1. Digital System Design EEE344 Lecture 2 Introduction to Verilog HDL Prepared by: Engr. Qazi Zia, Assistant Professor EED, COMSATS Attock1

2. Steps of solving digital design problem Timing Verification Logic Synthesis and implementation Logic Simulation Subject your code to simulatorFunctional Errors are checked HDL Description/ Design Entry Divide the tasksWrite Verilog code for each task Problem Statement Define the problem in simple wordsThink and write about what is required Prepared by: Engr. Qazi Zia, Assistant Professor EED, COMSATS Attock2

3. HDLs (hardware descriptive languages)  Common HDLs are :  Verilog HDL  VHDL Some other HDLs AHDL, System C etc

4. 4 History of Verilog ® HDL  Beginning: 1983  “Gateway Design Automation” company  IEEE standardised  Simulation environment  Comprising various levels of abstraction  Switch (transistors), gate, register-transfer, and higher levels

5. 5 History of Verilog ® HDL (cont’d)  Three factors to success of Verilog  Programming Language Interface (PLI) i.e. that allows behavioral code to invoke C functions and C code to invoke Verilog system tasks.  Close attention to the needs of ASIC foundries  “Gateway Design Automation” partnership with Motorola, National, and UTMC in 1987-89  Verilog-based synthesis technology  “Gateway Design Automation” licensed Verilog to Synopsys  Synopsys introduced synthesis from Verilog in 1987

6. 6 History of Verilog ® HDL (cont’d)  VHDL  VHSIC (Very High Speed Integrated Circuit) Hardware Description Language  Developed under contract from DARPA  IEEE standard  Public domain  Other EDA (electronic design automation) vendors adapted VHDL

7. 7 History of Verilog ® HDL (cont’d)  Today  Market divided between Verilog & VHDL  VHDL mostly in Europe  Verilog dominant in US  VHDL  More general language  Not all constructs are synthesizable  Verilog:  Not as general as VHDL  Most constructs are synthesizable

8. Verilog HDL  Verilog built-in primitives: N-inputN-output, 3-state and buf or not nand bufif0 nor bufif1 xor notif0 xnor notif1

9. How to write Verilog code? Starting statement/keyword module Ending keyword endmodule Complete Verilog code looks like module ( ports list separated by comma,s); end module

10. Example 1 module half_adder (sum, c_out, a,b); input a,b; output c_out, sum; xor (sum,a,b); and (c_out,a,b); endmodule

11. Example 2  When we connect two primitives we use a keyword wire module simple1(y_out,x1,x2,x3,x4,x5); input x1,x2,x3,x4,x5; output y_out; wire y1,y2; and (y1,x1,x2); nand (y2,x3,x4,x5); nor (y_out,y1,y2); endmodule

12. Some language rules  Verilog is case-sensitive language  The name of a variable may not begin with a digit or $, and may not be longer than 1024 characters.  Comments may be embedded in two ways 1) // 2) /* */

13. Top-Down Design and Nested modules  Complex design is partitioned into sub-blocks  Each sub-block is designed and checked its functionality  A separate module is designed that combines all the sub-blocks

14. Example 1 Cin a b Half Adder1 Half Adder 2 OR gate w1=a xor b w2=a.b w1 xor cin sum cout w3 Full Adder

15. Example 2  16bit ripple carry adder 16 bit ripple carry adder a[15:0] b[15:0]cin cout sum[15:0]

16. Example 16bit RCA RCA4RCA2 RCA1 RCA3 cin a[3:0] b[3:0] a[15:12] a[7:4] a[11:8] b[15:12] b[7:4]b[11:8] c3 c2 c1cout sum[3:0]sum[7:4]sum[11:8] sum[15:12]

17. Example 4bit RCA fa4fa2 fa1 fa3 cin a[0] b[0] a[3] a[1] a[2] b[3] b[1]b[2] c3 c2 c1cout sum[0]sum[1]sum[2] sum[3]

18. Full adder Cin a b Half Adder1 Half Adder 2 OR gate w1=a xor b w2=a.b w1 xor cin sum cout w3 Full Adder

19. Example 2bit comparator ABA_lt_BA_gt_BA_eq_B A1 A0B1B0 00 1 011 00101 00111 0100 1 01 1 101 01111 1000 1 1001 1 10 1 111 00 1 1101 1 1110 1 11 1

20. A_lt_B B1B0 A1A0 00011110 00 111 01 11 11 10 1 A1’B1 A1’A0’B0A0’B1B0 A_lt_B= A1’A0’B0 + A0’B1B0 + A1’B1

21. A_gt_B A0B1’B0’ A1A0B0’ A1B1’ A_gt_B = A1B1’ + A1A0B0’ + A0B1’B0’ A_eq_B = A1A0B1B0+ A1’A0’B1’B0’ + A1’A0B1’B0+ A1A0’B1B0’ B1B0 A1A0 00011110 00 01 1 11 1 1 1 10 1 1

22. Example 2bit comparator  Boolean equations for 2bit comparator are A_lt_B=~ a1b1 + ~a1~a0b0 + ~a0b1b0 A_gt_B=a1~b1+a0~b1~b0+a1a0~b0 A_eq_B= ~a1~a0~b1~b0+~a1a0~b1b0+ a1a0b1b0+a1~a0b1~b0

23. 4bit comparator  Four bit comparator can be developed from two 2bit comparators as follow: Four bit comparator has two four bit inputs(A has A3A2A1A0, B has B3B2B1B0 bit positions), and three scalar outputs similar to 2bit comparator. The four bit comparator will consist of two 2bit comparators i.e. first comparator will have A3A2B3B2 inputs and A_gt_B, A_lt_B, A_eq_B outputs, second comparator has inputs A1A0B1B0 and A_gt_B, A_lt_B, A_eq_B outputs. For A_gt_B of 4bit comp: if either A_gt_B of first 2bit comp is one or if A_eq_B of first 2bit comp is one and A_gt_B of second 2bit comp is one, then A_gt_B of 4bit comp is 1. A_gt_B = (A_gt_B of 1 st comp ) or ((A_eq_B of 1 st comp) and (A_gt_B of 2 nd comp))

24. ..  Similarly for A_lt_B: A_lt_B = (A_lt_B of 1 st comp ) or ((A_eq_B of 1 st comp) and (A_lt_B of 2 nd comp))  For A_eq_B: A_eq_B= ((A_eq_B of 1 st comp) and (A_eq_B of 2 nd comp))

25. and or b0 b3 b2 b1 a3 a2 a0 a1 Grt Les Eq Grt Les Eq a_gt_b a_eq_b a_Lt_b 4bit comp

26. Four value logic 01XZ01XZ

27. Test Methodology Stimulus generator Unit under test Response Monitor

28. Test bench or stimulus writing steps  Module test();  Wire inputs;  Reg outputs;  UUT a1(ports);  Initial begin  Variables values  $monitor("a=%b b=%b c=%b d=%b w=%b y=%b", variable waveforms);  end  endmodule

29. End