Assembly Language & x86 Low-Level Systems Programming · Aula

Representação e tipos de dados

Aprenda como inteiros, caracteres e outros tipos de dados são armazenados na memória e manipulados usando instruções Assembly.

Representação e tipos de dados é uma aula grátis de Assembly Language & x86 Low-Level Systems Programming no CoddyKit. Esta é a aula 3 de 4. Você pode ler a aula completa abaixo gratuitamente — depois pratica ao vivo no navegador com um editor de código integrado e um tutor de IA 24/7. Faz parte do caminho de aprendizado de Assembly Language & x86 Low-Level Systems Programming, e seu progresso é sincronizado entre a web e o app CoddyKit. O curso de Assembly Language & x86 Low-Level Systems Programming inclui 4 aulas no total.

Partes desta aula ainda não foram traduzidas e aparecem em inglês.

What are Data Types?

In assembly language, we work directly with raw bits and bytes. But how do we know if a sequence of bytes represents a number, a character, or something else?

This is where data types come in! They give meaning to the raw data, helping both you and the CPU understand how to interpret and manipulate information.

Common Data Sizes

x86 assembly defines standard sizes for data. These directly correspond to how much memory space a piece of data occupies:

BYTE: 8 bits
WORD: 16 bits (2 bytes)
DWORD: Double Word, 32 bits (4 bytes)
QWORD: Quad Word, 64 bits (8 bytes)

These sizes are fundamental for declaring variables and working with registers.

Defining Data: DB, DW, DD, DQ

To store data in memory, we use data definition directives. These tell the assembler to reserve space and optionally initialize it with a value.

DB: Define Byte (8-bit)
DW: Define Word (16-bit)
DD: Define Doubleword (32-bit)
DQ: Define Quadword (64-bit)

You'll see these often when creating variables in your programs.

Unsigned Integers

An unsigned integer is a number that is always positive or zero. All of its bits are used to represent the magnitude of the number.

For example, an 8-bit unsigned byte can hold values from 0 to 255. A 16-bit unsigned word can hold values from 0 to 65,535.

When you don't need negative numbers, unsigned types are perfect and give you a larger positive range.

Signed Integers (Two's Complement)

Signed integers can represent both positive and negative values. One bit, usually the Most Significant Bit (MSB), is used to indicate the sign (0 for positive, 1 for negative).

Negative numbers are typically represented using Two's Complement. This system makes arithmetic operations work seamlessly for both positive and negative values.

An 8-bit signed byte ranges from -128 to +127.

Character Data: ASCII

Characters like 'A', 'b', or '7' are also stored as numbers! The most common standard for this is ASCII (American Standard Code for Information Interchange).

Each character is assigned a unique 8-bit (1-byte) numerical value. For example, the character 'A' is represented by the decimal value 65 (or hexadecimal 0x41).

You can define single characters or entire strings using the DB directive.

Code: Defining & Accessing Data

This example shows how to define different data types and then load their values into CPU registers. This demonstrates how assembly treats these named memory locations.

section .data
    ; Define various data types
    myByte  db 10        ; An 8-bit unsigned integer
    myWord  dw 256       ; A 16-bit unsigned integer
    myDword dd 65536     ; A 32-bit unsigned integer
    myChar  db 'X'       ; An 8-bit character (ASCII value 88)
    myString db "Hello", 0 ; A string (null-terminated)

section .text
    global _start

_start:
    ; Move byte into AL register
    mov al, [myByte]

    ; Move word into BX register
    mov bx, [myWord]

    ; Move dword into ECX register
    mov ecx, [myDword]

    ; Move char into DL register
    mov dl, [myChar]

    ; Exit gracefully (Linux syscall)
    mov eax, 1           ; sys_exit syscall number
    xor ebx, ebx         ; Exit code 0
    int 0x80             ; Invoke kernel

Data Alignment Benefits

Data alignment means placing data in memory at an address that is a multiple of its size. For example, a DWORD (4 bytes) might be aligned to an address ending in 0, 4, 8, or C (hex).

While not strictly required by all CPUs, proper alignment can significantly improve performance. The CPU can fetch aligned data more efficiently, often in a single memory access, avoiding extra work.

Assemblers sometimes provide directives like ALIGN to help ensure proper alignment.

Why Data Types Matter

Understanding data types is crucial because it dictates:

Memory Usage: How much space your data consumes.
Instruction Choice: Which assembly instructions (e.g., ADD, MOV) are appropriate for the data size.
Interpretation: Whether the CPU treats 0xFF as 255 (unsigned) or -1 (signed).

Careful type selection prevents errors and ensures your programs behave as expected at the lowest level.

Quick Check: Data Sizes

You've learned about common data sizes and how they're defined. Let's test your knowledge!

Recap: Data Representation

Great job! You've explored the fundamental concepts of data representation in x86 assembly.

We define data using directives like DB, DW, DD, and DQ for various sizes.
Integers can be signed (positive/negative) or unsigned (positive only).
Characters are stored using the ASCII standard, where each character has a numerical value.
Understanding data alignment can help optimize performance.

Next, we'll continue building on this knowledge to perform more complex operations!

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