Using Verilog, write a simulation code that shows the function g(w, x, y, z) = wxyz + w’x’y’z+w’x’yz’+w’xy’z’+wx’y’z’ using a 4 to 16 decoder that is built with two 3 to 8 decoders.
The 3 to 8 source code I'm using is:
module Dec3to8(
input[2:0] A,
input E,
output[7:0] D
);
assign D[0] = E & ~A[2] & ~A[1] &
~A[0];
assign D[1] = E & ~A[2] & ~A[1] &
A[0];
assign D[2] = E & ~A[2] & A[1] &
~A[0];
assign D[3] = E & ~A[2] & A[1] &
A[0];
assign D[4] = E & A[2] & ~A[1] &
~A[0];
assign D[5] = E & A[2] & ~A[1] &
A[0];
assign D[6] = E & A[2] & A[1] &
~A[0];
assign D[7] = E & A[2] & A[1] &
A[0];
endmodule
The source code for the 4 to 16 decoder using the two 3 to 8 decoders is:
module Dec4to16(
input[3:0] A,
output[15:0] D
);
Dec3to8 dec1(.A(A[2:0]), .E(A[3]), .D(D[15:8]));
Dec3to8 dec2(.A(A[2:0]), .E(~A[3]), .D(D[7:0]));
endmodule
and the simulation code I'm using is:
module Dec4to16_Sim( );
reg[3:0] A_t;
wire[15:0] D_t;
Dec4to16 UUT(
.A(A_t),
.D(D_t)
);
initial begin
A_t = 4'b000;
end
always #10 A_t = A_t + 1;
endmodule
These codes don't show the minterms for the function posted above and I'm not sure how to that.
For the required output you have to take one more output of 1 bit.
module Dec4to16(
input[3:0] A,
output g,
output[15:0] D
);
Dec3to8 dec1(.A(A[2:0]), .E(A[3]), .D(D[15:8]));
Dec3to8 dec2(.A(A[2:0]), .E(~A[3]), .D(D[7:0]));
assign g = D[1] or D[2] or D[4] or D[8] or D[15];
endmodule
Simulation code :-
module Dec4to16_Sim( );
reg[3:0] A_t;
wire g_t;
wire[15:0] D_t;
Dec4to16 UUT(
.A(A_t),
.g(g_t),
.D(D_t)
);
initial begin
A_t = 4'b000;
end
always #10 A_t = A_t + 1;
endmodule
Note that i have taken the decoders whose outputs are active high.
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