Course Topics - Outline

Size: px
Start display at page:

Download "Course Topics - Outline"

Transcription

1 Course Topics - Outline Lecture 1 - Introduction Lecture 2 - Lexical conventions Lecture 3 - Data types Lecture 4 - Operators Lecture 5 - Behavioral modeling Lecture 6 - Data flow modeling Lecture 7 - Gate Level modeling Lecture 8 - Tasks and Functions Lecture 9 - Advanced Modeling Techniques Lecture 10 - System Tasks and Compiler directives Lecture 11 - Switch Level modeling Lecture 12 - Coding Styles and Test Benches Lecture 13 - Synthesis issues 1

2 Lecture 2 Lexical conventions Case sensitivity, Keywords, White space Characters Identifiers Comments Integer Numbers Signed and Unsigned Numbers Real Numbers Strings Verilog Logic Value Set Integer Arithmetic Exercise 2 2

3 Lexical conventions The basic lexical conventions used by Verilog HDL are similar to those in the C programming language. Verilog HDL is a case-sensitive language. All keywords are in lowercase. White space characters are: Blank spaces Tabs New-line 3

4 Verilog Statement Terminator Verilog models consist of a list of statements declaring relationships between a model and its environment, and between signals within a model. Statements are terminated by a semicolon( ; ) module full_addr (A, B, Cin, S, Cout) ; input A, B, Cin ; output wire S, Cout ; assign {Cout, S} = A + B + Cin ; endmodule 4

5 Identifiers Identifiers are names given to an object, such as a register or a function or a module, so that it can be referenced from other places in a description Identifiers must begin with an alphabetic character or the underscore character (a-z A-Z _ ) Identifiers may contain alphabetic characters, numeric characters, underscore, and dollar sign (a-z A-Z 0-9 _ $ ) Identifiers can be up to 1024 characters long Identifier cannot start with a number or dollar sign ($) Escaped Identifiers begin with backslash (\) and end with white space (space, tab or new line) 5

6 Identifiers cont. All characters within the Escape Identifier, are processed literally. Any printable ASCII character can be included. Identifiers examples: wire a1 ; // wire is a keyword, a1 is an identifier reg sum ; // reg is a keyword, sum is an identifier Escaped Identifier examples: \a+b-c \**my_name** 6

7 Comments There are two forms to introduce comments. o Single line comments begin with the // and end with a carriage return. // This is one line comment o Multi Line comments begin with the /* and end with the */ /* This is a multiple lines comments */ 7

8 Integer Numbers Verilog HDL allows integer numbers to be specified as: Sized or Unsized numbers ( Unsized size is 32 bits ) In a radix of binary, octal, decimal, or hexadecimal Radix and hex digits (a, b, c, d, e, f) are case insensitive Spaces are allowed between the size, radix and value Syntax: <size> '<radix> <value> size in bits, radix in b, d, o, h 8

9 Number Representation 549 // unsized decimal number h 8FF // unsized hex number o765 // unsized octal number 4 b11 // 4-bit binary number b10x // 3-bit binary number with LSB unknown 5 d3 // 5-bit decimal number -4 b11 // 4-bit two s complement of 0011 = 1101 = 4 hd 9

10 Unsized Numbers: 10 Integer Numbers - Examples 792 // a decimal number 8d9 // Illegal, hexadecimal must be specified with h h 7d9 // an unsized hexadecimal number d9 o 7746 // an unsized octal number // stored as Sized Numbers: 12 h x // a 12 bit unknown number 10 d 17 // a 10 bit constant with the value 17 4 b 110z // a 4 bit binary number 8 haa // stored as

11 Integer Numbers (2) If size is ommitted: It is inferred from the value or It takes the simulation specific number of bits or It takes the machine specific number of bits (32/64b) If radix is ommitted too, decimal is assumed 15 = <size> d 15 11

12 Integer Numbers (3) One can insert _ to improve readability, 12 b 000_111_010_ b o 07_24? question mark substitutes z in numbers for better readability: 8 `b111? // == 8 `b111z Zero fill / bit extension: If a numeric value does not contain enough digits to fill the specified number of bits, the high order bits are filled with zeros. If the specified MSB is an x or z, the x/z is left extended to fill the bit field. 16 h39 16 h b hz 8 hzz 16 bzzzz zzzz 12

13 Signed and Unsigned Numbers Verilog Supports both the type of numbers, but with certain restrictions. Any number that does not have negative sign prefix is a positive number. Or indirect way would be "Unsigned" Negative numbers can be specified by putting a minus sign before the size for a constant number, thus become signed numbers. Verilog internally represents negative numbers in 2's compliment format Verilog Essentials by Dr. Abramov B.

14 Signed and Unsigned Numbers Examples Negative numbers (- sign before the size) are represented in 2's complement form. Any number without a sign is an unsigned number -4 d7 // stored as sd3 // used for performing signed integer math 4 d-2 // Illegal specification -5 ha // stored as b101 // stored as 1011 wire signed [N-1:0] din ; // a net that holds a signed value reg signed [M-1:0] dout ; /* a variable that holds a signed value */ 14

15 Real Numbers Verilog supports real constants and variables Real Numbers can not contain 'Z' and 'X' Real numbers may be specified in either decimal or scientific notation: < value >.< value > < mantissa >E< exponent > Verilog converts real numbers to integers by rounding. Real numbers are rounded off to the nearest integer when assigning to integer. 15

