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(****************************************************************************)
(* the diy toolsuite *)
(* *)
(* Jade Alglave, University College London, UK. *)
(* Luc Maranget, INRIA Paris-Rocquencourt, France. *)
(* *)
(* Copyright 2010-present Institut National de Recherche en Informatique et *)
(* en Automatique and the authors. All rights reserved. *)
(* *)
(* This software is governed by the CeCILL-B license under French law and *)
(* abiding by the rules of distribution of free software. You can use, *)
(* modify and/ or redistribute the software under the terms of the CeCILL-B *)
(* license as circulated by CEA, CNRS and INRIA at the following URL *)
(* "http://www.cecill.info". We also give a copy in LICENSE.txt. *)
(****************************************************************************)
(** Semantics of PPC instructions *)
module
Make
(C:Sem.Config)
(V:Value.S with type Cst.Instr.t = PPCBase.instruction)
=
struct
open MachSize
module PPC = PPCArch_herd.Make(SemExtra.ConfigToArchConfig(C))(V)
module Act = MachAction.Make(C.PC)(PPC)
include SemExtra.Make(C)(PPC)(Act)
let mixed = PPC.is_mixed
(* barrier pretty print *)
let sync = {barrier=PPC.Sync; pp="sync";}
let lwsync = {barrier=PPC.Lwsync; pp="lwsync";}
let eieio = {barrier=PPC.Eieio; pp="eieio";}
let barriers = [sync;lwsync;eieio;]
let isync = Some {barrier=PPC.Isync; pp="isync";}
let nat_sz = V.Cst.Scalar.machsize
let atomic_pair_allowed _ _ = true
let () = assert (nat_sz = MachSize.Quad)
(****************************)
(* Build semantics function *)
(****************************)
module Mixed(SZ : ByteSize.S) = struct
module Mixed = M.Mixed(SZ)
let (>>=) = M.(>>=)
let (>>*=) = M.(>>*=)
let (>>|) = M.(>>|)
let (>>::) = M.(>>::)
let (>>!) = M.(>>!)
let mk_read sz ato loc v =
let ac = Act.access_of_location_std loc in
Act.Access (Dir.R, loc, v, ato, (), sz, ac)
let read_reg is_data r ii =
M.read_loc is_data (mk_read nat_sz false) (A.Location_reg (ii.A.proc,r)) ii
let read_reg_data = read_reg true
and read_reg_ord = read_reg false
let do_read_mem sz ato a ii =
if mixed then
Mixed.read_mixed false sz (fun sz -> mk_read sz ato) a ii
else
M.read_loc false (mk_read sz ato) (A.Location_global a) ii
let read_mem sz a ii = do_read_mem sz false a ii
let read_mem_atomic sz a ii = do_read_mem sz true a ii
let write_loc sz loc v ii =
let ac = Act.access_of_location_std loc in
M.mk_singleton_es (Act.Access (Dir.W, loc, v, false, (), sz, ac)) ii
let write_reg r v ii =
M.mk_singleton_es
(Act.Access (Dir.W, (A.Location_reg (ii.A.proc,r)), v, false, (), nat_sz,Access.REG)) ii
let do_write_mem sz ato a v ii =
if mixed then
Mixed.write_mixed sz
