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WHYP Test Files. Lab 9. The WC16 WHYP Core Modifications for Multiplication and Division. y1. 7 different test programs. Used only for DIO2 Board. Code. Name. Function. 001D. mpp. multiply partial product (used for multiplication). 001E. shldc. - PowerPoint PPT Presentation
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WHYP Test Files
Lab 9
ReturnStack
RmuxPmux
PCclrclk
pload
pinc
IRclrclkirload
WC16_control
plus1
R
Tin
Rin
R T
P
Pin
M
M P1
R
M
The WC16WHYP Core
clkclr
rpop
rpush
psel rinsel
tsel(2:0)
rload
rdec
rsel
T
icode
E1(15:0)
B(1:4)DataStackclk
clr
dpop
dpush
ssel
nloadnsel
tload
y1(15:0)
T
0 11
1
0
0 2 3Tmux
Funit2
NN2
y(15:0)
y NN2E2E1S
S(1:8)
54 6 7
E2(15:0)
P(15:0)
M(15:0)
clr
clk
T(15:0)
N(15:0)
oe
we
Fcode(5:0)
digload
cs
LCD_RW
LCD_RS
LCD_E
y1
The WC16WHYP Core
Modifications forMultiplication and Division
WC16
clkclrT
SB
P
M
mclkbn
ProgramROM
P
M DigDisplay
A(1:4) AtoG(6:0)
cclk
clrdigload
T
BTN4 SW(1:8)
Lab9
digload
LD(1:8)
clkdiv cclkIBUFG
clr clkled
ldg
‘1’
oe
we
cs
LCD_RW
LCD_RS
LCD_E
Used only forDIO2 Board
7 differenttest programs
Code Name Function
001D mpp multiply partial product (used for multiplication)
001E shldc shift left and decrement conditionally (used for division)
Table 1 New Funit Instructions
-- Function Unit instructions
constant plus: opcode := X"0010"; -- +
constant minus: opcode := X"0011"; -- -
constant plus1: opcode := X"0012"; -- 1+
constant minus1: opcode := X"0013"; -- 1-
constant invert: opcode := X"0014"; -- INVERT
constant andd: opcode := X"0015"; -- AND
constant orr: opcode := X"0016"; -- OR
constant xorr: opcode := X"0017"; -- XOR
constant twotimes: opcode := X"0018"; -- 2*
constant u2slash: opcode := X"0019"; -- U2/
constant twoslash: opcode := X"001A"; -- 2/
constant rshift: opcode := X"001B"; -- RSHIFT
constant lshift: opcode := X"001C"; -- LSHIFT
constant mpp: opcode := X"001D"; -- mpp
constant shldc: opcode := X"001E"; -- shldc
opcodes.vhd
Tregclkclr
Nregclkclr
T1
Tin(15:0)
tload
nload
Nmux
Nin
T(15:0)
Smux
stack32x16
N1 T
N2
clkclr
dpop
dpush
empty
full
d
ssel
0
0
1
1
clkclr
dpop
dpush
ssel
nload
nsel(1:0)
tload
DataStack
y1(15:0)y1
2
N(15:0) N2(15:0)
nsel(1:0)
Multiply partial product
when mpp => tload <= '1'; nload <= '1'; nsel <= "10"; fcode <= icode(5 downto 0);
mpp
R
Tin
M
tsel(2:0)
E1(15:0)
DataStackclkclr
dpop
dpush
ssel
nloadnsel
tload
y1(15:0)
T
10 2 3Tmux
Funit2
NN2
y(15:0)
y NN2E2E1S
54 6 7
E2(15:0)
T(15:0)
N(15:0)
Fcode(5:0)
variable AVector: STD_LOGIC_VECTOR (width downto 0);
variable BVector: STD_LOGIC_VECTOR (width downto 0);
variable CVector: STD_LOGIC_VECTOR (width downto 0);
variable yVector: STD_LOGIC_VECTOR (width downto 0);
variable y1_tmp: STD_LOGIC_VECTOR (width-1 downto 0);
AVector := '0' & a;
BVector := '0' & b;
CVector := '0' & c;
y1_tmp := false;
yVector := '0' & false;
begin
In Funit2
when "011101" => -- mpp
if b(0) = '1' then
yVector := AVector + CVector;
else
yVector := AVector;
end if;
y <= yVector(width downto 1);
y1 <= yVector(0) & b(width-1 downto 1);
mpp (multiply partial product) if N(0) = 1 then adsh else sh end if;
T N
N2
: UM* ( u1 u2 - upL upH )0mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp ROT_DROP ;
16 x 16 = 32 Multiplication
Tregclkclr
Nregclkclr
T1
Tin(15:0)
tload
nload
Nmux
Nin
T(15:0)
Smux
stack32x16
N1 T
N2
clkclr
dpop
dpush
empty
full
d
ssel
0
0
1
1
clkclr
dpop
dpush
ssel
nload
nsel(1:0)
tload
DataStack
y1(15:0)y1
2
N(15:0) N2(15:0)
nsel(1:0)
Shift left and decrement conditionally
when shldc=> tload <= '1'; nload <= '1'; nsel <= "10"; fcode <= icode(5 downto 0);
shldc
R
Tin
M