16 Real Numbers - Examples Real Number E6 Decimal Notation

17 17 String A sequence of characters enclosed in double quotes. Must be contained in a single line (w/o carriage return). String is treated as a sequence of one-byte ASCII values. Example: Verilog HDL Concepts Verilog strings are implemented with regs. The reg holds the ASCII values of each character of the string. reg [8*12:0] string_val; // can hold up to 13 chars string_val = Hello Verilog ; string_val = hello ; // MS Bytes are filled with 0 string_val = I am overflowed ; // I is truncated Accept C-like escape characters: \n = newline, \t = tab, \b = backslash, \ = quote mark ( ), %% = % sign

18 Verilog Value Set 0 represents low logic level or false condition 1 represents high logic level or true condition X represents unknown logic level Z represents high impedance logic level 18

19 Four-valued Logic Logical operators work on three-valued logic 0 1 X Z X X X 0 X X X Z 0 X X X Output 0 if one input is 0 Output X if both inputs are gibberish 19

20 20 The Power of Verilog: Integer Arithmetic Verilog s built-in arithmetic makes a 32-bit adder easy: module add32 (a, b, sum) ; input [31:0] a, b ; output wire [31:0] sum ; assign sum = a + b ; endmodule A 32-bit adder with carry-in and carry-out: module add32_carry (a, b, cin, sum, cout) ; input [31:0] a, b ; input cin ; output wire [31:0] sum ; output wire cout ; assign {cout, sum} = a + b + cin ; endmodule

21 Quiz Practice Practice writing the following numbers: 1. Decimal number 123 as a sized 8-bit number in binary. Use _ for readability. 8 b0111_ A 16-bit hexadecimal unknown number with all x s. 3. A 4-bit negative 2 in decimal. Write the 2 s complement for this number. 4. An unsized hex number hx -4 d2 4 d14 h

22 22 Quiz Practice cont. Are the following legal strings? If not, write the correct strings. a. this is a string displaying the % sign Not-legal, string must contain on a single line b. out = in1 + in2 Legal c. Please ring the bell \007 Legal d. This is a backslash \ character\n Not-legal, includes \n = new line

23 Quiz Practice cont. Are these legal identifiers? a. system1 Legal b. 1reg Not-legal, starts with a digit (number) c. $latch Not-legal, starts with a $ sign d. exec$ Legal 23

24 24 Quiz Practice cont. Declare the following variables in Verilog: a. An 8-bit vector net called a_in wire [7:0] a_in ; b. A 32-bit storage register called address. Bit 31 must be the MSB (Little- Endian). reg [31:0] address ; c. Set the value of the register to a 32-bit decimal number equal to 3 address = 32 d3 ; d. An integer called count integer count ;

25 Quiz Practice cont. e. A time variable called snap_shot time snap_shot ; f. An-array called delays. Array contains 20 elements of the type integer integer delays[0:19] ; g. A memory MEM containing 256 words of 64 bits each reg [63:0] MEM[0:255] ; h. A parameter cache_size equal to 512 parameter cache_size = 512 ; 25

26 Exercise 2 Half & Full Adders 1bit Half Adder in Dataflow abstraction level 1bit Full Adder in Dataflow abstraction level 4bit Ripple carry Full Adder, created from the above 4 1bit Full Adder units 8bit Adder / Subtractor in Behavioral abstraction level 26

Verilog - Representation of Number Literals

Verilog - Representation of Number Literals Verilog - Representation of Number Literals... And here there be monsters! (Capt. Barbossa) Numbers are represented as: value ( indicates optional part) size The number of binary

More information

Pemrograman Dasar. Basic Elements Of Java

Pemrograman Dasar. Basic Elements Of Java Pemrograman Dasar Basic Elements Of Java Compiling and Running a Java Application 2 Portable Java Application 3 Java Platform Platform: hardware or software environment in which a program runs. Oracle

More information

Oct: 50 8 = 6 (r = 2) 6 8 = 0 (r = 6) Writing the remainders in reverse order we get: (50) 10 = (62) 8

Oct: 50 8 = 6 (r = 2) 6 8 = 0 (r = 6) Writing the remainders in reverse order we get: (50) 10 = (62) 8 ECE Department Summer LECTURE #5: Number Systems EEL : Digital Logic and Computer Systems Based on lecture notes by Dr. Eric M. Schwartz Decimal Number System: -Our standard number system is base, also

More information

Bachelors of Computer Application Programming Principle & Algorithm (BCA-S102T)

Bachelors of Computer Application Programming Principle & Algorithm (BCA-S102T) Unit- I Introduction to c Language: C is a general-purpose computer programming language developed between 1969 and 1973 by Dennis Ritchie at the Bell Telephone Laboratories for use with the Unix operating

More information

2011, The McGraw-Hill Companies, Inc. Chapter 3

2011, The McGraw-Hill Companies, Inc. Chapter 3 Chapter 3 3.1 Decimal System The radix or base of a number system determines the total number of different symbols or digits used by that system. The decimal system has a base of 10 with the digits 0 through

More information

EE 261 Introduction to Logic Circuits. Module #2 Number Systems

EE 261 Introduction to Logic Circuits. Module #2 Number Systems EE 261 Introduction to Logic Circuits Module #2 Number Systems Topics A. Number System Formation B. Base Conversions C. Binary Arithmetic D. Signed Numbers E. Signed Arithmetic F. Binary Codes Textbook

More information

The string of digits 101101 in the binary number system represents the quantity

The string of digits 101101 in the binary number system represents the quantity Data Representation Section 3.1 Data Types Registers contain either data or control information Control information is a bit or group of bits used to specify the sequence of command signals needed for

More information

CSI 333 Lecture 1 Number Systems

CSI 333 Lecture 1 Number Systems CSI 333 Lecture 1 Number Systems 1 1 / 23 Basics of Number Systems Ref: Appendix C of Deitel & Deitel. Weighted Positional Notation: 192 = 2 10 0 + 9 10 1 + 1 10 2 General: Digit sequence : d n 1 d n 2...

