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đề cương môn kỹ thuật vi xử lý

Đề thi môn kỹ thuật vi xử lý

Đề thi môn kỹ thuật vi xử

Điện - Điện tử

... hiện 30 lần công vi c : giảm giá trị đi 2 đơn vị rồi đưa ra cổng PA.Thời gian làm bài : 60 phút Không được sử dụng tài liệuĐỀ SỐ 06ĐỀ THI MÔNKỸ THUẬT VI XỬ Chủ nhiệm bộ môn Câu 1: Mã hóa ... đưa ra cổng PCLThời gian làm bài : 60 phút Không được sử dụng tài liệuĐỀ SỐ 05ĐỀ THI MÔNKỸ THUẬT VI XỬ Chủ nhiệm bộ môn Câu 1: Mã hóa các lệnh sau :MOV DX,[SI] + 58H ; MOV CX,DL Câu 2: ... ĐỀ SỐ 04ĐỀ THI MÔNKỸ THUẬT VI XỬ Chủ nhiệm bộ môn Câu 1: Mã hóa các lệnh sau :MOV CX,[DI] +5FH ; MOV DH,DL Câu 2:...
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Đề thi môn kỹ thuật vi xử lý có đáp án phần 1

Đề thi môn kỹ thuật vi xử có đáp án phần 1

Điện - Điện tử - Viễn thông

... ĐỀ SỐ 01ĐỀ THI MÔNKỸ THUẬT VI XỬ Chủ nhiệm bộ môn Câu 1: Mã hóa các lệnh sau :MOV AX,BX ; MOV CL,[DI] + 9A24HCâu 2: ... đưa ra cổng PB.Thời gian làm bài : 60 phút Không được sử dụng tài liệuĐỀ SỐ 02ĐỀ THI MÔNKỸ THUẬT VI XỬ Chủ nhiệm bộ môn Câu 1: Mã hóa các lệnh sau :MOV CX ,[BX] + B5H ; MOV CH,AH Câu 2: ... đưa ra cổng PB.Thời gian làm bài : 60 phút Không được sử dụng tài liệuĐỀ SỐ 03ĐỀ THI MÔNKỸ THUẬT VI XỬ Chủ nhiệm bộ môn Câu 1: Mã hóa các lệnh sau :MOV DX,CX ; MOV [SI] + 28H ,AL Câu 2:...
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Đề thi môn kỹ thuật vi xử lý có đáp án phần 2

Đề thi môn kỹ thuật vi xử có đáp án phần 2

Điện - Điện tử - Viễn thông

... khiển cho hệ thốngINT 21HMAIN ENDPEND MAIN27Giải bài tập Vi xử – BachDH – TTM K51 v1.0Phần 1: Kỹ thuật vi xử lý 1. Bộ vi xử 8088 được khởi tạo đoạn ngăn xếp tại SS = 4200H. Giả thiết ... 21HMAIN ENDPEND MAIN165. Thiết kế bộ nhớ dung lượng 24KB từ các vi mạch ROM 8KB và bộ giải mã 74138 (1/8) ghép nối với bộ vi xử 8088 (Chế độ MIN) với địa chỉ đầu từ AA000H.Giải:Dung lượng ... không phải là chữ hoa thì lặp lại vi c đọc kí tựTIEP1:MOV AH,9 ;In ra chuỗi CRLF, xuống dòngLEA DX,S3INT 21H157. Vi t chương trình hợp ngữ đầy đủ thực hiện công vi c sau - Hiển thị thông báo...
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đề cương và đáp án môn kỹ thuật vi xử lý

đề cương và đáp án môn kỹ thuật vi xử

Điện - Điện tử - Viễn thông

... P2,#0FHEND2.16 Vi t CT xuất 1 (mức logic cao) ra chân P1.0ORG 0000HSETB P1.0Trang 11/24Đại học hàng hảiBÀI TẬP VI XỬ (HỌ VI ĐIỀU KHIỂN 8051)1. CẤU TRÚC PHẦN CỨNG - GIẢI MÃ ĐỊA CHỈ1.1 Sử dụng 1 vi ... ngoài.2.10 Vi t CT chuyển dữ liệu ô nhớ 0034H của RAM ngoài vào ô nhớ 0035H củaRAM ngoài.Truy xuất Port2.11 Vi t CT xuất 0FH ra Port 1.2.12 Vi t CT xuất F0H ra Port 2.2.13 Vi t CT xuất ... thanh ghi A ra Port 1.2.14 Vi t CT nhập từ Port 1 vào thanh ghi A.2.15 Vi t CT nhập từ Port 1 và xuất ra Port 2.2.16 Vi t CT xuất 1 (mức logic cao) ra chân P1.02.17 Vi t CT xuất 0 (mức logic...
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Tài liệu Ngân hàng đề thi trắc nghiệm môn kỹ thuật vi xử lý docx

Tài liệu Ngân hàng đề thi trắc nghiệm môn kỹ thuật vi xử docx

Cao đẳng - Đại học

... NGHIỆMMÔN: KỸ THUẬT VI XỬ LÝDùng cho hệ Đại Học Từ Xa – Ngành Điện Tử – Vi ̃n thôngSỐ TÍN CHỈ: 4CHƯƠNG 1: KIẾN TRÚC CỦA HỆ THỐNG VI ... '(3598$$>')(35 $(851 '/(CHƯƠNG 2: NGUYÊN TẮC LÀM VI ̣C CỦA HỌ VI XỬ LÝ 80X860!8+(85AB".0"=A# ... *!$,=LL=&C&L==5CHƯƠNG 3: LẬP TRÌNH ASSEMBLY CHO HỆ VI XỬ LÝ INTEL0-!'!!"-*!:%...
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Tài liệu Ôn giữa học phần môn kỹ thuật vi xử lý doc

