Consider this 4-bit ring counter Verilog code snippet. What is the value of q after 3 positive clock edges?
module ring_counter(input clk, input reset, output reg [3:0] q); always @(posedge clk or posedge reset) begin if (reset) q <= 4'b0001; else q <= {q[2:0], q[3]}; end endmodule
Each clock cycle shifts the '1' bit to the left, wrapping around.
The ring counter starts at 0001. After 1 clock: 0010, after 2 clocks: 0100, after 3 clocks: 1000. But note the code shifts left by concatenating {q[2:0], q[3]}, so the '1' moves from bit 0 to bit 1 after 1 clock, bit 2 after 2 clocks, bit 3 after 3 clocks. So after 3 clocks, q = 1000.
What is the main purpose of a ring counter in digital circuits?
Think about how the '1' bit moves in a ring counter.
A ring counter circulates a single '1' bit through a series of flip-flops, creating a repeating pattern. It is not a binary counter or an arithmetic unit.
What error will occur when running this Verilog ring counter code?
module ring_counter(input clk, input reset, output reg [3:0] q); always @(posedge clk or posedge reset) begin if (reset) q <= 4'b0001; else q <= {q[3:1], q[0]}; end endmodule
Check how bits are shifted in the concatenation.
The concatenation {q[3:1], q[0]} shifts bits right but keeps the '1' bit in the same position, so the '1' does not circulate properly. The correct shift for a ring counter is to rotate bits left or right properly.
Which code snippet correctly resets a 3-bit ring counter to 3'b001 on reset?
Remember the correct syntax for if statements and non-blocking assignments in always blocks.
Option A uses correct syntax: parentheses around condition and non-blocking assignment <=. Option A uses blocking assignment which is discouraged in sequential logic. Option A misses parentheses. Option A uses wrong bit width literal.
How many unique states does a 5-bit ring counter have before repeating the sequence?
Think about how the single '1' bit moves through the 5 flip-flops.
A 5-bit ring counter has exactly 5 unique states, each with the '1' bit in a different flip-flop position. After 5 shifts, the pattern repeats.