More information

Number Representation

Number Representation Number Representation CS10001: Programming & Data Structures Pallab Dasgupta Professor, Dept. of Computer Sc. & Engg., Indian Institute of Technology Kharagpur Topics to be Discussed How are numeric data

More information

Systems I: Computer Organization and Architecture

Systems I: Computer Organization and Architecture Systems I: Computer Organization and Architecture Lecture 2: Number Systems and Arithmetic Number Systems - Base The number system that we use is base : 734 = + 7 + 3 + 4 = x + 7x + 3x + 4x = x 3 + 7x

More information

Digital System Design Prof. D Roychoudhry Department of Computer Science and Engineering Indian Institute of Technology, Kharagpur

Digital System Design Prof. D Roychoudhry Department of Computer Science and Engineering Indian Institute of Technology, Kharagpur Digital System Design Prof. D Roychoudhry Department of Computer Science and Engineering Indian Institute of Technology, Kharagpur Lecture - 04 Digital Logic II May, I before starting the today s lecture

More information

Binary Adders: Half Adders and Full Adders

Binary Adders: Half Adders and Full Adders Binary Adders: Half Adders and Full Adders In this set of slides, we present the two basic types of adders: 1. Half adders, and 2. Full adders. Each type of adder functions to add two binary bits. In order

More information

Binary Numbers. Binary Octal Hexadecimal

Binary Numbers. Binary Octal Hexadecimal Binary Numbers Binary Octal Hexadecimal Binary Numbers COUNTING SYSTEMS UNLIMITED... Since you have been using the 10 different digits 0, 1, 2, 3, 4, 5, 6, 7, 8, and 9 all your life, you may wonder how

More information

Chapter 4: Computer Codes

Chapter 4: Computer Codes Slide 1/30 Learning Objectives In this chapter you will learn about: Computer data Computer codes: representation of data in binary Most commonly used computer codes Collating sequence 36 Slide 2/30 Data

More information

Numeral Systems. The number twenty-five can be represented in many ways: Decimal system (base 10): 25 Roman numerals:

Numeral Systems. The number twenty-five can be represented in many ways: Decimal system (base 10): 25 Roman numerals: Numeral Systems Which number is larger? 25 8 We need to distinguish between numbers and the symbols that represent them, called numerals. The number 25 is larger than 8, but the numeral 8 above is larger

More information

C++ Language Tutorial

C++ Language Tutorial cplusplus.com C++ Language Tutorial Written by: Juan Soulié Last revision: June, 2007 Available online at: http://www.cplusplus.com/doc/tutorial/ The online version is constantly revised and may contain

More information

Base Conversion written by Cathy Saxton

Base Conversion written by Cathy Saxton Base Conversion written by Cathy Saxton 1. Base 10 In base 10, the digits, from right to left, specify the 1 s, 10 s, 100 s, 1000 s, etc. These are powers of 10 (10 x ): 10 0 = 1, 10 1 = 10, 10 2 = 100,

More information

Lecture 11: Number Systems

Lecture 11: Number Systems Lecture 11: Number Systems Numeric Data Fixed point Integers (12, 345, 20567 etc) Real fractions (23.45, 23., 0.145 etc.) Floating point such as 23. 45 e 12 Basically an exponent representation Any number

More information

LSN 2 Number Systems. ECT 224 Digital Computer Fundamentals. Department of Engineering Technology

LSN 2 Number Systems. ECT 224 Digital Computer Fundamentals. Department of Engineering Technology LSN 2 Number Systems Department of Engineering Technology LSN 2 Decimal Number System Decimal number system has 10 digits (0-9) Base 10 weighting system... 10 5 10 4 10 3 10 2 10 1 10 0. 10-1 10-2 10-3

More information

Numbering Systems. InThisAppendix...

Numbering Systems. InThisAppendix... G InThisAppendix... Introduction Binary Numbering System Hexadecimal Numbering System Octal Numbering System Binary Coded Decimal (BCD) Numbering System Real (Floating Point) Numbering System BCD/Binary/Decimal/Hex/Octal

More information

CDA 3200 Digital Systems. Instructor: Dr. Janusz Zalewski Developed by: Dr. Dahai Guo Spring 2012

CDA 3200 Digital Systems. Instructor: Dr. Janusz Zalewski Developed by: Dr. Dahai Guo Spring 2012 CDA 3200 Digital Systems Instructor: Dr. Janusz Zalewski Developed by: Dr. Dahai Guo Spring 2012 Outline Data Representation Binary Codes Why 6-3-1-1 and Excess-3? Data Representation (1/2) Each numbering

More information

The programming language C. sws1 1

The programming language C. sws1 1 The programming language C sws1 1 The programming language C invented by Dennis Ritchie in early 1970s who used it to write the first Hello World program C was used to write UNIX Standardised as K&C (Kernighan

More information

Name: Class: Date: 9. The compiler ignores all comments they are there strictly for the convenience of anyone reading the program.

