Continuous Assignment in Verilog

Dave Moore
11 Mar 202007:44

Summary

TLDRThis video script delves into Verilog's continuous assignment, a fundamental concept for building complex digital circuits. It contrasts continuous and procedural assignments, focusing on the former's role in combinational logic. The script introduces the 'assign' keyword and gate shorthand notation, essential for creating circuits with less code. An example of a multiplexer implementation using continuous assignment is provided, demonstrating how it simplifies design compared to gate primitives. The session also emphasizes the importance of verifying RTL for correctness and teases the next topic: procedural assignment for sequential logic.

Takeaways

  • 📘 Verilog's gate primitives are great for beginners, but for complex circuits, a deeper understanding of the language is necessary.
  • 🔄 Assignment in Verilog is fundamental, involving placing values onto nets, wires, registers, or variables, and consists of a left-hand side and a right-hand side.
  • 🏗️ Gate primitives used in Verilog are a form of assignment where the output is the left-hand side and the input expression is the right-hand side.
  • 🔑 There are two types of assignments in Verilog: continuous and procedural, with continuous assignment being the focus of this session.
  • 🔄 Continuous assignment is used for combinational logic circuits and updates the output whenever there's a change on the right-hand side.
  • 🕒 Procedural assignment, to be covered later, is used for sequential logic and updates based on specific conditions or signals.
  • 🔑 The 'assign' keyword is fundamental to continuous assignment in Verilog.
  • 🛠️ Gate shorthand notation, including bitwise and logical operators, allows for compact representation of complex logic operations.
  • 🌐 Continuous assignment can simplify the creation of complex circuits like multiplexers, which would be cumbersome to build using only gate primitives.
  • 🔗 Continuous assignment can also be used to connect different nets and buses without additional components, simplifying the design of digital systems.
  • 🔍 It's important to check the RTL implementation to ensure that the continuous assignment is correctly implemented.

Q & A

  • What is the main focus of the lab session described in the transcript?

    -The main focus of the lab session is to enhance understanding of Verilog as a language by exploring assignment, a fundamental element that powers most of what Verilog does.

  • What are the two main types of assignment in Verilog mentioned in the transcript?

    -The two main types of assignment in Verilog are continuous and procedural assignments.

  • How does continuous assignment differ from procedural assignment?

    -Continuous assignment assigns values to nets and happens whenever there is a change on the right-hand side, continuously driving the left-hand side. Procedural assignment assigns values to registers or variables only under specified conditions, such as on the edge of a clock or another signal.

  • What is the purpose of the 'assign' keyword in Verilog?

    -The 'assign' keyword in Verilog is used to create continuous assignment expressions, which generate circuits by assigning values to nets or wires based on expressions on the right-hand side.

  • What is gate shorthand notation in Verilog?

    -Gate shorthand notation in Verilog refers to the use of individual operators representing each logic gate, allowing for the construction of complex combinational logic circuits using single assignment statements.

  • How does the bitwise operator differ from the logical operator in Verilog?

    -Bitwise operators in Verilog perform operations on a bit-by-bit basis, allowing operations on all bits of a bus individually. Logical operators, on the other hand, operate on multi-bit values as a single entity and produce a single bit output.

  • What is the significance of the example of a multiplexer in the context of the lab session?

    -The example of a multiplexer demonstrates how continuous assignment can be used to simplify Verilog designs by easily adding complex elements to circuits, such as selecting a signal based on the status of select bits.

  • Why is it important to check the RTL when using continuous assignment in Verilog?

    -It is important to check the RTL when using continuous assignment in Verilog to ensure that the implemented design is correct, as it can be easy to make mistakes with gate shorthand notation.

  • What will be the focus of the next session according to the transcript?

    -The next session will focus on procedural assignment, which will allow the introduction of sequential logic to the designs.

  • How does the transcript describe the process of building a digital circuit using Verilog gate primitives?

    -The transcript describes the process of building a digital circuit using Verilog gate primitives as an entry-level introduction that can become cumbersome for complex circuits, necessitating a deeper understanding of Verilog and the use of continuous assignment for more efficient design.

Outlines

00:00

💻 Introduction to Verilog Assignments and Continuous Assignment

This paragraph introduces the concept of assignments in Verilog, which is fundamental to the language and crucial for building digital circuits. It explains that assignments involve placing values onto nets, wires, registers, or variables using the left-hand side (LHS) and right-hand side (RHS) of an equation. The paragraph differentiates between two types of assignments: continuous and procedural. Continuous assignments are the focus of this session, and they assign values to nets whenever there's a change on the RHS, akin to wiring a combinational circuit. Procedural assignments, which will be covered later, assign values to registers or variables under specific conditions, such as clock edges, and are used for sequential and behavioral Verilog. The paragraph also introduces the 'assign' keyword for continuous assignments and the concept of gate shorthand notation, which simplifies the creation of complex combinational logic circuits using bitwise and logical operators.

