2021年5月23日 星期日

HBLbits_Verilog More Verilog Features

 HBLbits_Verilog More Verilog Features

More Verilog Features

·        Conditional ternary operator

·        Reduction operators

·        Reduction: Even wider gates

·        Combinational for-loop: Vector reversal 2

·        Combinational for-loop: 255-bit population count

·        Generate for-loop: 100-bit binary adder 2

·        Generate for-loop: 100-digit BCD adder

Conditional

Verilog has a ternary conditional operator ( ? : ) much like C:

(condition ? if_true : if_false)

Examples:

(0 ? 3 : 5)     // This is 5 because the condition is false.

(sel ? b : a)   // A 2-to-1 multiplexer between a and b selected by sel.

 

always @(posedge clk)         // A T-flip-flop.

  q <= toggle ? ~q : q;

 

always @(*)                   // State transition logic for a one-input FSM

  case (state)

    A: next = w ? B : A;

    B: next = w ? A : B;

  endcase

 

assign out = ena ? q : 1'bz;  // A tri-state buffer

 

((sel[1:0] == 2'h0) ? a :     // A 3-to-1 mux

 (sel[1:0] == 2'h1) ? b :

                      c )

 

Given four unsigned numbers, find the minimum. 

 

module top_module (

    input [7:0] a, b, c, d,

    output [7:0] min);//

 

    // assign intermediate_result1 = compare? true: false;

    assign min= (a<=b && a<=c && a<=d) ? a:

        (b<=a && b<=c && b<=d) ?  b:

        (c<=a && c<=b && c<=d) ? c :  d ;

endmodule

Reduction

The reduction operators can do AND, OR, and XOR of the bits of a vector, producing one bit of output:

& a[3:0]     // AND: a[3]&a[2]&a[1]&a[0]. Equivalent to (a[3:0] == 4'hf)
| b[3:0]     // OR:  b[3]|b[2]|b[1]|b[0]. Equivalent to (b[3:0] != 4'h0)
^ c[2:0]     // XOR: c[2]^c[1]^c[0]
 

Parity checking is often used as a simple method of detecting errors when transmitting data through an imperfect channel.

We will use "even" parity, where the parity bit is just the XOR of all 8 data bits.

module top_module (

    input [7:0] in,

    output parity);

    assign parity = in[7]^in[6]^in[5]^in[4]^in[3]^in[2]^in[1]^in[0];

endmodule

Gates100

 

Build a combinational circuit with 100 inputs, in[99:0].

There are 3 outputs:

·        out_and: output of a 100-input AND gate.

·        out_or: output of a 100-input OR gate.

·        out_xor: output of a 100-input XOR gate.

 

module top_module(

    input [99:0] in,

    output out_and,

    output out_or,

    output out_xor

);

    assign out_and =  & in;

    assign out_or =   | in;

    assign out_xor =  ^ in;

 

endmodule

Vector100r

Given a 100-bit input vector [99:0], reverse its bit ordering.

module top_module(

    input [99:0] in,

    output [99:0] out

);

    integer i;

    always@(*)begin

        for(i = 0; i <= 99; i = i + 1)begin

            out[i] = in[99 - i];

        end

    end

 

endmodule

Popcount255

A "population count" circuit counts the number of '1's in an input vector. Build a population count circuit for a 255-bit input vector.

module top_module(

    input [254:0] in,

    output [7:0] out );

    integer i;

    always@(*) begin

        out = 8'd0;

        for(i=0;i<=254;i=i+1) begin

                 out=out+in[i];

            end

    end

endmodule

Adder100i

 

Create a 100-bit binary ripple-carry adder by instantiating 100 full adders.

module top_module(

    input [99:0] a, b,

    input cin,

    output [99:0] cout,

    output [99:0] sum );

        integer i;

    always@(*) begin

            for(i=0; i<=99; i=i+1)begin

                if(i==0)

                {cout[i],sum[i]}=a[i]+b[i]+cin;

            else

                    {cout[i],sum[i]}=a[i]+b[i]+cout[i-1];

           end

    end       

endmodule

 

Bcdadd100

 

with a BCD one-digit adder named bcd_fadd that adds two BCD digits and carry-in, and produces a sum and carry-out.

module bcd_fadd {
    input [3:0] a,
    input [3:0] b,
    input     cin,
    output   cout,
    output [3:0] sum );

Instantiate 100 copies of bcd_fadd to create a 100-digit BCD ripple-carry adder.

generate語法

·        定義genvar,作為generate種的迴圈變數。

·        generate語句中定義的for語句,必須要有begin,為後續增加標籤做準備。

·        begin必須要有名稱,也就是必須要有標籤,因為標籤會作為generate迴圈的實例名稱。

·        可以使用在generate語句中的類型主要有:

o     module(模組)

o     UDP(用戶自訂原語)

o     Gate level門級原語

o     連續賦值(continuous assignment陳述式

o     initialalways語句

·        基本結構如下:

genvar 迴圈變數名;

generate

    // generate迴圈語句

    // generate 條件陳述式

    // generate 分支語句

    // 嵌套的generate語句

endgenerate

 

module top_module(

    input [399:0] a, b,

    input cin,

    output cout,

    output [399:0] sum );

 

        /*module bcd_fadd {input [3:0]a,input [3:0]b,

    input cin,output cout,output[3:0] sum );*/

    wire [99:0]c_tmp;

    bcd_fadd u0(a[3:0],b[3:0],cin,c_tmp[0],sum[3:0]);

   

    generate

    genvar i;

         for(i=1;i<=99;i=i+1)begin:adder

                bcd_fadd ui_bcd_fadd(

                    .a             (a[4 * i + 3: 4 * i]    ),

                    .b             (b[4 * i + 3: 4 * i]    ),

                    .cin  (c_tmp[i - 1]          ),

                    .sum        (sum[4 * i + 3: 4 * i]  ),

                    .cout        (c_tmp[i]              )

                );

            end

        endgenerate

    assign cout = c_tmp[99];   

endmodule

 


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