Name: Class: Date: 9. The compiler ignores all comments they are there strictly for the convenience of anyone reading the program. Name: Class: Date: Exam #1 - Prep True/False Indicate whether the statement is true or false. 1. Programming is the process of writing a computer program in a language that the computer can respond to

More information

plc numbers - 13.1 Encoded values; BCD and ASCII Error detection; parity, gray code and checksums

plc numbers - 13.1 Encoded values; BCD and ASCII Error detection; parity, gray code and checksums plc numbers - 3. Topics: Number bases; binary, octal, decimal, hexadecimal Binary calculations; s compliments, addition, subtraction and Boolean operations Encoded values; BCD and ASCII Error detection;

More information

Computer Science 281 Binary and Hexadecimal Review

Computer Science 281 Binary and Hexadecimal Review Computer Science 281 Binary and Hexadecimal Review 1 The Binary Number System Computers store everything, both instructions and data, by using many, many transistors, each of which can be in one of two

More information

Goals. Unary Numbers. Decimal Numbers. 3,148 is. 1000 s 100 s 10 s 1 s. Number Bases 1/12/2009. COMP370 Intro to Computer Architecture 1

Goals. Unary Numbers. Decimal Numbers. 3,148 is. 1000 s 100 s 10 s 1 s. Number Bases 1/12/2009. COMP370 Intro to Computer Architecture 1 Number Bases //9 Goals Numbers Understand binary and hexadecimal numbers Be able to convert between number bases Understand binary fractions COMP37 Introduction to Computer Architecture Unary Numbers Decimal

More information

Levent EREN levent.eren@ieu.edu.tr A-306 Office Phone:488-9882 INTRODUCTION TO DIGITAL LOGIC

Levent EREN levent.eren@ieu.edu.tr A-306 Office Phone:488-9882 INTRODUCTION TO DIGITAL LOGIC Levent EREN levent.eren@ieu.edu.tr A-306 Office Phone:488-9882 1 Number Systems Representation Positive radix, positional number systems A number with radix r is represented by a string of digits: A n

More information

This 3-digit ASCII string could also be calculated as n = (Data[2]-0x30) +10*((Data[1]-0x30)+10*(Data[0]-0x30));

This 3-digit ASCII string could also be calculated as n = (Data[2]-0x30) +10*((Data[1]-0x30)+10*(Data[0]-0x30)); Introduction to Embedded Microcomputer Systems Lecture 5.1 2.9. Conversions ASCII to binary n = 100*(Data[0]-0x30) + 10*(Data[1]-0x30) + (Data[2]-0x30); This 3-digit ASCII string could also be calculated

More information

Chapter 1: Digital Systems and Binary Numbers

Chapter 1: Digital Systems and Binary Numbers Chapter 1: Digital Systems and Binary Numbers Digital age and information age Digital computers general purposes many scientific, industrial and commercial applications Digital systems telephone switching

More information

Binary Representation. Number Systems. Base 10, Base 2, Base 16. Positional Notation. Conversion of Any Base to Decimal.

Binary Representation. Number Systems. Base 10, Base 2, Base 16. Positional Notation. Conversion of Any Base to Decimal. Binary Representation The basis of all digital data is binary representation. Binary - means two 1, 0 True, False Hot, Cold On, Off We must be able to handle more than just values for real world problems

More information

Solution for Homework 2

Solution for Homework 2 Solution for Homework 2 Problem 1 a. What is the minimum number of bits that are required to uniquely represent the characters of English alphabet? (Consider upper case characters alone) The number of

More information

Introduction to Java Applications. 2005 Pearson Education, Inc. All rights reserved.

Introduction to Java Applications. 2005 Pearson Education, Inc. All rights reserved. 1 2 Introduction to Java Applications 2.2 First Program in Java: Printing a Line of Text 2 Application Executes when you use the java command to launch the Java Virtual Machine (JVM) Sample program Displays

More information

Lecture 2. Binary and Hexadecimal Numbers

Lecture 2. Binary and Hexadecimal Numbers Lecture 2 Binary and Hexadecimal Numbers Purpose: Review binary and hexadecimal number representations Convert directly from one base to another base Review addition and subtraction in binary representations

More information

Variables, Constants, and Data Types

Variables, Constants, and Data Types Variables, Constants, and Data Types Primitive Data Types Variables, Initialization, and Assignment Constants Characters Strings Reading for this class: L&L, 2.1-2.3, App C 1 Primitive Data There are eight

More information

A single register, called the accumulator, stores the. operand before the operation, and stores the result. Add y # add y from memory to the acc

A single register, called the accumulator, stores the. operand before the operation, and stores the result. Add y # add y from memory to the acc Other architectures Example. Accumulator-based machines A single register, called the accumulator, stores the operand before the operation, and stores the result after the operation. Load x # into acc

More information

Topics. Parts of a Java Program. Topics (2) CS 146. Introduction To Computers And Java Chapter Objectives To understand:

Topics. Parts of a Java Program. Topics (2) CS 146. Introduction To Computers And Java Chapter Objectives To understand: Introduction to Programming and Algorithms Module 2 CS 146 Sam Houston State University Dr. Tim McGuire Introduction To Computers And Java Chapter Objectives To understand: the meaning and placement of

More information

BINARY CODED DECIMAL: B.C.D.

BINARY CODED DECIMAL: B.C.D. BINARY CODED DECIMAL: B.C.D. ANOTHER METHOD TO REPRESENT DECIMAL NUMBERS USEFUL BECAUSE MANY DIGITAL DEVICES PROCESS + DISPLAY NUMBERS IN TENS IN BCD EACH NUMBER IS DEFINED BY A BINARY CODE OF 4 BITS.