05:02

🔌 Enhancing Circuit Design with Continuous Assignment

The second paragraph delves into the practical application of continuous assignment in Verilog for designing more complex digital systems. It discusses the inefficiency of using gate primitives for larger circuits, such as multiplexers with many inputs, and how continuous assignment can simplify this process. The paragraph explains how continuous assignment can be used to connect different nets and buses without routing them through components, which is particularly useful for building multiplexers. It illustrates how a multiplexer can be created using continuous assignment by selecting a signal based on the status of select bits. The example provided shows how to use bus addressing to connect individual wires in a bus to different places, which can be scaled up to create larger multiplexers. The paragraph concludes by emphasizing the importance of using continuous assignment for its versatility in building modules and the need to check the RTL to ensure correctness, with a预告 of the next session focusing on procedural assignment for sequential logic.

Mindmap

Keywords

💡Verilog

Verilog is a hardware description language used to model and design digital systems. In the context of the video, Verilog is the primary tool for generating digital circuits, and the script discusses the need to move beyond basic gate primitives to more complex circuit designs using Verilog's capabilities.

💡Gate Primitives

Gate primitives refer to the basic building blocks of digital circuits, such as AND, OR, NOT, and NAND gates. The script mentions that while these have served as a good introduction, more complex circuits require a deeper understanding of Verilog.

💡Hierarchical Design

Hierarchical design is a method of structuring digital systems by breaking them down into smaller, manageable modules. The video script implies that this approach has been used in the past, but the focus is now shifting towards more advanced techniques within Verilog.

💡Assignment

Assignment in Verilog is the process of placing values onto nets, wires, registers, or variables. It is fundamental to Verilog programming and is described as having a left-hand side (the target) and a right-hand side (the value to be assigned). The script explains that assignments are central to building digital circuits in Verilog.

💡Continuous Assignment

Continuous assignment in Verilog is used to assign values to nets and happens whenever there is a change on the right-hand side of the assignment. It is likened to wiring up a combinational circuit with jumper wires, ensuring the output is continuously updated with changes in the circuit. The script emphasizes its use in building combinational logic circuits at a higher level of abstraction.

💡Procedural Assignment

Procedural assignment, while not the main focus of the session, is mentioned as a method of assigning values to registers or variables under specified conditions, such as on the edge of a clock signal. This type of assignment is crucial for sequential and behavioral Verilog design and will be explored in more detail in a future session.

💡Combinational Circuit

A combinational circuit is a type of digital circuit where the output is determined solely by the current inputs, without any memory of past inputs. The script discusses how continuous assignment allows for the creation of such circuits at a higher level of abstraction.

💡Gate Shorthand

Gate shorthand refers to the use of Verilog operators that represent logic gates. These operators allow for the construction of complex logic expressions in a concise manner. The script explains that these operators are used to build equations that the compiler translates into representative circuits.

💡Bitwise Operators

Bitwise operators in Verilog perform operations on individual bits of binary values. The script mentions that these operators enable operations to be performed on all bits of a bus individually, which is essential for creating complex combinational logic circuits.

💡Logical Operators

Logical operators in Verilog compare entire multi-bit values as a single entity. The script explains that logical AND checks if two buses are identical, while logical OR checks if any bit in a bus is non-zero, which is useful for validating buses as a whole.

💡Multiplexer

A multiplexer is a digital component that selects one of many input signals and forwards the selected input to a single output line. The script provides an example of how continuous assignment can be used to implement a multiplexer, illustrating the concept with a simple 2-input multiplexer and discussing the scalability to larger multiplexers.

Highlights

Introduction to Verilog gate primitives for generating digital circuits.

Transition to a more robust understanding of Verilog for complex circuit design.

Fundamental concept of assignment in Verilog, involving left-hand and right-hand sides.

Explanation of gate primitives as a form of assignment in Verilog.

Differentiation between continuous and procedural assignments in Verilog.

Continuous assignment for nets, triggered by changes on the right-hand side.

Procedural assignment for registers or variables under specified conditions.

Overview of how continuous assignment simplifies combinational circuit design.

Introduction of the 'assign' keyword for creating continuous assignment expressions.

Gate shorthand notation for representing logic gates and operations in Verilog.

Bitwise operators for performing bit-by-bit comparisons in Verilog.