Tài liệu Ôn giữa học phần môn kỹ thuật vi xử doc

Điện - Điện tử

... Cẩu hỏi ôn tập thi GIỮA HỌC PHẦN môn kỹ thuật VXLCâu1: Vi t chương trình chuyển giá trị 02Fh vào vùng nhớ có địa chỉ từ 1000h đến 1020h của ... được làm vi c sau đó 5s thì động cơ ĐC2 làm vi c. Khi nhấn nút D thì động cơ ĐC2 dừng sau đó 5s động cơ ĐC1 mới dừngC9 Vi t CT xóa 20 ô nhớ RAM nội có địa chỉ bắt đầu là 30H.C10 Vi t CT con ... (sau khi thực hiện xong chương trình)ở địa chỉ bắt đầu từ 30h – 70hC3Cho một đoạn chương trình xử dữ liệu ở RAM ngoại như sau:Org 0000h ;M0: Mov A, # 100 ;Mov Dptr , # 100h ;M1: MovX @Dptr,...
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Bài giảng môn Kỹ thuật vi xử lý: Chương 5 - Thạc sĩ. Hoàng Xuân Dậu

Bài giảng môn Kỹ thuật vi xử lý: Chương 5 - Thạc sĩ. Hoàng Xuân Dậu

Kỹ thuật lập trình

... Mạch điều khiển DMA 8237HỌC VI N CÔNG NGHỆ BƯU CHÍNH VI N THÔNGBÀI GIẢNG MÔNKỸ THUẬT VI XỬ LÝGiảng vi n: TS. Hoàng Xuân DậuĐiện thoại/E-mail: dauhoang@vnn.vnBộ môn: Khoa học máy tính - Khoa ... 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 3VI1 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HOÀNG XUÂN DẬUBỘ MÔN: KHOA HỌC MÁY TÍNH - KHOA CNTT1Trang 2CHƯƠNG 5 – CÁC PHƯƠNG ... thiệu các phương pháp vào ra dữ liệu2. Vào ra bằng thăm dò3. Ngắt và xử ngắt Ngắt và phân loại ngắt Chu trình xử ngắt4. Vào ra bằng ngắt Chu trình vào ra bằng ngắt Mạch điều khiển...
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Điện - Điện tử

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... có thể dùng ngắt 21h. Hàm toupper cần được vi t dưới dạng chương trình con.KHOA ĐIỆN TỬ VI N THÔNGBỘ MÔN ĐIỆN TỬ TIN HỌC MÔN HỌC: KỸ THUẬT VI XỬ LÝHọc kỳ: 2 Năm học: 2009-2010BÀI TẬP VỀ ... thái của một hệ vi xử 8086 như sau:Các thanh ghi: AX = 4A07, DX = FF6A, BX = 075C, SI = 0008, DI = 000A, CS = 8BB0, DS = 4636, IP = 0003, FLAGS = 0000.Bộ nhớ:Địa chỉ vật lý: Giá trị 8 ô ... 02 00 72 04 038BB08: C3 02 61 04 03 84 02 00a) Giải mã 3 lệnh đầu tiên mà CPU sẽ thực hiện và vi t các lệnh đó theo mẫu sau (15 điểm):CS:giá trị của IP các byte mã lệnh lệnh ASEMBLY ; chú thích...
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Tài liệu Đáp án môn học Kỹ thuật vi xử lý pptx

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... sijmp WHILEEND_WHILE:mov [bx][si+2], axinc diinc dijmp FOREND_FOR:}}Bài 4 (30 điểm). Vi t được đoạn main – 5 điểmCất các thanh ghi – 5 điểmGán địa chỉ của tham số vào ebx – 5 điểmKiểm...
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... khảo[1] Kỹ [1] Kỹ thuật thuật vi vi xử xử lý , , Văn Thế MinhVăn Thế Minh, NXB , NXB Giáo Giáo dụcdục, 1997, 1997[2] Kỹ [2] Kỹ thuật thuật vi vi xử và Lập trình xử ... =100110100110BàiBàigiảnggiảng Kỹ Kỹ thuật thuật Vi Vi xử xử lý Ngành Điện tửNgành Điện tử-- Vi n thông Vi n thôngĐại học Bách khoa Đà NẵngĐại học Bách khoa Đà Nẵngcủa của Hồ Hồ Vi t Vi t Vi t Vi t, ... Assembly Assembly cho cho hệ hệ vi vi xử xử lý , , Đỗ Xuân TiếnĐỗ Xuân Tiến, NXB , NXB Khoa học Khoa học & & kỹ kỹ thuật thuật, 2001, 2001IC 74244IC 74244Flip...
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... <proc_name> HỌC VI N CÔNG NGHỆ BƯU CHÍNH VI N THÔNG BÀI GIẢNG MÔN KỸ THUẬT VI XỬ Giảng vi n: TS. Hoàng Xuân Dậu Điện thoại/E-mail: dauhx@ptit.edu.vn Bộ môn: Khoa học máy tính - ... không gói gọn trong một đoạn, có mảng lớn hơn 64K BÀI GIẢNG MÔN KỸ THUẬT VI XỬ www.ptit.edu.vn GIẢNG VI N: TS. HOÀNG XUÂN DẬU BỘ MÔN: KHOA HỌC MÁY TÍNH - KHOA CNTT1 Trang 17 CHƯƠNG 3 – ... DS, AX ; nạp địa chỉ đoạn dữ liệu vào DS BÀI GIẢNG MÔN KỸ THUẬT VI XỬ www.ptit.edu.vn GIẢNG VI N: TS. HOÀNG XUÂN DẬU BỘ MÔN: KHOA HỌC MÁY TÍNH - KHOA CNTT1 Trang 29 CHƯƠNG 3 –...
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