{-# LANGUAGE CPP #-}
#include "HsVersions.h"
module GHC.CmmToAsm.SPARC.Instr
( Instr(..)
, RI(..)
, riZero
, fpRelEA
, moveSp
, isUnconditionalJump
, maxSpillSlots
, patchRegsOfInstr
, patchJumpInstr
, mkRegRegMoveInstr
, mkLoadInstr
, mkSpillInstr
, mkJumpInstr
, takeDeltaInstr
, isMetaInstr
, isJumpishInstr
, jumpDestsOfInstr
, takeRegRegMoveInstr
, regUsageOfInstr
)
where
import GHC.Prelude
import GHC.Platform
import GHC.CmmToAsm.SPARC.Stack
import GHC.CmmToAsm.SPARC.Imm
import GHC.CmmToAsm.SPARC.AddrMode
import GHC.CmmToAsm.SPARC.Cond
import GHC.CmmToAsm.SPARC.Regs
import GHC.CmmToAsm.SPARC.Base
import GHC.CmmToAsm.Reg.Target
import GHC.CmmToAsm.Format
import GHC.CmmToAsm.Config
import GHC.CmmToAsm.Instr (RegUsage(..), noUsage)
import GHC.Platform.Reg.Class
import GHC.Platform.Reg
import GHC.Platform.Regs
import GHC.Cmm.CLabel
import GHC.Cmm.BlockId
import GHC.Cmm
import GHC.Data.FastString
import GHC.Utils.Panic
data RI
= RIReg Reg
| RIImm Imm
riZero :: RI -> Bool
riZero :: RI -> Bool
riZero (RIImm (ImmInt Int
0)) = Bool
True
riZero (RIImm (ImmInteger Integer
0)) = Bool
True
riZero (RIReg (RegReal (RealRegSingle Int
0))) = Bool
True
riZero RI
_ = Bool
False
fpRelEA :: Int -> Reg -> Instr
fpRelEA :: Int -> Reg -> Instr
fpRelEA Int
n Reg
dst
= Bool -> Bool -> Reg -> RI -> Reg -> Instr
ADD Bool
False Bool
False Reg
fp (Imm -> RI
RIImm (Int -> Imm
ImmInt (Int
n Int -> Int -> Int
forall a. Num a => a -> a -> a
* Int
wordLength))) Reg
dst
moveSp :: Int -> Instr
moveSp :: Int -> Instr
moveSp Int
n
= Bool -> Bool -> Reg -> RI -> Reg -> Instr
ADD Bool
False Bool
False Reg
sp (Imm -> RI
RIImm (Int -> Imm
ImmInt (Int
n Int -> Int -> Int
forall a. Num a => a -> a -> a
* Int
wordLength))) Reg
sp
isUnconditionalJump :: Instr -> Bool
isUnconditionalJump :: Instr -> Bool
isUnconditionalJump Instr
ii
= case Instr
ii of
CALL{} -> Bool
True
JMP{} -> Bool
True
JMP_TBL{} -> Bool
True
BI Cond
ALWAYS Bool
_ BlockId
_ -> Bool
True
BF Cond
ALWAYS Bool
_ BlockId
_ -> Bool
True
Instr
_ -> Bool
False
data Instr
= FastString
| LDATA Section RawCmmStatics
| NEWBLOCK BlockId
| DELTA Int
| LD Format AddrMode Reg
| ST Format Reg AddrMode
| ADD Bool Bool Reg RI Reg
| SUB Bool Bool Reg RI Reg
| UMUL Bool Reg RI Reg
| SMUL Bool Reg RI Reg
| UDIV Bool Reg RI Reg
| SDIV Bool Reg RI Reg
| RDY Reg
| WRY Reg Reg
| AND Bool Reg RI Reg
| ANDN Bool Reg RI Reg
| OR Bool Reg RI Reg
| ORN Bool Reg RI Reg
| XOR Bool Reg RI Reg
| XNOR Bool Reg RI Reg
| SLL Reg RI Reg
| SRL Reg RI Reg
| SRA Reg RI Reg
| SETHI Imm Reg
| NOP
| FABS Format Reg Reg
| FADD Format Reg Reg Reg
| FCMP Bool Format Reg Reg
| FDIV Format Reg Reg Reg
| FMOV Format Reg Reg
| FMUL Format Reg Reg Reg
| FNEG Format Reg Reg
| FSQRT Format Reg Reg
| FSUB Format Reg Reg Reg
| FxTOy Format Format Reg Reg
| BI Cond Bool BlockId
| BF Cond Bool BlockId
| JMP AddrMode
| JMP_TBL AddrMode [Maybe BlockId] CLabel
| CALL (Either Imm Reg) Int Bool
regUsageOfInstr :: Platform -> Instr -> RegUsage
