-i+1), (res,Eslice (i,j,arga))::eqs,
Idm.add res (j-i+1) vars)) in
fun () -> res
let rom prefix a_s w_s a =
let res = ref (Calc (fun ids eqs vars ->
let arga,ta,eqs,vars = calc ids eqs vars a in
if ta = a_s && w_s > 0 then
let res = id prefix in
Avar res, w_s, (res,Erom (a_s,w_s,arga))::eqs, Idm.add res w_s vars
else assert false)) in
fun () -> res
let ram a_s w_s ra we wa =
let id2 = id2 () in
let id = id "" in
fun d ->
let res = ref (Calc (fun ids eqs vars ->
if Iset.mem id2 ids then Avar id, w_s, eqs, vars
else let argra,tra,eqs,vars = calc ids eqs vars ra in
let ids = Iset.add id2 ids in
let argwe,twe,eqs,vars = calc ids eqs vars we in
let argwa,twa,eqs,vars = calc ids eqs vars wa in
let argd,td,eqs,vars = calc ids eqs vars d in
if tra = a_s && twa = a_s && td = w_s && twe = 1 then
Avar id, w_s, (id,Eram (a_s,w_s,argra,argwe,argwa,argd))::eqs, Idm.add id w_s vars
else assert false)) in
fun () -> res
let reg n =
let id2 = id2 () in
let id = id "" in fun a ->
let res = ref (Calc (fun ids eqs vars ->
if Iset.mem id2 ids then Avar id, n, eqs, vars
else let arga,ta,eqs,vars = calc (Iset.add id2 ids) eqs vars a in
if ta = n then
match arga with
| Avar id' -> Avar id, n, (id,Ereg id')::eqs, Idm.add id n vars
| _ -> assert false
else assert false)) in
fun () -> res
let init_string n f =
let s = String.make n 'a' in
for i = 0 to n - 1 do
s.[i] <- f i
done;
s
(* value to string *)
let vts bits =
init_string (Array.length bits) (fun i ->
if bits.(i) then '1' else '0')
(* argument to string *)
let ats = function
| Avar id -> id
| Aconst n -> vts n
let s_op = function
| Or -> "OR"
| Xor -> "XOR"
| And -> "AND"
| Nand -> "NAND"
let print oc p =
let print_eq oc (s,e) =
let s_e =
match e with
| Earg a -> ats a
| Ereg s -> "REG " ^ s
| Enot a -> "NOT " ^ (ats a)
| Ebinop (b,a1,a2) -> (s_op b) ^ " " ^ (ats a1) ^ " " ^ (ats a2)
| Emux (a1,a2,a3) ->
"MUX " ^ (ats a1) ^ " " ^ (ats a2) ^ " " ^ (ats a3)
| Erom (n1,n2,a3) ->
"ROM " ^ (string_of_int n1) ^ " " ^ (string_of_int n2) ^
" " ^ (ats a3)
| Eram (n1,n2,a3,a4,a5,a6) ->
"RAM " ^ (string_of_int n1) ^ " " ^ (string_of_int n2) ^
" " ^ (ats a3) ^ " " ^ (ats a4) ^ " " ^ (ats a5) ^
" " ^ (ats a6)
| Econcat (a1,a2) -> "CONCAT " ^ (ats a1) ^ " " ^ (ats a2)
| Eslice (n1,n2,a3) -> "SLICE " ^ (string_of_int n1) ^ " " ^
(string_of_int n2) ^ " " ^ (ats a3)
| Eselect (n,a) -> "SELECT " ^ (string_of_int n) ^ " " ^ (ats a) in
Printf.fprintf oc "%s = %s\n" s s_e in
Printf.fprintf oc "INPUT ";
if p.p_inputs <> [] then
(Printf.fprintf oc "%s" (List.hd p.p_inputs); List.iter
(Printf.fprintf oc ", %s") (List.tl p.p_inputs));
Printf.fprintf oc "\nOUTPUT ";
if p.p_outputs <> [] then
(Printf.fprintf oc "%s" (List.hd p.p_outputs); List.iter
(Printf.fprintf oc ", %s") (List.tl p.p_outputs));
Printf.fprintf oc "\nVAR ";
let stts s t = if t = 1 then s else s ^ " : " ^ (string_of_int t) in
ignore (Idm.fold (fun s t b ->
if b then Printf.fprintf oc "%s" (stts s t)
else Printf.fprintf oc ", %s" (stts s t);
false) p.p_vars true);
Printf.fprintf oc "\nIN\n";
List.iter (print_eq oc) p.p_eqs