(fun sz loc v -> Act.Access (Dir.W, loc , v, ato, (), sz, Access.VIR))
a v ii
else
M.mk_singleton_es
(Act.Access (Dir.W, A.Location_global a, v, ato, (), sz, Access.VIR)) ii
let write_mem sz a v ii = do_write_mem sz false a v ii
let write_mem_atomic sz a v ii = do_write_mem sz true a v ii
let write_flag r o v1 v2 ii =
M.addT
(A.Location_reg (ii.A.proc,r))
(M.op o v1 v2) >>= (fun (loc,v) -> write_loc nat_sz loc v ii)
let create_barrier b ii =
M.mk_singleton_es (Act.Barrier b) ii
let commit ii =
M.mk_singleton_es (Act.Commit (Act.Bcc,None)) ii
let write_addr a v ii = write_mem a v ii
let write_addr_conditional sz a v rr ar ii =
let eq =
[M.VC.Assign (a, M.VC.Atom ar);
M.VC.Assign (rr,M.VC.Atom V.one)] in
M.mk_singleton_es_eq
(Act.Access (Dir.W, A.Location_global a, v, true, (), sz, Access.VIR)) (* a rr ar *) eq ii
let read_addr a ii = read_mem a ii
let read_addr_res a ii = read_mem_atomic a ii
let read_reg_or_zero is_data r ii = match r with
| PPC.Ireg PPC.GPR0 ->
M.unitT V.zero
| _ ->
read_reg is_data r ii
(**********************)
(* Condition register *)
(**********************)
let bit_lt = 0
and bit_gt = 1
and bit_eq = 2
let cr0 = PPC.CRField 0
(* ISA notation is 0 for high-order, sigh *)
let caml_bitof bitidx = 3-bitidx
and ppc_bitreg cr bit = PPC.CRBit (32+4*cr+bit)
let read_flag cr bit ii =
read_reg_ord (PPC.CRField cr) ii >>=
M.op1 (Op.ReadBit (caml_bitof bit))
(* Set flags by comparing v1 v2 *)
let mask bit = V.intToV (1 lsl (caml_bitof bit))
let ifT bit op v1 v2 k =
(M.op op v1 v2 >>| k) >>=
fun (vb,vk) ->
M.op3 Op.If vb (mask bit) vk
let write_cr cr v1 v2 ii =
ifT bit_lt Op.Lt v1 v2
(ifT bit_gt Op.Gt v1 v2
(M.unitT (mask bit_eq))) >>=
(* [not Lt /\ not Gt] => Eq *)
fun v -> write_reg (PPC.CRField cr) v ii
let flags with_flags cr v1 v2 ii =
if with_flags then write_cr cr v1 v2 ii >>! ()
else M.unitT ()
(* sets the CR0[EQ] bit to veq *)
let flags_res veq ii =
let cr = 0 in
write_reg (PPC.CRField cr) (if veq then mask bit_eq else V.zero) ii
(* operations RD <- RA op RB *)
let op3regs ii op set rD rA rB =
let with_flags = match set with
| PPC.SetCR0 -> true
| PPC.DontSetCR0 -> false in
let proc = ii.PPC.proc in
((read_reg_ord rA ii >>| read_reg_ord rB ii) >>=
(fun (vA,vB) ->
M.addT (PPC.Location_reg (proc,rD)) (M.op op vA vB)
>>= (fun (l,v) ->
write_loc nat_sz l v ii >>|
flags with_flags 0 v V.zero ii)))
>>= B.next2T
(* operations RD <- RA op im *)
let op2regi ii op with_flags rD rA im =
let proc = ii.PPC.proc in
(read_reg_ord rA ii >>=
(fun vA ->
M.addT (PPC.Location_reg (proc,rD)) (M.op op vA im) >>=
(fun (l,v) ->
write_loc nat_sz l v ii >>|
flags with_flags 0 v V.zero ii)))
>>= B.next2T
let bcc_yes cr bit ii lbl =
read_flag cr bit ii >>= fun v ->
commit ii >>= fun () -> B.bccT v lbl