regUsageOfInstr :: Platform -> Instr -> RegUsage
regUsageOfInstr Platform
platform Instr
instr
= case Instr
instr of
LD Format
_ AddrMode
addr Reg
reg -> ([Reg], [Reg]) -> RegUsage
usage (AddrMode -> [Reg]
regAddr AddrMode
addr, [Reg
reg])
ST Format
_ Reg
reg AddrMode
addr -> ([Reg], [Reg]) -> RegUsage
usage (Reg
reg Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: AddrMode -> [Reg]
regAddr AddrMode
addr, [])
ADD Bool
_ Bool
_ Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
SUB Bool
_ Bool
_ Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
UMUL Bool
_ Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
SMUL Bool
_ Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
UDIV Bool
_ Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
SDIV Bool
_ Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
RDY Reg
rd -> ([Reg], [Reg]) -> RegUsage
usage ([], [Reg
rd])
WRY Reg
r1 Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage ([Reg
r1, Reg
r2], [])
AND Bool
_ Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
ANDN Bool
_ Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
OR Bool
_ Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
ORN Bool
_ Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
XOR Bool
_ Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
XNOR Bool
_ Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
SLL Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
SRL Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
SRA Reg
r1 RI
ar Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage (Reg
r1 Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: RI -> [Reg]
regRI RI
ar, [Reg
r2])
SETHI Imm
_ Reg
reg -> ([Reg], [Reg]) -> RegUsage
usage ([], [Reg
reg])
FABS Format
_ Reg
r1 Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage ([Reg
r1], [Reg
r2])
FADD Format
_ Reg
r1 Reg
r2 Reg
r3 -> ([Reg], [Reg]) -> RegUsage
usage ([Reg
r1, Reg
r2], [Reg
r3])
FCMP Bool
_ Format
_ Reg
r1 Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage ([Reg
r1, Reg
r2], [])
FDIV Format
_ Reg
r1 Reg
r2 Reg
r3 -> ([Reg], [Reg]) -> RegUsage
usage ([Reg
r1, Reg
r2], [Reg
r3])
FMOV Format
_ Reg
r1 Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage ([Reg
r1], [Reg
r2])
FMUL Format
_ Reg
r1 Reg
r2 Reg
r3 -> ([Reg], [Reg]) -> RegUsage
usage ([Reg
r1, Reg
r2], [Reg
r3])
FNEG Format
_ Reg
r1 Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage ([Reg
r1], [Reg
r2])
FSQRT Format
_ Reg
r1 Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage ([Reg
r1], [Reg
r2])
FSUB Format
_ Reg
r1 Reg
r2 Reg
r3 -> ([Reg], [Reg]) -> RegUsage
usage ([Reg
r1, Reg
r2], [Reg
r3])
FxTOy Format
_ Format
_ Reg
r1 Reg
r2 -> ([Reg], [Reg]) -> RegUsage
usage ([Reg
r1], [Reg
r2])
JMP AddrMode
addr -> ([Reg], [Reg]) -> RegUsage
usage (AddrMode -> [Reg]
regAddr AddrMode
addr, [])
JMP_TBL AddrMode
addr [Maybe BlockId]
_ CLabel
_ -> ([Reg], [Reg]) -> RegUsage
usage (AddrMode -> [Reg]
regAddr AddrMode
addr, [])
CALL (Left Imm