Logical operators for comparing entire multi-bit values in Verilog.

Building complex combinational logic circuits using single assignment statements.

Example of using continuous assignment to implement a multiplexer in Verilog.

Scalability of multiplexer design using continuous assignment for larger bus sizes.

Importance of checking RTL implementation for correctness in Verilog designs.

Advantages of using continuous assignment over gate primitives for module building.

Anticipation of the next session focusing on procedural assignment and sequential logic.

Transcripts

play00:03

we've now spent several weeks working

play00:05

with Verilog gate primitives to generate

play00:07

digital circuits this is served well as

play00:10

an entry-level introduction to Vera log

play00:12

and hierarchical design but we need

play00:14

something a bit more robust if we want

play00:15

to start building more complex circuits

play00:17

it's time to step up our understanding

play00:19

of Vera log as a language and take a

play00:21

look at what we're actually doing when

play00:23

we write it in this lab session we'll be

play00:25

looking at assignment which is one of

play00:26

the fundamental elements of Vera log and

play00:28

powers pretty much everything that it

play00:30

does the act of placing values onto nets

play00:34

or wires registers or variables in Vera

play00:37

log is known as assigning each

play00:39

assignment has two parts a left-hand

play00:42

side and a right-hand side with an equal

play00:44

symbol between them the right hand side

play00:47

can contain any expression that

play00:48

evaluates to a final value while the

play00:51

left hand side indicates the net or

play00:52

variable to which the value on the right

play00:54

hand side is being assigned sounds

play00:57

complicated

play00:57

but we've already been doing this the

play01:00

gate primitives that we've been using up

play01:02

until now assign statements just in a

play01:04

different format the left-hand side is

play01:06

the output whilst the right-hand side

play01:08

expression is a combination of the

play01:10

inputs and the selected gate so when we

play01:12

create a logic gate in our design we're

play01:14

assigning the output wire to be a result

play01:16

of the expression generated by

play01:18

performing whatever function on the

play01:20

input wires

play01:23

there are two main types of assignment

play01:25

continuous and procedural we'll just be

play01:28

focusing on continuous assignment this

play01:30

session but I'll give an overview of

play01:31

both now and we'll be looking at

play01:33

procedural assignment in more detail in

play01:35

the next session continuous assignment

play01:38

assigns values to nets and happens

play01:40

whenever there is a change on the right

play01:42

hand side as a result the left-hand side

play01:45

is continuously driven by the right this

play01:48

can be thought of as wiring up a

play01:49

combinational circuit with jumper wires

play01:51

whatever changes there are in the

play01:53

circuit the output will be affected

play01:55

procedural assignment assigns values to

play01:58

registers or variables only under

play02:00

specified conditions usually on the edge

play02:03

of a clock or another signal it doesn't

play02:05

matter how much the right-hand side

play02:07

changes the left-hand side only updates

play02:10

when the conditional signal triggers

play02:12

latching in the new result the register

play02:14

or variable will then hold this value

play02:16

until it's assigned again this

play02:18

facilitates sequential and behavioral

play02:20

véra log through things like if and case

play02:22

statements which we'll look at in the

play02:24

final lab session of this course we'll

play02:28

just be looking continuous assignment in

play02:30

this session continuous assignment

play02:32

allows us to build combinational logic

play02:34

circuits at a higher level of

play02:35

abstraction than with gate primitives it

play02:38

allows us to significantly reduce the

play02:40

amount of code we have to write but as a

play02:42

result is much less verbose we can't

play02:44

necessarily just glance it and form the

play02:47

results in circuit in our minds the

play02:49

fundamental element of continuous

play02:51

assignment is the assign keyword we use

play02:54

it create these assignment expressions

play02:56

and thus generate our circuits the left

play02:58

hand side of the expression is our

play03:00

output which could be a module output or

play03:03

an internal wire and the right-hand side

play03:05

is the logic which drives that output as

play03:07

you can see from this example we aren't

play03:10

limited to a single gaper line anymore

play03:12

and therefore can theoretically create

play03:14

an entire circuit with just a single

play03:16

line of code in order to generate these

play03:21

expressions we need to learn the

play03:23

notation which is known as gate

play03:24

shorthand we have individual operators

play03:27

representing each logic gate as well as

play03:29

an operator to generate things like NAND

play03:32

and nor by building equations using

play03:34

these operators the core

play03:36

compiler will build us a representative

play03:38

circuit these operators are known as

play03:40

bitwise operators the comparisons they