tsel(2:0)
E1(15:0)
DataStackclkclr
dpop
dpush
ssel
nloadnsel
tload
y1(15:0)
T
10 2 3Tmux
Funit2
NN2
y(15:0)
y NN2E2E1S
54 6 7
E2(15:0)
T(15:0)
N(15:0)
Fcode(5:0)
Division
: UM/MOD ( unumL unumH udenom -- urem uquot )
All other signed and unsigned divisionoperations can be derived as WHYP wordsfrom UM/MOD
TNN2
TN N2
-ROT \ udenom unumL unumHSHLDCSHLDCSHLDCSHLDC \ denom quot remROT_DROP_SWAP ;
when "011110" => -- shldc
yVector := a & b(width-1);
y1_tmp := b(width-2 downto 0) & '0';
if yVector > CVector then
yVector := yVector - CVector;
y1_tmp(0) := '1';
end if;
for I in 0 to 3 loop sll T & N; if T[8:4] > N2 then T := T - (0 & N2); N(0) := ‘1’; end if;end loop;
100001110 1101
sllT N
N2
y <= yVector(width-1 downto 0);
y1 <= y1_tmp;
32 / 16 = 16:16 Division
: UM/MOD ( unL unH ud -- ur uq ) -ROT
shldc shldc shldc shldcshldc shldc shldc shldcshldc shldc shldc shldcshldc shldc shldc shldc ROT_DROP_SWAP ;
WHYP Test Files sdigtest.whp -- tests the switches and 7-segment displayshex2asc.whp -- converts hex to asciiminmax.whp -- finds the min and max of two numbersmul.whp -- multiplies two 16-bit numbersdiv.whp -- divides a 32-bit number by a 16-bit numberfact16.whp -- computes the factorial of a numberleap.whp -- checks if a year is a leap year
SDigtest.whp
\ Test of JB4HI, JB4LO, S@ and DIG! : main ( -- )
BEGIN waitB4 S@ DIG!AGAIN ;
Hex2asc.whp\ Convert hex to ASCIIHEX : hex2asc ( n -- asc ) 0F AND \ mask upper nibble DUP 9 > \ if n > 9 IF 37 + \ add $37 ELSE 30 + \ else add $30 THEN ; : main ( -- )
BEGIN waitb4 S@ DUP DIG! waitb4 hex2asc DIG!AGAIN ;
Minmax.whp\ MIN MAX : MIN ( n1 n2 -- min )
OVER OVER > \ n1 n2 fIF \ n1 n2 SWAP \ n2 n1THENDROP ; \ min
: MAX ( n1 n2 -- max )OVER OVER < \ n1 n2 f IF \ n1 n2 NIP \ n2ELSE DROP \ n1THEN ;
: main ( -- )BEGIN waitB4 S@ DUP DIG! waitB4 S@ DUP DIG! waitB4 OVER OVER MIN DIG! waitB4 MAX DIG!AGAIN ;
Mul.whp: UM* ( u1 u2 - upL upH )
0mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp ROT_DROP ;
: MAIN ( -- ) BEGIN waitB4 S@ \ get u1HI
DUP DIG!8 LSHIFT waitB4 S@ \ get u1LOORDUP DIG!waitB4 S@ \ get u2HIDUP DIG!8 LSHIFT waitB4 S@ \ get u2LOORDUP DIG!waitB4 UM* \ multiplyDIG! \ display upHwaitB4 DIG! \ display upL
AGAIN ;
Div.whp: UM/MOD ( unL unH ud -- ur uq ) -ROT
shldc shldc shldc shldcshldc shldc shldc shldcshldc shldc shldc shldcshldc shldc shldc shldc ROT_DROP_SWAP ;
: MAIN ( -- ) BEGIN waitB4 S@ \ get unHHI
DUP DIG!8 LSHIFTwaitB4 S@ \ get unHLOORDUP DIG!waitB4 S@ \ get unLHIDUP DIG!8 LSHIFT
waitB4 S@ \ get unLLOORDUP DIG!SWAP \ numeratorwaitB4 S@ \ get udHIDUP DIG!8 LSHIFTwaitB4 S@ \ get udLOOR \ denominatorDUP DIG!waitB4 UM/MOD \ divideDIG! \ display uqwaitB4 DIG! \ display ur
AGAIN ;
Fact16.whp\ Example of BEGIN...WHILE...REPEAT : UM* ( u1 u2 - upL upH )
0mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp mpp ROT_DROP ;
: * ( n1 n2 -- n3 )
UM* DROP ; : factorial ( n -- n! ) 1 2 ROT \ x i n BEGIN \ x i n OVER OVER <= \ x i n f WHILE \ x i n -ROT TUCK \ n i x i * SWAP \ n x' i 1+ ROT \ x' i' n REPEAT \ x i n DROP DROP ; \ x : main ( -- )
BEGIN waitB4 S@ DUP DIG! waitB4 factorial DIG!AGAIN ;
Leap.whp\ leap year : UM/MOD ( unumL unumH udenom - urem uquot ) -ROT
16 FOR shldcNEXT
ROT_DROP_SWAP ; : U/MOD ( n1 n2 -- urem uquot )
>R 0 R>UM/MOD ;
: MOD ( n1 n2 -- urem )
U/MOD DROP ;
Leap.whp (cont.): ?leap ( year -- flag ) DUP 400 MOD 0= IF DROP TRUE ELSE DUP 100 MOD 0= IF DROP FALSE ELSE 4 MOD 0= IF TRUE ELSE FALSE THEN THEN THEN ; : main ( -- )
BEGIN waitB4 S@ DUP DIG! 8 LSHIFT waitB4 S@ OR DUP DIG! waitB4 ?leap DIG!AGAIN ;
Note: A year is a leap yearif it is divisible by 4, butnot by 100, or if it isdivisible by 400.