_ ) Int
_ Bool
True -> RegUsage
noUsage
CALL (Left Imm
_ ) Int
n Bool
False -> ([Reg], [Reg]) -> RegUsage
usage (Int -> [Reg]
argRegs Int
n, [Reg]
callClobberedRegs)
CALL (Right Reg
reg) Int
_ Bool
True -> ([Reg], [Reg]) -> RegUsage
usage ([Reg
reg], [])
CALL (Right Reg
reg) Int
n Bool
False -> ([Reg], [Reg]) -> RegUsage
usage (Reg
reg Reg -> [Reg] -> [Reg]
forall a. a -> [a] -> [a]
: (Int -> [Reg]
argRegs Int
n), [Reg]
callClobberedRegs)
Instr
_ -> RegUsage
noUsage
where
usage :: ([Reg], [Reg]) -> RegUsage
usage ([Reg]
src, [Reg]
dst)
= [Reg] -> [Reg] -> RegUsage
RU ((Reg -> Bool) -> [Reg] -> [Reg]
forall a. (a -> Bool) -> [a] -> [a]
filter (Platform -> Reg -> Bool
interesting Platform
platform) [Reg]
src)
((Reg -> Bool) -> [Reg] -> [Reg]
forall a. (a -> Bool) -> [a] -> [a]
filter (Platform -> Reg -> Bool
interesting Platform
platform) [Reg]
dst)
regAddr :: AddrMode -> [Reg]
regAddr (AddrRegReg Reg
r1 Reg
r2) = [Reg
r1, Reg
r2]
regAddr (AddrRegImm Reg
r1 Imm
_) = [Reg
r1]
regRI :: RI -> [Reg]
regRI (RIReg Reg
r) = [Reg
r]
regRI RI
_ = []
interesting :: Platform -> Reg -> Bool
interesting :: Platform -> Reg -> Bool
interesting Platform
platform Reg
reg
= case Reg
reg of
RegVirtual VirtualReg
_ -> Bool
True
RegReal (RealRegSingle Int
r1) -> Platform -> Int -> Bool
freeReg Platform
platform Int
r1
RegReal (RealRegPair Int
r1 Int
_) -> Platform -> Int -> Bool
freeReg Platform
platform Int
r1
patchRegsOfInstr :: Instr -> (Reg -> Reg) -> Instr
patchRegsOfInstr :: Instr -> (Reg -> Reg) -> Instr
patchRegsOfInstr Instr
instr Reg -> Reg
env = case Instr
instr of
LD Format
fmt AddrMode
addr Reg
reg -> Format -> AddrMode -> Reg -> Instr
LD Format
fmt (AddrMode -> AddrMode
fixAddr AddrMode
addr) (Reg -> Reg
env Reg
reg)
ST Format
fmt Reg
reg AddrMode
addr -> Format -> Reg -> AddrMode -> Instr
ST Format
fmt (Reg -> Reg
env Reg
reg) (AddrMode -> AddrMode
fixAddr AddrMode
addr)
ADD Bool
x Bool
cc Reg
r1 RI
ar Reg
r2 -> Bool -> Bool -> Reg -> RI -> Reg -> Instr
ADD Bool
x Bool
cc (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
SUB Bool
x Bool
cc Reg
r1 RI
ar Reg
r2 -> Bool -> Bool -> Reg -> RI -> Reg -> Instr
SUB Bool
x Bool
cc (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
UMUL Bool
cc Reg
r1 RI
ar Reg
r2 -> Bool -> Reg -> RI -> Reg -> Instr
UMUL Bool
cc (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
SMUL Bool
cc Reg
r1 RI
ar Reg
r2 -> Bool -> Reg -> RI -> Reg -> Instr
SMUL Bool
cc (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
UDIV Bool
cc Reg
r1 RI
ar Reg
r2 -> Bool -> Reg -> RI -> Reg -> Instr
UDIV Bool
cc (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
SDIV Bool
cc Reg
r1 RI
ar Reg
r2 -> Bool -> Reg -> RI -> Reg -> Instr
SDIV Bool
cc (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
RDY Reg
rd -> Reg -> Instr
RDY (Reg -> Reg
env Reg
rd)
WRY Reg
r1 Reg
r2 -> Reg -> Reg -> Instr
WRY (Reg -> Reg
env Reg
r1) (Reg -> Reg
env Reg
r2)
AND Bool
b Reg
r1 RI
ar Reg