More information

Chapter 2: Elements of Java

Chapter 2: Elements of Java Chapter 2: Elements of Java Basic components of a Java program Primitive data types Arithmetic expressions Type casting. The String type (introduction) Basic I/O statements Importing packages. 1 Introduction

More information

Useful Number Systems

Useful Number Systems Useful Number Systems Decimal Base = 10 Digit Set = {0, 1, 2, 3, 4, 5, 6, 7, 8, 9} Binary Base = 2 Digit Set = {0, 1} Octal Base = 8 = 2 3 Digit Set = {0, 1, 2, 3, 4, 5, 6, 7} Hexadecimal Base = 16 = 2

More information

More Verilog. 8-bit Register with Synchronous Reset. Shift Register Example. N-bit Register with Asynchronous Reset.

More Verilog. 8-bit Register with Synchronous Reset. Shift Register Example. N-bit Register with Asynchronous Reset. More Verilog 8-bit Register with Synchronous Reset module reg8 (reset, CLK, D, Q); input reset; input [7:0] D; output [7:0] Q; reg [7:0] Q; if (reset) Q = 0; else Q = D; module // reg8 Verilog - 1 Verilog

More information

Divide: Paper & Pencil. Computer Architecture ALU Design : Division and Floating Point. Divide algorithm. DIVIDE HARDWARE Version 1

Divide: Paper & Pencil. Computer Architecture ALU Design : Division and Floating Point. Divide algorithm. DIVIDE HARDWARE Version 1 Divide: Paper & Pencil Computer Architecture ALU Design : Division and Floating Point 1001 Quotient Divisor 1000 1001010 Dividend 1000 10 101 1010 1000 10 (or Modulo result) See how big a number can be

More information

Number Conversions Dr. Sarita Agarwal (Acharya Narendra Dev College,University of Delhi)

Number Conversions Dr. Sarita Agarwal (Acharya Narendra Dev College,University of Delhi) Conversions Dr. Sarita Agarwal (Acharya Narendra Dev College,University of Delhi) INTRODUCTION System- A number system defines a set of values to represent quantity. We talk about the number of people

More information

CPEN 214 - Digital Logic Design Binary Systems

CPEN 214 - Digital Logic Design Binary Systems CPEN 4 - Digital Logic Design Binary Systems C. Gerousis Digital Design 3 rd Ed., Mano Prentice Hall Digital vs. Analog An analog system has continuous range of values A mercury thermometer Vinyl records

More information

Binary Representation

Binary Representation Binary Representation The basis of all digital data is binary representation. Binary - means two 1, 0 True, False Hot, Cold On, Off We must tbe able to handle more than just values for real world problems

More information

JavaScript: Introduction to Scripting. 2008 Pearson Education, Inc. All rights reserved.

JavaScript: Introduction to Scripting. 2008 Pearson Education, Inc. All rights reserved. 1 6 JavaScript: Introduction to Scripting 2 Comment is free, but facts are sacred. C. P. Scott The creditor hath a better memory than the debtor. James Howell When faced with a decision, I always ask,

More information

So far we have considered only numeric processing, i.e. processing of numeric data represented

So far we have considered only numeric processing, i.e. processing of numeric data represented Chapter 4 Processing Character Data So far we have considered only numeric processing, i.e. processing of numeric data represented as integer and oating point types. Humans also use computers to manipulate

More information

Life Cycle of a Memory Request. Ring Example: 2 requests for lock 17

Life Cycle of a Memory Request. Ring Example: 2 requests for lock 17 Life Cycle of a Memory Request (1) Use AQR or AQW to place address in AQ (2) If A[31]==0, check for hit in DCache Ring (3) Read Hit: place cache word in RQ; Write Hit: replace cache word with WQ RDDest/RDreturn

More information

.NET Standard DateTime Format Strings

.NET Standard DateTime Format Strings .NET Standard DateTime Format Strings Specifier Name Description d Short date pattern Represents a custom DateTime format string defined by the current ShortDatePattern property. D Long date pattern Represents

More information

2010/9/19. Binary number system. Binary numbers. Outline. Binary to decimal

2010/9/19. Binary number system. Binary numbers. Outline. Binary to decimal 2/9/9 Binary number system Computer (electronic) systems prefer binary numbers Binary number: represent a number in base-2 Binary numbers 2 3 + 7 + 5 Some terminology Bit: a binary digit ( or ) Hexadecimal

More information

VHDL Test Bench Tutorial

VHDL Test Bench Tutorial University of Pennsylvania Department of Electrical and Systems Engineering ESE171 - Digital Design Laboratory VHDL Test Bench Tutorial Purpose The goal of this tutorial is to demonstrate how to automate

More information

Lab 1: Full Adder 0.0

Lab 1: Full Adder 0.0 Lab 1: Full Adder 0.0 Introduction In this lab you will design a simple digital circuit called a full adder. You will then use logic gates to draw a schematic for the circuit. Finally, you will verify

More information

Handout 1. Introduction to Java programming language. Java primitive types and operations. Reading keyboard Input using class Scanner.