play03:42

perform will take place on a bit by bit

play03:44

basis so if you were to and two 4-bit

play03:47

wires together the result would be a

play03:49

4-bit value comparing bit zero to bit

play03:52

zero bit won't a bit one and so on and

play03:54

so forth

play03:55

this allows us to perform operations on

play03:57

all bits on a bus individually if we

play04:00

want to validate a bus as a whole we can

play04:02

use logical operators to compare entire

play04:05

terms to each other logical operators

play04:07

operate on multi bit values as a single

play04:10

entity and only produce a single bit

play04:12

output logical and allows us to compare

play04:15

two buses to see if they're identical to

play04:17

each other whereas logical or would tell

play04:19

us simply if a bus has a non zero value

play04:22

so using this gate shorthand notation we

play04:25

can build up complex combinational logic

play04:27

circuits with just a single assigned

play04:29

statement for each sum of products

play04:31

function I'm now going to give you an

play04:34

example of how continuous assignment can

play04:36

be used in circuit development and

play04:38

introduce the implementation of another

play04:40

fundamental digital electronics

play04:42

component a multiplexer

play04:46

up until now we've only really

play04:48

implemented basic combinational circuits

play04:50

in Verilog theoretically we can build

play04:53

anything using gate primitives in

play04:54

hierarchical design but as we've seen

play04:57

these designs can get complicated very

play04:59

quickly now that we've got a better

play05:01

understanding of continuous assignment

play05:03

we can use it to easily add more complex

play05:05

elements to our circuits and start to

play05:08

build up full digital electronic systems

play05:11

we could easily build a simple 2 input

play05:14

multiplexer from gate primitives by

play05:16

looking at the truth table as you can

play05:18

see it's just a couple of an gates a nor

play05:21

gate and an inverter however once we

play05:23

start introducing more inputs the

play05:25

circuit very quickly scales up in

play05:27

complexity whilst a 4 input multiplexer

play05:30

is still a relatively simple circuit in

play05:32

terms of connections it's going to be a

play05:34

long process to manually connect the

play05:36

gate primitives together in complex

play05:39

digital systems we can easily find

play05:41

ourselves wanting to use 16 and 32-bit

play05:43

multiplexers so writing these in using

play05:45

gate primitives simply isn't feasible

play05:47

however we can use another aspect of

play05:50

continuous assignment to make things a

play05:52

bit easier one of the things we can do

play05:54

with continuous assignment is connect

play05:56

different nets and buses together

play05:58

without necessarily routing them through

play06:00

any components as you know from previous

play06:03

weeks we can address individual nets on

play06:05

a bus in a similar way to how you would

play06:07

access array elements in C++ we can use

play06:10

this addressing to connect individual

play06:12

wires in a bus to different places or

play06:14

even separate wide buses into narrower

play06:16

ones all multiplexers really do is

play06:20

select a signal based on the status of

play06:22

the Select bit so we can use that

play06:23

information to build a simple

play06:25

multiplexer using continuous assignment

play06:27

we'll take the input of our multiplexer

play06:29

to be a bus and assign the output to be

play06:31

whichever bit on the bus select is

play06:33

pointing to because this is continuous

play06:36

assignment the output is updated every

play06:38

time there is a change in signal on the

play06:40

right-hand side of the expression so as

play06:42

select changes different nets on the a

play06:45

bus will be connected to the output as

play06:47

we know from earlier lab sessions we

play06:50

address an entire bus just by referring

play06:52

to its name so we can easily scale this

play06:54

module up to a 4 or 8 bit multiplexer

play06:57

just by changing the number of

play06:59

puts the assignment line itself doesn't

play07:01

change the RTL if the result shows that

play07:04

we've implemented our multiplexer

play07:06

correctly on the device however this

play07:08

design is still implemented in lookup

play07:10

tables despite being such a fundamental

play07:13

component of digital electronics that

play07:15

aren't actually any general-purpose

play07:16

multiplexers for use in this video we've

play07:21

covered continuous assignment and how it

play07:22

can be used to simplify our verilock

play07:24

designs going ahead you should use it as

play07:26

much as possible as it is a far more

play07:29

versatile way to build modules however

play07:31

you should always check the RTL as you

play07:33

go along it's very easy to get the gate

play07:36

shorthand notation wrong next week we'll

play07:39

be looking a procedure assignment to

play07:40

start adding sequential logic to our

play07:42

designs

Rate This

5.0 / 5 (0 votes)

Etiquetas Relacionadas
VerilogDigital CircuitsContinuous AssignmentHierarchical DesignCombinational LogicGate PrimitivesBitwise OperatorsMultiplexersRTL DesignSequential Logic
¿Necesitas un resumen en inglés?