r2 -> Bool -> Reg -> RI -> Reg -> Instr
AND Bool
b (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
ANDN Bool
b Reg
r1 RI
ar Reg
r2 -> Bool -> Reg -> RI -> Reg -> Instr
ANDN Bool
b (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
OR Bool
b Reg
r1 RI
ar Reg
r2 -> Bool -> Reg -> RI -> Reg -> Instr
OR Bool
b (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
ORN Bool
b Reg
r1 RI
ar Reg
r2 -> Bool -> Reg -> RI -> Reg -> Instr
ORN Bool
b (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
XOR Bool
b Reg
r1 RI
ar Reg
r2 -> Bool -> Reg -> RI -> Reg -> Instr
XOR Bool
b (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
XNOR Bool
b Reg
r1 RI
ar Reg
r2 -> Bool -> Reg -> RI -> Reg -> Instr
XNOR Bool
b (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
SLL Reg
r1 RI
ar Reg
r2 -> Reg -> RI -> Reg -> Instr
SLL (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
SRL Reg
r1 RI
ar Reg
r2 -> Reg -> RI -> Reg -> Instr
SRL (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
SRA Reg
r1 RI
ar Reg
r2 -> Reg -> RI -> Reg -> Instr
SRA (Reg -> Reg
env Reg
r1) (RI -> RI
fixRI RI
ar) (Reg -> Reg
env Reg
r2)
SETHI Imm
imm Reg
reg -> Imm -> Reg -> Instr
SETHI Imm
imm (Reg -> Reg
env Reg
reg)
FABS Format
s Reg
r1 Reg
r2 -> Format -> Reg -> Reg -> Instr
FABS Format
s (Reg -> Reg
env Reg
r1) (Reg -> Reg
env Reg
r2)
FADD Format
s Reg
r1 Reg
r2 Reg
r3 -> Format -> Reg -> Reg -> Reg -> Instr
FADD Format
s (Reg -> Reg
env Reg
r1) (Reg -> Reg
env Reg
r2) (Reg -> Reg
env Reg
r3)
FCMP Bool
e Format
s Reg
r1 Reg
r2 -> Bool -> Format -> Reg -> Reg -> Instr
FCMP Bool
e Format
s (Reg -> Reg
env Reg
r1) (Reg -> Reg
env Reg
r2)
FDIV Format
s Reg
r1 Reg
r2 Reg
r3 -> Format -> Reg -> Reg -> Reg -> Instr
FDIV Format
s (Reg -> Reg
env Reg
r1) (Reg -> Reg
env Reg
r2) (Reg -> Reg
env Reg
r3)
FMOV Format
s Reg
r1 Reg
r2 -> Format -> Reg -> Reg -> Instr
FMOV Format
s (Reg -> Reg
env Reg
r1) (Reg -> Reg
env Reg
r2)
FMUL Format
s Reg
r1 Reg
r2 Reg
r3 -> Format -> Reg -> Reg -> Reg -> Instr
FMUL Format
s (Reg -> Reg
env Reg
r1) (Reg -> Reg
env Reg
r2) (Reg -> Reg
env Reg
r3)
FNEG Format
s Reg
r1 Reg
r2 -> Format -> Reg -> Reg -> Instr
FNEG Format
s (Reg -> Reg
env Reg
r1) (Reg -> Reg
env Reg
r2)
FSQRT Format
s Reg
r1 Reg
r2 -> Format -> Reg -> Reg -> Instr
FSQRT Format
s (Reg -> Reg
env Reg
r1) (Reg -> Reg
env Reg
r2)
FSUB Format
s Reg
r1 Reg
r2 Reg
r3 -> Format -> Reg -> Reg -> Reg -> Instr
FSUB Format
s (Reg -> Reg
env Reg
r1) (Reg -> Reg
env Reg
r2) (Reg -> Reg
env Reg
r3)
FxTOy Format
s1 Format
s2 Reg
r1 Reg
r2 -> Format -> Format -> Reg -> Reg -> Instr
FxTOy Format
s1 Format
s2 (Reg -> Reg
env Reg
r1) (Reg -> Reg
env Reg
r2)
JMP AddrMode
addr -> AddrMode -> Instr
JMP (AddrMode -> AddrMode
fixAddr AddrMode
addr)
JMP_TBL AddrMode
addr [Maybe BlockId]
ids CLabel
l -> AddrMode -> [Maybe BlockId] -> CLabel -> Instr
JMP_TBL (AddrMode -> AddrMode
fixAddr AddrMode
addr) [Maybe BlockId]
ids CLabel
l
CALL (Left Imm
i) Int
n Bool
t -> Either Imm Reg -> Int -> Bool -> Instr
