What is the output of the following VHDL process when the input signal sig_in changes from '0' to '1'?
process(clk) begin if rising_edge(clk) then prev_sig <= sig_in; edge_detected <= '1' when (sig_in = '1' and prev_sig = '0') else '0'; end if; end process;
Think about how the previous signal value is stored and compared to detect a rising edge.
The process stores the previous value of sig_in in prev_sig. The output edge_detected is set to '1' only when the current sig_in is '1' and the previous was '0', which means a rising edge happened exactly at that clock cycle.
Which signal type is best suited to detect edges in VHDL designs?
Think about how you can tell if a signal just changed from one value to another.
To detect edges, you need to compare the current input value with its previous value. This requires storing the previous value in a signal and then comparing it to the current input.
What error will occur when running this VHDL code for edge detection?
process(clk) begin if clk'event and clk = '1' then if sig_in = '1' and prev_sig = '0' then edge_detected <= '1'; else edge_detected <= '0'; end if; prev_sig <= sig_in; end if; end process;
Consider the initial value of prev_sig before the first clock cycle.
The signal prev_sig is used in the condition before it is assigned any initial value. This can cause simulation mismatches or unexpected behavior because prev_sig is undefined at the start.
Choose the VHDL code snippet that correctly detects a falling edge on sig_in signal.
Falling edge means signal changes from '1' to '0'.
The falling edge is detected when the current signal is '0' and the previous signal was '1'. Option C correctly implements this condition.
Given the input signal sequence over 8 clock cycles: sig_in = '0', '1', '1', '0', '1', '0', '0', '1', how many rising edges will the following edge detector detect?
process(clk)
begin
if rising_edge(clk) then
prev_sig <= sig_in;
edge_detected <= '1' when (sig_in = '1' and prev_sig = '0') else '0';
end if;
end process;Count how many times the signal changes from '0' to '1' in the sequence.
The rising edges occur when the signal changes from '0' to '1'. The transitions are at cycles: 0->1, 3->4, and 6->7 (indexing from 0). So total 3 rising edges.