Handout 1. Introduction to Java programming language. Java primitive types and operations. Reading keyboard Input using class Scanner. Handout 1 CS603 Object-Oriented Programming Fall 15 Page 1 of 11 Handout 1 Introduction to Java programming language. Java primitive types and operations. Reading keyboard Input using class Scanner. Java

More information

COMBINATIONAL CIRCUITS

COMBINATIONAL CIRCUITS COMBINATIONAL CIRCUITS http://www.tutorialspoint.com/computer_logical_organization/combinational_circuits.htm Copyright tutorialspoint.com Combinational circuit is a circuit in which we combine the different

More information

SYMETRIX SOLUTIONS: TECH TIP August 2015

SYMETRIX SOLUTIONS: TECH TIP August 2015 String Output Modules The purpose of this document is to provide an understanding of operation and configuration of the two different String Output modules available within SymNet Composer. The two different

More information

Chapter One Introduction to Programming

Chapter One Introduction to Programming Chapter One Introduction to Programming 1-1 Algorithm and Flowchart Algorithm is a step-by-step procedure for calculation. More precisely, algorithm is an effective method expressed as a finite list of

More information

Counting in base 10, 2 and 16

Counting in base 10, 2 and 16 Counting in base 10, 2 and 16 1. Binary Numbers A super-important fact: (Nearly all) Computers store all information in the form of binary numbers. Numbers, characters, images, music files --- all of these

More information

Data Storage. Chapter 3. Objectives. 3-1 Data Types. Data Inside the Computer. After studying this chapter, students should be able to:

Data Storage. Chapter 3. Objectives. 3-1 Data Types. Data Inside the Computer. After studying this chapter, students should be able to: Chapter 3 Data Storage Objectives After studying this chapter, students should be able to: List five different data types used in a computer. Describe how integers are stored in a computer. Describe how

More information

Informatica e Sistemi in Tempo Reale

Informatica e Sistemi in Tempo Reale Informatica e Sistemi in Tempo Reale Introduction to C programming Giuseppe Lipari http://retis.sssup.it/~lipari Scuola Superiore Sant Anna Pisa October 25, 2010 G. Lipari (Scuola Superiore Sant Anna)

More information

ASSEMBLY LANGUAGE PROGRAMMING (6800) (R. Horvath, Introduction to Microprocessors, Chapter 6)

ASSEMBLY LANGUAGE PROGRAMMING (6800) (R. Horvath, Introduction to Microprocessors, Chapter 6) ASSEMBLY LANGUAGE PROGRAMMING (6800) (R. Horvath, Introduction to Microprocessors, Chapter 6) 1 COMPUTER LANGUAGES In order for a computer to be able to execute a program, the program must first be present

More information

Section 1.4 Place Value Systems of Numeration in Other Bases

Section 1.4 Place Value Systems of Numeration in Other Bases Section.4 Place Value Systems of Numeration in Other Bases Other Bases The Hindu-Arabic system that is used in most of the world today is a positional value system with a base of ten. The simplest reason

More information

PROGRAMMING IN C PROGRAMMING IN C CONTENT AT A GLANCE

PROGRAMMING IN C PROGRAMMING IN C CONTENT AT A GLANCE PROGRAMMING IN C CONTENT AT A GLANCE 1 MODULE 1 Unit 1 : Basics of Programming Unit 2 : Fundamentals Unit 3 : C Operators MODULE 2 unit 1 : Input Output Statements unit 2 : Control Structures unit 3 :

More information

To convert an arbitrary power of 2 into its English equivalent, remember the rules of exponential arithmetic:

To convert an arbitrary power of 2 into its English equivalent, remember the rules of exponential arithmetic: Binary Numbers In computer science we deal almost exclusively with binary numbers. it will be very helpful to memorize some binary constants and their decimal and English equivalents. By English equivalents

More information

CS101 Lecture 11: Number Systems and Binary Numbers. Aaron Stevens 14 February 2011

CS101 Lecture 11: Number Systems and Binary Numbers. Aaron Stevens 14 February 2011 CS101 Lecture 11: Number Systems and Binary Numbers Aaron Stevens 14 February 2011 1 2 1 3!!! MATH WARNING!!! TODAY S LECTURE CONTAINS TRACE AMOUNTS OF ARITHMETIC AND ALGEBRA PLEASE BE ADVISED THAT CALCULTORS

More information

CSC4510 AUTOMATA 2.1 Finite Automata: Examples and D efinitions Definitions

CSC4510 AUTOMATA 2.1 Finite Automata: Examples and D efinitions Definitions CSC45 AUTOMATA 2. Finite Automata: Examples and Definitions Finite Automata: Examples and Definitions A finite automaton is a simple type of computer. Itsoutputislimitedto yes to or no. It has very primitive

More information

3. Convert a number from one number system to another

3. Convert a number from one number system to another 3. Convert a number from one number system to another Conversion between number bases: Hexa (16) Decimal (10) Binary (2) Octal (8) More Interest Way we need conversion? We need decimal system for real

More information

Chapter Binary, Octal, Decimal, and Hexadecimal Calculations

Chapter Binary, Octal, Decimal, and Hexadecimal Calculations Chapter 5 Binary, Octal, Decimal, and Hexadecimal Calculations This calculator is capable of performing the following operations involving different number systems. Number system conversion Arithmetic

More information

Objective-C Tutorial

Objective-C Tutorial Objective-C Tutorial OBJECTIVE-C TUTORIAL Simply Easy Learning by tutorialspoint.com tutorialspoint.com i ABOUT THE TUTORIAL Objective-c tutorial Objective-C is a general-purpose, object-oriented programming

More information

6.170 Tutorial 3 - Ruby Basics

6.170 Tutorial 3 - Ruby Basics 6.170 Tutorial 3 - Ruby Basics Prerequisites 1. Have Ruby installed on your computer a. If you use Mac/Linux, Ruby should already be preinstalled on your machine. b. If you have a Windows Machine, you

More information

EE360: Digital Design I Course Syllabus

EE360: Digital Design I Course Syllabus : Course Syllabus Dr. Mohammad H. Awedh Fall 2008 Course Description This course introduces students to the basic concepts of digital systems, including analysis and design. Both combinational and sequential