CALL (Imm -> Either Imm Reg
forall a b. a -> Either a b
Left Imm
i) Int
n Bool
t
CALL (Right Reg
r) Int
n Bool
t -> Either Imm Reg -> Int -> Bool -> Instr
CALL (Reg -> Either Imm Reg
forall a b. b -> Either a b
Right (Reg -> Reg
env Reg
r)) Int
n Bool
t
Instr
_ -> Instr
instr
where
fixAddr :: AddrMode -> AddrMode
fixAddr (AddrRegReg Reg
r1 Reg
r2) = Reg -> Reg -> AddrMode
AddrRegReg (Reg -> Reg
env Reg
r1) (Reg -> Reg
env Reg
r2)
fixAddr (AddrRegImm Reg
r1 Imm
i) = Reg -> Imm -> AddrMode
AddrRegImm (Reg -> Reg
env Reg
r1) Imm
i
fixRI :: RI -> RI
fixRI (RIReg Reg
r) = Reg -> RI
RIReg (Reg -> Reg
env Reg
r)
fixRI RI
other = RI
other
isJumpishInstr :: Instr -> Bool
isJumpishInstr :: Instr -> Bool
isJumpishInstr Instr
instr
= case Instr
instr of
BI{} -> Bool
True
BF{} -> Bool
True
JMP{} -> Bool
True
JMP_TBL{} -> Bool
True
CALL{} -> Bool
True
Instr
_ -> Bool
False
jumpDestsOfInstr :: Instr -> [BlockId]
jumpDestsOfInstr :: Instr -> [BlockId]
jumpDestsOfInstr Instr
insn
= case Instr
insn of
BI Cond
_ Bool
_ BlockId
id -> [BlockId
id]
BF Cond
_ Bool
_ BlockId
id -> [BlockId
id]
JMP_TBL AddrMode
_ [Maybe BlockId]
ids CLabel
_ -> [BlockId
id | Just BlockId
id <- [Maybe BlockId]
ids]
Instr
_ -> []
patchJumpInstr :: Instr -> (BlockId -> BlockId) -> Instr
patchJumpInstr :: Instr -> (BlockId -> BlockId) -> Instr
patchJumpInstr Instr
insn BlockId -> BlockId
patchF
= case Instr
insn of
BI Cond
cc Bool
annul BlockId
id -> Cond -> Bool -> BlockId -> Instr
BI Cond
cc Bool
annul (BlockId -> BlockId
patchF BlockId
id)
BF Cond
cc Bool
annul BlockId
id -> Cond -> Bool -> BlockId -> Instr
BF Cond
cc Bool
annul (BlockId -> BlockId
patchF BlockId
id)
JMP_TBL AddrMode
n [Maybe BlockId]
ids CLabel
l -> AddrMode -> [Maybe BlockId] -> CLabel -> Instr
JMP_TBL AddrMode
n ((Maybe BlockId -> Maybe BlockId)
-> [Maybe BlockId] -> [Maybe BlockId]
forall a b. (a -> b) -> [a] -> [b]
map ((BlockId -> BlockId) -> Maybe BlockId -> Maybe BlockId
forall (f :: * -> *) a b. Functor f => (a -> b) -> f a -> f b
fmap BlockId -> BlockId
patchF) [Maybe BlockId]
ids) CLabel
l
Instr
_ -> Instr
insn
mkSpillInstr
:: NCGConfig
-> Reg
-> Int
-> Int
-> [Instr]
mkSpillInstr :: NCGConfig -> Reg -> Int -> Int -> [Instr]
mkSpillInstr NCGConfig
config Reg
reg Int
_ Int
slot
= let platform :: Platform
platform = NCGConfig -> Platform
ncgPlatform NCGConfig
config
off :: Int
off = NCGConfig -> Int -> Int
spillSlotToOffset NCGConfig
config Int
slot
off_w :: Int
off_w = Int
1 Int -> Int -> Int
forall a. Num a => a -> a -> a
+ (Int
off Int -> Int -> Int
forall a. Integral a => a -> a -> a
`div` Int
4)
fmt :: Format
fmt = case Platform -> Reg -> RegClass
targetClassOfReg Platform
platform Reg
reg of
RegClass
RcInteger -> Format
II32
RegClass
RcFloat -> Format
FF32
RegClass
RcDouble -> Format
FF64
in [Format -> Reg -> AddrMode -> Instr
ST Format
fmt Reg
reg (Int -> AddrMode
fpRel (Int -> Int
forall a. Num a => a -> a
negate Int
off_w))]
mkLoadInstr
:: NCGConfig
