Designing XOR Logic in Verilog: From Simulation to FPGA Deployment

Description

                           Learn how to design and test an XOR gate using Verilog HDL. Includes step-by-step code, simulation output, and guidance on deploying it to MAX10 FLK FPGA boards.

Introduction

                             The XOR (Exclusive OR) gate plays a crucial role in digital logic systems, especially in arithmetic units and error-checking mechanisms. Its output is high (1) only when the inputs differ. In this tutorial, you’ll understand the XOR gate concept, implement it in Verilog using dataflow modeling, simulate it using EDA tools, and explore its usage on FPGA kits like Intel MAX10 FLK

Core Sections

Concept Explanation

The XOR gate outputs 1 only when one input is different from the other. It is widely used in half-adders, full adders, and parity checkers.

Truth Table:

A

B

A XOR B

0

0

0

0

1

1

1

0

1

1

1

0

 

Implementation

Verilog Design Code

// Pantech e-learning

// XOR gate using dataflow modeling

module xor_gate(

  input a,

  input b,

  output y

);

  assign y = a ^ b;

endmodule

 

Testbench Code

// Pantech e-learning

module xor_gate_tb;

  reg a, b;

  wire y;

  xor_gate uut(

    .a(a),

    .b(b),

    .y(y)

  );

  initial begin

    $dumpfile(“dump.vcd”);

    $dumpvars;

    a = 1’b0; b = 1’b0;

    #10 a = 1’b0; b = 1’b1;

    #10 a = 1’b1; b = 1’b0;

    #10 a = 1’b1; b = 1’b1;

    #10 $finish;

  end

endmodule

Results / Waveform Output

The waveform confirms that the output Y is high (1) only when A and B differ. The simulation was run using EDAPlayground, and the waveform was viewed using the integrated EPWave tool.

Figure: XOR gate

 

Applications

  • Used in arithmetic circuits like half and full adders
  • Key logic in parity generation and detection
  • Useful in bitwise comparison systems
  • Found in data transmission error checkers
  • Crucial in cryptographic operations

Frequently Asked Questions (FAQs)

Q1: What is the key function of an XOR gate?
A1: It outputs 1 only when the two inputs are different.

Q2: How is XOR useful in arithmetic circuits?
A2: XOR computes the sum bit in half and full adders.

Q3: Can XOR be used for error detection?
A3: Yes, it’s commonly used in parity checking systems to detect single-bit errors.

Q4: What happens if one XOR input is 1 and the other is unknown (X)?
A4: The output becomes X because it depends on the undefined input.

Q5: How is XOR represented in Verilog?
A5: Using the ^ operator: assign y = a ^ b;

Conclusion

This guide demonstrated how to implement and test an XOR gate using Verilog with clear simulation steps and explanations. It also highlighted the practical importance of XOR gates in digital systems.

Call to Action (CTA)

  • Practice this project hands-on using the MAX10 FLK FPGA Development Kit available from Pantech eLearning.
  • Interested in real-time digital logic implementation? Join our FPGA/VLSI Internship Program today.

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