More information

ECE232: Hardware Organization and Design. Part 3: Verilog Tutorial. http://www.ecs.umass.edu/ece/ece232/ Basic Verilog

ECE232: Hardware Organization and Design. Part 3: Verilog Tutorial. http://www.ecs.umass.edu/ece/ece232/ Basic Verilog ECE232: Hardware Organization and Design Part 3: Verilog Tutorial http://www.ecs.umass.edu/ece/ece232/ Basic Verilog module ();

More information

Sources: On the Web: Slides will be available on:

Sources: On the Web: Slides will be available on: C programming Introduction The basics of algorithms Structure of a C code, compilation step Constant, variable type, variable scope Expression and operators: assignment, arithmetic operators, comparison,

More information

COMPSCI 210. Binary Fractions. Agenda & Reading

COMPSCI 210. Binary Fractions. Agenda & Reading COMPSCI 21 Binary Fractions Agenda & Reading Topics: Fractions Binary Octal Hexadecimal Binary -> Octal, Hex Octal -> Binary, Hex Decimal -> Octal, Hex Hex -> Binary, Octal Animation: BinFrac.htm Example

More information

DNA Data and Program Representation. Alexandre David 1.2.05 adavid@cs.aau.dk

DNA Data and Program Representation. Alexandre David 1.2.05 adavid@cs.aau.dk DNA Data and Program Representation Alexandre David 1.2.05 adavid@cs.aau.dk Introduction Very important to understand how data is represented. operations limits precision Digital logic built on 2-valued

More information

UIL Computer Science for Dummies by Jake Warren and works from Mr. Fleming

UIL Computer Science for Dummies by Jake Warren and works from Mr. Fleming UIL Computer Science for Dummies by Jake Warren and works from Mr. Fleming 1 2 Foreword First of all, this book isn t really for dummies. I wrote it for myself and other kids who are on the team. Everything

More information

Let s put together a Manual Processor

Let s put together a Manual Processor Lecture 14 Let s put together a Manual Processor Hardware Lecture 14 Slide 1 The processor Inside every computer there is at least one processor which can take an instruction, some operands and produce

More information

MACHINE INSTRUCTIONS AND PROGRAMS

MACHINE INSTRUCTIONS AND PROGRAMS CHAPTER 2 MACHINE INSTRUCTIONS AND PROGRAMS CHAPTER OBJECTIVES In this chapter you will learn about: Machine instructions and program execution, including branching and subroutine call and return operations

More information

Memory is implemented as an array of electronic switches

Memory is implemented as an array of electronic switches Memory Structure Memory is implemented as an array of electronic switches Each switch can be in one of two states 0 or 1, on or off, true or false, purple or gold, sitting or standing BInary digits (bits)

More information

JAVA - QUICK GUIDE. Java SE is freely available from the link Download Java. So you download a version based on your operating system.

JAVA - QUICK GUIDE. Java SE is freely available from the link Download Java. So you download a version based on your operating system. http://www.tutorialspoint.com/java/java_quick_guide.htm JAVA - QUICK GUIDE Copyright tutorialspoint.com What is Java? Java is: Object Oriented Platform independent: Simple Secure Architectural- neutral

More information

1. Give the 16 bit signed (twos complement) representation of the following decimal numbers, and convert to hexadecimal:

1. Give the 16 bit signed (twos complement) representation of the following decimal numbers, and convert to hexadecimal: Exercises 1 - number representations Questions 1. Give the 16 bit signed (twos complement) representation of the following decimal numbers, and convert to hexadecimal: (a) 3012 (b) - 435 2. For each of

More information

1. Convert the following base 10 numbers into 8-bit 2 s complement notation 0, -1, -12

1. Convert the following base 10 numbers into 8-bit 2 s complement notation 0, -1, -12 C5 Solutions 1. Convert the following base 10 numbers into 8-bit 2 s complement notation 0, -1, -12 To Compute 0 0 = 00000000 To Compute 1 Step 1. Convert 1 to binary 00000001 Step 2. Flip the bits 11111110

More information

Digital Design. Assoc. Prof. Dr. Berna Örs Yalçın

Digital Design. Assoc. Prof. Dr. Berna Örs Yalçın Digital Design Assoc. Prof. Dr. Berna Örs Yalçın Istanbul Technical University Faculty of Electrical and Electronics Engineering Office Number: 2318 E-mail: siddika.ors@itu.edu.tr Grading 1st Midterm -

More information

Simple C++ Programs. Engineering Problem Solving with C++, Etter/Ingber. Dev-C++ Dev-C++ Windows Friendly Exit. The C++ Programming Language

Simple C++ Programs. Engineering Problem Solving with C++, Etter/Ingber. Dev-C++ Dev-C++ Windows Friendly Exit. The C++ Programming Language Simple C++ Programs Engineering Problem Solving with C++, Etter/Ingber Chapter 2 Simple C++ Programs Program Structure Constants and Variables C++ Operators Standard Input and Output Basic Functions from

More information

CS321. Introduction to Numerical Methods

CS321. Introduction to Numerical Methods CS3 Introduction to Numerical Methods Lecture Number Representations and Errors Professor Jun Zhang Department of Computer Science University of Kentucky Lexington, KY 40506-0633 August 7, 05 Number in

More information

Binary Division. Decimal Division. Hardware for Binary Division. Simple 16-bit Divider Circuit

Binary Division. Decimal Division. Hardware for Binary Division. Simple 16-bit Divider Circuit Decimal Division Remember 4th grade long division? 43 // quotient 12 521 // divisor dividend -480 41-36 5 // remainder Shift divisor left (multiply by 10) until MSB lines up with dividend s Repeat until

More information

This section describes how LabVIEW stores data in memory for controls, indicators, wires, and other objects.