-> Reg
-> Int
-> Int
-> [Instr]
mkLoadInstr :: NCGConfig -> Reg -> Int -> Int -> [Instr]
mkLoadInstr NCGConfig
config Reg
reg Int
_ Int
slot
= let platform :: Platform
platform = NCGConfig -> Platform
ncgPlatform NCGConfig
config
off :: Int
off = NCGConfig -> Int -> Int
spillSlotToOffset NCGConfig
config Int
slot
off_w :: Int
off_w = Int
1 Int -> Int -> Int
forall a. Num a => a -> a -> a
+ (Int
off Int -> Int -> Int
forall a. Integral a => a -> a -> a
`div` Int
4)
fmt :: Format
fmt = case Platform -> Reg -> RegClass
targetClassOfReg Platform
platform Reg
reg of
RegClass
RcInteger -> Format
II32
RegClass
RcFloat -> Format
FF32
RegClass
RcDouble -> Format
FF64
in [Format -> AddrMode -> Reg -> Instr
LD Format
fmt (Int -> AddrMode
fpRel (- Int
off_w)) Reg
reg]
takeDeltaInstr
:: Instr
-> Maybe Int
takeDeltaInstr :: Instr -> Maybe Int
takeDeltaInstr Instr
instr
= case Instr
instr of
DELTA Int
i -> Int -> Maybe Int
forall a. a -> Maybe a
Just Int
i
Instr
_ -> Maybe Int
forall a. Maybe a
Nothing
isMetaInstr
:: Instr
-> Bool
isMetaInstr :: Instr -> Bool
isMetaInstr Instr
instr
= case Instr
instr of
COMMENT{} -> Bool
True
LDATA{} -> Bool
True
NEWBLOCK{} -> Bool
True
DELTA{} -> Bool
True
Instr
_ -> Bool
False
mkRegRegMoveInstr
:: Platform
-> Reg
-> Reg
-> Instr
mkRegRegMoveInstr :: Platform -> Reg -> Reg -> Instr
mkRegRegMoveInstr Platform
platform Reg
src Reg
dst
| RegClass
srcClass <- Platform -> Reg -> RegClass
targetClassOfReg Platform
platform Reg
src
, RegClass
dstClass <- Platform -> Reg -> RegClass
targetClassOfReg Platform
platform Reg
dst
, RegClass
srcClass RegClass -> RegClass -> Bool
forall a. Eq a => a -> a -> Bool
== RegClass
dstClass
= case RegClass
srcClass of
RegClass
RcInteger -> Bool -> Bool -> Reg -> RI -> Reg -> Instr
ADD Bool
False Bool
False Reg
src (Reg -> RI
RIReg Reg
g0) Reg
dst
RegClass
RcDouble -> Format -> Reg -> Reg -> Instr
FMOV Format
FF64 Reg
src Reg
dst
RegClass
RcFloat -> Format -> Reg -> Reg -> Instr
FMOV Format
FF32 Reg
src Reg
dst
| Bool
otherwise
= String -> Instr
forall a. String -> a
panic String
"SPARC.Instr.mkRegRegMoveInstr: classes of src and dest not the same"
takeRegRegMoveInstr :: Instr -> Maybe (Reg,Reg)
takeRegRegMoveInstr :: Instr -> Maybe (Reg, Reg)
takeRegRegMoveInstr Instr
instr
= case Instr
instr of
ADD Bool
False Bool
False Reg
src (RIReg Reg
src2) Reg
dst
| Reg
g0 Reg -> Reg -> Bool
forall a. Eq a => a -> a -> Bool
== Reg
src2 -> (Reg, Reg) -> Maybe (Reg, Reg)
forall a. a -> Maybe a
Just (Reg
src, Reg
dst)
FMOV Format
FF64 Reg
src Reg
dst -> (Reg, Reg) -> Maybe (Reg, Reg)
forall a. a -> Maybe a
Just (Reg
src, Reg
dst)
FMOV Format
FF32 Reg
src Reg
dst -> (Reg, Reg) -> Maybe (Reg, Reg)
forall a. a -> Maybe a
Just (Reg
src, Reg
dst)
Instr
_ -> Maybe (Reg, Reg)
forall a. Maybe a
Nothing
mkJumpInstr
:: BlockId
-> [Instr]
mkJumpInstr :: BlockId -> [Instr]
mkJumpInstr BlockId
id
= [Cond -> Bool -> BlockId -> Instr
BI Cond
ALWAYS Bool
False BlockId
id
, Instr
NOP]