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Уважаемые эксперты! Пожалуйста, ответьте на вопрос:
Нужно реализовать программы на Ассемблере (как вставка в Делфи): 1. Реализуйте с помощью логических симметричное отображение младшего байта слова на старший байт с потерей исходных значений. 2. Представить обыкновенную дробь как запись с полями «Числитель» и «Знаменатель» и реализовать арифметические операции с дробями.
Помогите, пожалуйста. Желательно хотя бы с минимальным пояснением кода. Спасибо.
Здравствуйте, Посетитель - 380267! 1) Доведенное до логического конца ответ эксперта Кривенко Евгения Владимировича в вопросе№ 183949
Код:
{симметричное отображение младшего байта слова на старший байт} {параметр - двойное слово в EAX, но используется только младшее слово} {результат - в EAX (младший бит байта al стал старшим битом байта ah, и т.д.)} function simm(x:integer): integer; assembler; asm push ecx {сохраним регистр} mov ecx,8 {число бит в байте} @bit_loop: {цикл по битам} ror al,1 {младший бит в старший} shl ax,1 {старший бит младшего байта в младший бит старшего байта} shr al,1 {вернем следующий бит на место} loop @bit_loop {по всем битам байта} pop ecx end;
Вызов:
Код:
var i: integer;
begin i:=$1275; i:=simm(i); end;
В результате получим i = 0ae00h
2) Дроби [code h=207]{дробь - запись из двух полей: числитель (x) и знаменатель(y)} type fraction = record x, y: integer; end;
{нужно для Lazarus-а, для Delphi, скорее всего, нет} {$ASMMODE intel}
{функция вычисления наибольшего общего делителя} function GCD(A, B: integer): integer; assembler; asm push ecx {сохраним регистр ECX} mov ecx, edx {второе число в регистре EDX , при делении будет портиться, пусть будет в ECX} test eax, eax {возьмем модуль обоих чисел} jns @test_neg_B neg eax @test_neg_B: test ecx, ecx jns @GCD_continue neg ecx @GCD_continue: {цикл расчета НОД-а} test eax, eax {пока одно из чисел не станет равным 0} jz @GCD_ret jcxz @GCD_ret cmp eax, ecx {будем искать остаток от деления большего на меньшее} jb @GCD_A_lt_B {A < B} {A >= B} xor edx, edx {числа положительные, можно смело обнулять} div ecx {A / B} mov eax, edx {EAX = A = A mod B, ECX = B} jmp @GCD_continue @GCD_A_lt_B: {A < B} xchg eax, ecx {EAX = B, ECX = A} xor edx, edx div ecx {B / A} mov eax, edx {EAX = B mod A} xchg eax, ecx {ECX = B mod A, EAX = A} jmp @GCD_continue @GCD_ret: add eax, ecx {EAX = A + B, или то, или другое, т.к. второе будет равно 0} pop ecx end;
{процедура деления дроби на НОД} {EAX - НОД, EBX - знаменатель, EDI - числитель, ECX - адрес дроби-результата}
procedure Cut_f(); assembler; asm XCHG EAX, EBX {EAX = знаменатель, EBX = НОД} CDQ {знаковое расширение до DX:AX} IDIV EBX {EAX = знаменатель / НОД} XCHG EAX, EDI {EAX = числитель, EDI = знаменатель / НОД} CDQ {знаковое расширение до DX:AX} IDIV EBX {EAX = числитель / НОД} {пусть отрицательное число будет только в числителе} TEST EDI, EDI {знак знаменателя} jns @SET_NUMS NEG EAX {умножим на -1} NEG EDI @SET_NUMS: {сохраним результат} MOV [ECX].fraction.x, EAX MOV [ECX].fraction.y, EDI end;
{процедура складывания двух дробей} {параметры - адреса складаемых и результата} {правило вычисления для x1/y1 + x2/y2} {(первая строка - числитель, вторая - знаменатель):} {(x1*y2+x2*y1) div GCD(x1*y2+x2*y1, y1*y2)} {(y1*y2) div GCD(x1*y2+x2*y1, y1*y2)} procedure Add_f(var fr1, fr2, res:fraction);assembler; asm PUSH EBX {сохраним регистры} PUSH ESI PUSH EDI
MOV ESI, fr1 {адрес первой дроби} MOV EDI, fr2 {второй}
MOV EAX, [ESI].fraction.x IMUL [EDI].fraction.y XCHG EAX, EDI MOV EAX, [EAX].fraction.x IMUL [ESI].fraction.y SUB EDI, EAX {аналогично сумме, отличие только здесь!}
MOV EAX, EDI MOV EDX, EBX call GCD
call Cut_f
POP EDI POP ESI POP EBX end;
{процедура умножения двух дробей} {параметры - адреса множителей и результата} {правило вычисления для x1/y1 * x2/y2} {(первая строка - числитель, вторая - знаменатель):} {(x1*x2) div GCD(x1*x2, y1*y2)} {(y1*y2) div GCD(x1*x2, y1*y2)} procedure Mul_f(var fr1, fr2, res:fraction);assembler; asm PUSH EBX PUSH ESI PUSH EDI
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