This section describes how LabVIEW stores data in memory for controls, indicators, wires, and other objects. Application Note 154 LabVIEW Data Storage Introduction This Application Note describes the formats in which you can save data. This information is most useful to advanced users, such as those using shared

More information

COMP 250 Fall 2012 lecture 2 binary representations Sept. 11, 2012

COMP 250 Fall 2012 lecture 2 binary representations Sept. 11, 2012 Binary numbers The reason humans represent numbers using decimal (the ten digits from 0,1,... 9) is that we have ten fingers. There is no other reason than that. There is nothing special otherwise about

More information

About The Tutorial. Audience. Prerequisites. Copyright & Disclaimer

About The Tutorial. Audience. Prerequisites. Copyright & Disclaimer About The Tutorial C is a general-purpose, procedural, imperative computer programming language developed in 1972 by Dennis M. Ritchie at the Bell Telephone Laboratories to develop the UNIX operating system.

More information

Regular Expression Syntax

Regular Expression Syntax 1 of 5 12/22/2014 9:55 AM EmEditor Home - EmEditor Help - How to - Search Regular Expression Syntax EmEditor regular expression syntax is based on Perl regular expression syntax. Literals All characters

More information

HOMEWORK # 2 SOLUTIO

HOMEWORK # 2 SOLUTIO HOMEWORK # 2 SOLUTIO Problem 1 (2 points) a. There are 313 characters in the Tamil language. If every character is to be encoded into a unique bit pattern, what is the minimum number of bits required to

More information

VB.NET Programming Fundamentals

VB.NET Programming Fundamentals Chapter 3 Objectives Programming Fundamentals In this chapter, you will: Learn about the programming language Write a module definition Use variables and data types Compute with Write decision-making statements

More information

NUMBER SYSTEMS. 1.1 Introduction

NUMBER SYSTEMS. 1.1 Introduction NUMBER SYSTEMS 1.1 Introduction There are several number systems which we normally use, such as decimal, binary, octal, hexadecimal, etc. Amongst them we are most familiar with the decimal number system.

More information

Chapter 2. Binary Values and Number Systems

Chapter 2. Binary Values and Number Systems Chapter 2 Binary Values and Number Systems Numbers Natural numbers, a.k.a. positive integers Zero and any number obtained by repeatedly adding one to it. Examples: 100, 0, 45645, 32 Negative numbers A

More information

Today s topics. Digital Computers. More on binary. Binary Digits (Bits)

Today s topics. Digital Computers. More on binary. Binary Digits (Bits) Today s topics! Binary Numbers! Brookshear.-.! Slides from Prof. Marti Hearst of UC Berkeley SIMS! Upcoming! Networks Interactive Introduction to Graph Theory http://www.utm.edu/cgi-bin/caldwell/tutor/departments/math/graph/intro

More information

Binary, Hexadecimal, Octal, and BCD Numbers

Binary, Hexadecimal, Octal, and BCD Numbers 23CH_PHCalter_TMSETE_949118 23/2/2007 1:37 PM Page 1 Binary, Hexadecimal, Octal, and BCD Numbers OBJECTIVES When you have completed this chapter, you should be able to: Convert between binary and decimal

More information

Upon completion of unit 1.1, students will be able to

Upon completion of unit 1.1, students will be able to Upon completion of unit 1.1, students will be able to 1. Demonstrate safety of the individual, class, and overall environment of the classroom/laboratory, and understand that electricity, even at the nominal

More information

Tokens and Python s Lexical Structure

Tokens and Python s Lexical Structure Chapter 2 Tokens and Python s Lexical Structure The first step towards wisdom is calling things by their right names. Chinese Proverb Chapter Objectives ˆ Learn the syntax and semantics of Python s five

More information

The Hexadecimal Number System and Memory Addressing

The Hexadecimal Number System and Memory Addressing APPENDIX C The Hexadecimal Number System and Memory Addressing U nderstanding the number system and the coding system that computers use to store data and communicate with each other is fundamental to

More information

Ecma/TC39/2013/NN. 4 th Draft ECMA-XXX. 1 st Edition / July 2013. The JSON Data Interchange Format. Reference number ECMA-123:2009

Ecma/TC39/2013/NN. 4 th Draft ECMA-XXX. 1 st Edition / July 2013. The JSON Data Interchange Format. Reference number ECMA-123:2009 Ecma/TC39/2013/NN 4 th Draft ECMA-XXX 1 st Edition / July 2013 The JSON Data Interchange Format Reference number ECMA-123:2009 Ecma International 2009 COPYRIGHT PROTECTED DOCUMENT Ecma International 2013

More information

Unsigned Conversions from Decimal or to Decimal and other Number Systems

Unsigned Conversions from Decimal or to Decimal and other Number Systems Page 1 of 5 Unsigned Conversions from Decimal or to Decimal and other Number Systems In all digital design, analysis, troubleshooting, and repair you will be working with binary numbers (or base 2). It

More information

2 ASCII TABLE (DOS) 3 ASCII TABLE (Window)

2 ASCII TABLE (DOS) 3 ASCII TABLE (Window) 1 ASCII TABLE 2 ASCII TABLE (DOS) 3 ASCII TABLE (Window) 4 Keyboard Codes The Diagram below shows the codes that are returned when a key is pressed. For example, pressing a would return 0x61. If it is

More information