let bcc_no cr bit ii lbl =
read_flag cr bit ii >>=
M.op1 Op.Not >>=
fun v -> commit ii >>= fun () -> B.bccT v lbl
(**********)
(* Rotate *)
(**********)
let rot64 x n =
let n = n mod 64 in
begin
M.op1 (Op.LeftShift n) x >>|
M.op1 (Op.LogicalRightShift (63-n)) x
end >>= fun (x,y) ->
M.op Op.Or x y
let rot32 x n =
M.op1 (Op.Mask MachSize.Word) x >>= fun x ->
M.op1 (Op.LeftShift 32) x >>= fun y ->
M.op Op.Or x y >>= fun x ->
rot64 x n
(****************************)
(* Mask auxiliary functions *)
(****************************)
let op_and_mask msk = M.op1 (Op.AndK ("0b" ^ msk))
let mask k1 k2 =
let msk =
if k1 <= k2 then
let msk = Bytes.make 64 '0' in
for k=k1 to k2 do
Bytes.set msk k '1'
done ;
msk
else
let msk = Bytes.make 64 '1' in
for k = k2+1 to k1-1 do
Bytes.set msk k '0'
done ;
msk in
Bytes.to_string msk
let not_mask msk =
let len = String.length msk in
let r = Bytes.create len in
for k=0 to len-1 do
let c =
match msk.[k] with
| '0' -> '1'
| '1' -> '0'
| _ -> assert false in
Bytes.set r k c
done ;
Bytes.to_string r
let build_semantics _ ii =
M.addT (A.next_po_index ii.A.program_order_index)
begin match ii.A.inst with
| PPC.Pnop -> B.nextT
(* 3 regs ops *)
| PPC.Padd (set,rD,rA,rB) ->
op3regs ii Op.Add set rD rA rB
| PPC.Psub (set,rD,rA,rB) ->
op3regs ii Op.Sub set rD rA rB
| PPC.Psubf (set,rD,rA,rB) ->
op3regs ii Op.Sub set rD rB rA (* subtract from -> swap args *)
| PPC.Por (set,rD,rA,rB) ->
op3regs ii Op.Or set rD rA rB
| PPC.Pand (set,rD,rA,rB) ->
op3regs ii Op.And set rD rA rB
| PPC.Pxor (set,rD,rA,rB) ->
op3regs ii Op.Xor set rD rA rB
| PPC.Pmull (set,rD,rA,rB) ->
op3regs ii Op.Mul set rD rA rB
| PPC.Pdiv (set,rD,rA,rB) ->
op3regs ii Op.Div set rD rA rB
(* A very specific 3 regs op *)
| PPC.Pmr (rD,rS) ->
let too_far = false in
if too_far then
(* Hum, maybe of an exageration, 2 read events, against one *)
op3regs ii Op.Or PPC.DontSetCR0 rD rS rS
else
read_reg_ord rS ii >>=
fun v -> write_reg rD v ii >>= B.next1T
(* rotate instructions *)
| PPC.Pextsw (rD,rA) ->
read_reg_ord rA ii >>=
M.op1 (Op.Sxt Word) >>=
fun v -> write_reg rD v ii >>=
B.next1T
| PPC.Prlwinm (rD,rA,k1,k2,k3) ->
(* rotate left word immediate and mask *)
let m = mask (k2+32) (k3+32) in
read_reg_ord rA ii >>= fun a ->
rot32 a k1 >>=
op_and_mask m >>= fun v ->
write_reg rD v ii >>= B.next1T
| PPC.Prlwimi (rD,rA,k1,k2,k3) ->
(* rotate left word immediate mask insert*)
let m = mask (k2+32) (k3+32) in
let not_m = not_mask m in
(read_reg_ord rD ii >>| read_reg_ord rA ii) >>= fun (d,a) ->
rot32 a k1 >>= fun a ->
op_and_mask m a >>| op_and_mask not_m d >>= fun (d,a) ->
(* unlike RLWINM, this instruction preserves bits*)
M.op Op.Or d a >>= fun v ->
write_reg rD v ii >>= B.next1T
