data in: in1
data in: in2
data in: inOp
+ constant ADD: 0
+ constant SUB: 1
+ constant MAX: 2
+ constant MIN: 3
data out: out
-== Constants ========================================================
-ADD: add the two arguments; treat link as carry
-SUB: subtract the two arguments; treat link as carry
-REM:
-MAX:
-MIN:
-SORT: output min(in1,in2) followed by max(in1,in2) (FIXME: redundant?)
== TeX ==============================================================
-This ship is a two-input arithmetic unit. It features several
-opcodes, such as {\tt ADD} and {\tt SUB}. In my opinion, it is
-niftycool.
-FIXME: implement all the link bit stuff
+{\tt Alu2} is a ``two-input'' arithmetic logic unit. It includes
+logic for performing arithmetic operations on a pair of arguments.
+Currently this includes
+addition ({\sc add}),
+subtraction ({\sc sub}),
+maximum ({\sc max}), and
+minimum ({\sc min}).
-Use carry-in bit to create a selector? Perhaps a waste of an ALU.
+\subsection*{Semantics}
-Carry-save / carry completion stuff.
+When a value is present at each of {\tt in1}, {\tt in2} and {\tt
+inOp}, these three values are consumed. Based on the value consumed
+at {\tt inOp}, the requested operation is performed on the values
+consumed from {\tt in1} and {\tt in2}. The result of this operation
+is then made available at {\tt out}.
-Flags: zero, negative, overflow, ?
+\subsection*{To Do}
-move elsewhere:
-//MUL:
-//DIV:
-//MOD:
+The {\it link bit} and other features of \cite{ies31} are not yet
+implemented.
+
+The carry-in, carry-out, zero-test, negative-test, and overflow-test
+flags typically present in a conventional processor ALU are also not
+yet implemented.
== Fleeterpreter ====================================================
+public long resolveLiteral(String literal) {
+ if (literal.equals("ADD")) return 0;
+ if (literal.equals("SUB")) return 1;
+ if (literal.equals("MAX")) return 2;
+ if (literal.equals("MIN")) return 3;
+ return super.resolveLiteral(literal);
+}
public void service() {
if (box_in1.dataReadyForShip() &&
box_in2.dataReadyForShip() &&
box_inOp.dataReadyForShip() &&
- box_out.readyForItemFromShip()) {
- int a = box_in1.removeDataForShip();
- int b = box_in2.removeDataForShip();
- int op = box_inOp.removeDataForShip();
- switch(op) {
+ box_out.readyForDataFromShip()) {
+ long a = box_in1.removeDataForShip();
+ long b = box_in2.removeDataForShip();
+ long op = box_inOp.removeDataForShip();
+ switch((int)op) {
case 0: box_out.addDataFromShip(a+b); // ADD
break;
case 1: box_out.addDataFromShip(a-b); // SUB
break;
+ case 2: box_out.addDataFromShip(Math.max(a,b)); // MAX
+ break;
+ case 3: box_out.addDataFromShip(Math.min(a,b)); // MIN
+ break;
default: box_out.addDataFromShip(0);
break;
}
== FPGA ==============================================================
- input clk;
- `input(in1_r, in1_a, in1_a_, [(`DATAWIDTH-1):0], in1_d)
- `input(in2_r, in2_a, in2_a_, [(`DATAWIDTH-1):0], in2_d)
- `input(inOp_r, inOp_a, inOp_a_, [(`DATAWIDTH-1):0], inOp_d)
- `output(out_r, out_r_, out_a, [(`DATAWIDTH-1):0], out_d_)
-
- `defreg(out_d_, [(`DATAWIDTH-1):0], out_d)
-
reg have_a;
reg [(`DATAWIDTH-1):0] reg_a;
reg have_b;
case (reg_op)
0: out_d = reg_a + reg_b;
1: out_d = reg_a - reg_b;
- //2: out_d = reg_a * reg_b; // will not synthesize --AM
- //3: out_d = reg_a / reg_b; // will not synthesize --AM
- //4: out_d = reg_a % reg_b; // will not synthesize --AM
+ 2: out_d = reg_a > reg_b ? reg_a : reg_b;
+ 3: out_d = reg_a > reg_b ? reg_b : reg_a;
default: out_d = 0;
endcase
`onwrite(out_r, out_a)
end
end
-endmodule
+== Test ==============================================================================
+// expected output
+#ship debug : Debug
+#ship alu : Alu2
+
+#expect 17
+#expect 1
+#expect 8
+#expect 9
+
+debug.in: [*] take, deliver;
+alu.in1:
+ literal 9; load repeat counter with 4; deliver;
+
+alu.in2:
+ literal 8; load repeat counter with 4; deliver;
+
+alu.in1: [*] take, deliver;
+alu.in2: [*] take, deliver;
+alu.out: [*] take, sendto debug.in;
+
+alu.inOp:
+ literal Alu2.inOp[ADD]; deliver;
+ literal Alu2.inOp[SUB]; deliver;
+ literal Alu2.inOp[MIN]; deliver;
+ literal Alu2.inOp[MAX]; deliver;