Divide by 2 clock in VHDL

Clock dividers are ubiquitous circuits used in every digital design. A divide-by-N divider produces a clock that is N times lesser frequency as compared to input clock. A flip-flop with its inverted output fed back to its input serves as a divide-by-2 circuit. Figure 1 shows the schematic representation for the same.

Divide by 2 clock circuit

                                          

Following is the code for a divide-by-2 circuit.

-- This module is for a basic divide by 2 in VHDL.

library ieee;

use ieee.std_logic_1164.all;

entity div2 is

                port (

                                reset : in std_logic;

                                clk_in : in std_logic;

                                clk_out : out std_logic

                );

end div2;

-- Architecture definition for divide by 2 circuit

architecture behavior of div2 is
signal clk_state : std_logic;

begin

                process (clk_in,reset)

                begin

                                if reset = '1' then

                                                clk_state <= '0';

                                elsif clk_in'event and clk_in = '1' then

                                                clk_state <= not clk_state;

                                end if;

                end process;
clk_out <= clk_state;

end architecture;

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Applications of latches

A latch is a level-sensitive storage element capable of storing 1-bit digital data (Read more about basics of latches here). However simple that may sound, but there are countless applications in digital VLSI circuits as discussed below:

• Master-slave flip-flop: Cascading of a positive latch and negative latch gives a negative edge-triggered flip-flop and cascading of negative and positve latch gives a positive edge-triggered flip-flop. This kind of design of edge-triggered flip-flops is the most prevalent architecture used in VLSI industry. In other words, all the flip-flops used in today's designs are actually two latches cascaded back-to-back.

Figure 1: Master-slave flip-flops using latches

• Latch as lockup element: A latch is used as a savior for scan hold timing closure in the form of lockup latch. A lockup latch is nothing more than a transparent latch used in places where hold timing is an issue due to either very large clock skew or uncommon path, one of the commonoly occuring scenarios being scan connection between two functionally non-interacting domains. Read more about lockup latch

• Latches used for permormance gain: Latches, due to their inherent property of time borrowing, can capture data over a period of time, rather than at a particular instant. This property of latch can be taken advantage of by the stage having maximum delay borrowing time from next stage; thus, reducing overall clock period. Read more here

• Latch pipeline: Going one step further, there can be a whole design implemented with latches. The basic principle used is that a positive latch must be succeeded by a negative latch, and vice-versa. Using a latch based design, we can effectively get the job done at half the clock frequency. But, it is not feasible to fulfil the requirement of positive latch output going to negative latch. The effort required to build even a small latch based pipeline (even as small as that shown below in figure 2) is very latge. That is why, we never see practically latch pipeline based circuits.

Figure 2: Latch pipeline

• Integrated Clock Gating Cell: Latch is used in the path of enable signal in case of clock gating elements in order to avoid glitches. An AND gate, in general, requires enable to launch from negative edge-triggered flip-flop and vice-versa. But it is very difficult to generalize a state-machine. Hence, latches are embedded alongside the AND gate (or OR gate) as a single standard cell to be used at places where clock gating is required. Read more here.

• Latches in memory arrays to store data: Regenerative latches are used inside memory arrays of SRAM to store data. Regenerative latch, in general, forms part of a memory bit-cell. The number of such bit cells is equal to the number of bits that the memory can store.

So, we have gone through a few of the applications of latches. Can you think of any other application of latches in designs? Please do not hesitate to share your knowledge with others. :-)