| PPC.Pclrldi (rD,rA,k) ->
(* create 1 mask from 0-(k-1), 0 mask for the rest *)
(* AND with contents of rA, store in rD *)
let m = mask k 63 in
read_reg_ord rA ii >>=
op_and_mask m >>= fun v ->
(* unlike RLWINM, this instruction preserves bits*)
(* We can simply OR (shifted rA) and (masked rD) *)
write_reg rD v ii >>= B.next1T
(* 2 reg + immediate *)
| PPC.Plis (rD,v) ->
M.op Op.ShiftLeft (V.intToV v) (V.intToV 16)
>>= fun v -> write_reg rD v ii
>>= B.next1T
| PPC.Pli (rD,v)
| PPC.Paddi (rD,PPC.Ireg (PPC.GPR0),v) ->
(* Believe it or not Power ISA, p. 62 says so,
In addi r,GPR0,v GPR0 is interpreted as constant 0 ! *)
write_reg rD (V.intToV v) ii >>= B.next1T
| PPC.Paddi (rD,rA,simm) ->
op2regi ii Op.Add false rD rA (V.intToV simm)
| PPC.Paddis (rD,PPC.Ireg PPC.GPR0,simm) ->
write_reg rD (V.intToV (simm lsl 16)) ii >>= B.next1T
| PPC.Paddis (rD,rA,simm) ->
op2regi ii Op.Add false rD rA (V.intToV (simm lsl 16))
| PPC.Pori (rD,rA,simm) ->
op2regi ii Op.Or false rD rA (V.intToV simm)
| PPC.Pxori (rD,rA,simm) ->
op2regi ii Op.Xor false rD rA (V.intToV simm)
| PPC.Pandi (rD,rA,simm) ->
(* ISA p. 75: CR0 is set *)
op2regi ii Op.And true rD rA (V.intToV simm)
| PPC.Pmulli (rD,rA,simm) ->
op2regi ii Op.Mul false rD rA (V.intToV simm)
(* Branch *)
| PPC.Pb lbl ->
B.branchT lbl
(* Conditional branches, over cr0 only *)
| PPC.Pbcc(PPC.Lt,lbl) -> bcc_yes 0 bit_lt ii lbl
| PPC.Pbcc(PPC.Ge,lbl) -> bcc_no 0 bit_lt ii lbl
| PPC.Pbcc(PPC.Gt,lbl) -> bcc_yes 0 bit_gt ii lbl
| PPC.Pbcc(PPC.Le,lbl) -> bcc_no 0 bit_gt ii lbl
| PPC.Pbcc(PPC.Eq,lbl) -> bcc_yes 0 bit_eq ii lbl
| PPC.Pbcc(PPC.Ne,lbl) -> bcc_no 0 bit_eq ii lbl
| PPC.Pblr when C.variant Variant.Telechat -> (* We assume a jump to the callee*)
(* in the link register is an exit from the program*)
M.unitT () >>! B.Exit
(* Compare, to result in any cr *)
| PPC.Pcmpwi (cr,rA,v) ->
read_reg_ord rA ii >>=
fun vA -> flags true cr vA (V.intToV v) ii >>= B.next1T
| PPC.Pcmpw (cr,rA,rB) ->
(read_reg_ord rA ii >>| read_reg_ord rB ii) >>=
fun (vA,vB) -> flags true cr vA vB ii >>= B.next1T
| PPC.Pcmplwi (cr,rA,v) ->
(read_reg_ord rA ii) >>= M.op1 (Op.Mask MachSize.Word) >>=
fun vA ->
flags true cr vA (V.intToV (v land 0xffff)) ii >>= B.next1T
| PPC.Pmfcr rA ->
read_reg_ord (PPC.CRField 0) ii >>=
fun v -> write_reg rA v ii >>= B.next1T
(* memory loads/stores *)
| PPC.Pload(sz,rD,d,rA) ->
read_reg_ord rA ii >>=
fun aA ->
M.add aA (V.intToV d) >>=
fun a ->
read_addr sz a ii >>=
fun v -> write_reg rD v ii >>= B.next1T
| PPC.Plwa(rD,d,rA) ->
read_reg_ord rA ii >>= fun aA ->
M.add aA (V.intToV d) >>= fun a ->
read_addr Word a ii >>=
M.op1 (Op.Sxt Word) >>= fun v ->
write_reg rD v ii >>= B.next1T
| PPC.Plwzu (rD,d,rA) ->
read_reg_ord rA ii >>=
fun aA ->
M.add aA (V.intToV d) >>=
(fun a ->
let load = read_addr Word a ii >>= fun v -> write_reg rD v ii in
if rA <> PPC.r0 && rA <> rD then
(write_reg rA a ii >>| load) >>= B.next2T
else load >>= B.next1T)
| PPC.Plwax(sz,rD,rA,rB)
| PPC.Ploadx(sz,rD,rA,rB) as i ->
(read_reg_or_zero false rA ii >>| read_reg_ord rB ii) >>=
fun (aA,aB) ->
M.add aA aB >>=
fun a ->
read_addr sz a ii >>=
(match i with
| PPC.Plwax _ -> M.op1 (Op.Sxt sz)
| _ -> M.unitT) >>=
fun v -> write_reg rD v ii >>= B.next1T
| PPC.Pstore(sz,rS,d,rA) ->
(read_reg_data rS ii >>| read_reg_ord rA ii) >>=
(fun (vS,aA) ->
M.add aA (V.intToV d) >>=
fun a -> write_addr sz a vS ii >>= B.next1T)
| PPC.Pstwu(rS,d,rA) ->
if rA <> PPC.r0 then
M.stu
(read_reg_data rS ii)
(read_reg_ord rA ii >>= fun a -> M.add a (V.intToV d))
(fun a -> write_reg rA a ii)
(fun (vS,a) -> write_addr Word a vS ii) >>= B.next1T
else
(read_reg_data rS ii >>| read_reg_ord rA ii) >>=
(fun (vS,aA) ->
M.add aA (V.intToV d) >>=
fun a -> write_addr Word a vS ii >>= B.next1T)
| PPC.Pstorex(sz,rS,rA,rB) ->
(read_reg_data rS ii
>>| (* Enforce right associativity of >>| *)
(read_reg_or_zero false rA ii
>>| read_reg_ord rB ii)) >>=
(fun (vS,(aA,aB)) ->
M.add aA aB >>=
fun a -> write_addr sz a vS ii >>= B.next1T)
| PPC.Plwarx(rD,rA,rB) ->
(read_reg_or_zero false rA ii >>| read_reg_ord rB ii) >>=
fun (aA,aB) ->
M.add aA aB >>=
(fun a ->
write_reg PPC.RES V.one ii >>| write_reg PPC.RESADDR a ii >>|
(read_addr_res Word a ii >>= fun v -> write_reg rD v ii))
>>= fun (((),()),()) -> B.nextT
| PPC.Pstwcx(rS,rA,rB) ->
((read_reg_data rS ii >>|
read_reg_data PPC.RES ii >>| read_reg_data PPC.RESADDR ii)
>>| (* Enforce right associativity of >>| *)
(read_reg_or_zero false rA ii >>| read_reg_ord rB ii)) >>=
fun (((vS,vR),aR),(aA,aB)) ->
M.add aA aB >>=
fun a ->
M.altT
((write_reg PPC.RES V.zero ii >>| flags_res false ii)
>>= B.next2T)
(write_reg PPC.RES V.zero ii
>>| (write_addr_conditional Word a vS vR aR ii
>>| flags_res true ii)
>>= fun ((),((),())) -> B.nextT)
|PPC.Peieio ->
create_barrier PPC.Eieio ii >>= B.next1T
|PPC.Psync ->
create_barrier PPC.Sync ii >>= B.next1T
|PPC.Plwsync ->
create_barrier PPC.Lwsync ii >>= B.next1T
|PPC.Pisync ->
create_barrier PPC.Isync ii >>= B.next1T
|PPC.Pdcbf (_rA,_rB) ->
B.nextT
| PPC.Pcomment _ ->
Warn.warn_always "Instruction %s interpreted as a NOP"
(PPC.dump_instruction ii.A.inst);
B.nextT
| PPC.Pnor (_, _, _, _)
| PPC.Pneg (_, _, _)
| PPC.Pslw (_, _, _, _)
| PPC.Psrawi (_, _, _, _)
| PPC.Psraw (_, _, _, _)
| PPC.Pbl _
| PPC.Pmtlr _
| PPC.Pmflr _
| PPC.Pstmw _
| PPC.Plmw _
| PPC.Pblr
->
Warn.fatal "Instruction %s not implemented"
(PPC.dump_instruction ii.A.inst)
end
let spurious_setaf _ = assert false
end
end
|