bài giảng truyền sóng và an ten

HỌC VIỆN CÔNG NGHỆ BƢU CHÍNH VIỄN THÔNG BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN Giảng viên: Nguyễn Viết Minh Điện thoại/E-mail: (090) 406-2112/minhnv@ptit.edu.vn Bộ môn: Vô tuyến – Khoa Viễn thông 1 Học kỳ/Năm biên soạn: II/2010 [...]... www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 17 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 1.2 Tính chất cơ bản của SĐT  Phân cực sóng Hình 1.4 Các dạng phân cực sóng www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 18 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 1.3 Phân loại sóng điện từ  Phân chia sóng điện từ + Dựa vào tính chất vật lý, đặc điểm truyền. .. d: Đƣờng kính miệng anten : Bƣớc sóng công tác W (1.15) + Công suất thực tế đầu ra anten thu Pa 2  S2 Ah ; Ah  2 A (1.16) Ah: Diện tích hiệu dụng của anten thu 2: Hiệu suất anten thu www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 32 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 1.5 Biểu thức truyền lan sóng trong không gian tự do  Tổn hao truyền sóng, L + Xác định... được coi là không gian tự do www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 26 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 1.4 Phương thức truyền lan sóng điện từ  Tổng kết: Sóng tự do Không gian tự do Tầng điện ly Tầng bình lưu Sóng không gian Sóng trời Tầng đối lưu Sóng đất Mặt đất Hình 1.11: Các phương thức truyền lan sóng vô tuyến www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT... www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 25 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 1.4 Phương thức truyền lan sóng điện từ  Sóng tự do (sóng thẳng) • Nguyên lý + Môi trường truyền sóng lý tưởng (đồng tính, đẳng hướng, không hấp thụ) + Sóng truyền lan trực tiếp đến điểm thu theo một đường thẳng Mục tiêu trong vũ trụ Trạm trên mặt đất Hình 1.10: Truyền lan sóng tự do... (1.7) • Sóng điện từ ngang, TEM Hình 1.3 Sóng TEM www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 15 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 1.2 Tính chất cơ bản của SĐT  Mặt sóng + Sóng điện từ lan tỏa trong không gian, tại mỗi điểm sóng điện từ được đặc trưng bởi pha và cường độ • Mặt sóng: Là quỹ tích những điểm trong không gian tại đó sóng điện từ có pha như nhau và cường... thức truyền sóng chính trong thông tin vô tuyến www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 24 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 1.4 Phương thức truyền lan sóng điện từ  Sóng tầng điện ly (sóng trời) • Nguyên lý + Lợi dụng đặc tính phản xạ sóng của tầng điện ly với các băng sóng ngắn + Sóng điện từ phản xạ sẽ quay trở về trái đất Hình 1.9: Truyền lan sóng tầng... quá trình sóng truyền lan trong không gian • Các nguồn bức xạ sóng điện từ thường có dạng sóng cầu hoặc sóng trụ, khi nghiên cứu ta chuyển về dạng sóng phẳng www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 11 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 1.2 Tính chất cơ bản của SĐT  Biểu thức quan hệ giữa các thành phần • Nghiên cứu với sóng điện từ phẳng, truyền lan trong... 3000 GHz Trang 20 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 1.3 Phân loại sóng điện từ  Phân chia sóng điện từ • Tính chất quang học + Sóng ánh sáng cũng là sóng điện từ, ở băng tần thị giác cảm nhận được, khi nghiên cứu sóng điện từ thường sử dụng sóng ánh sáng cho trực quan + Các tính chất quang của sóng ánh sáng cũng đúng cho sóng điện từ - Truyền thẳng - Phản xạ, khúc xạ - … • Ứng dụng các băng sóng + LF,... TRUYỀN SÓNG VÀ ANTEN 1.7 Câu hỏi và bài tập  Bài tập chương 1 10 Công suất ở bài 9 được cấp cho anten vô hướng làm việc với sóng mang có tần số 900 MHz, tìm công suất thu (tính theo dBm) tại điểm cách anten phát một khoảng 10 km Giả sử anten thu có hệ số khuếch đại là 2 và sóng truyền trong không gian tự do (a) - 45,5 dBm; (b) - 51,5 dBm; (c) - 55,5 dBm; (d) - 61,5 dBm 11 Số liệu như bài 9 và 10, tính... khi dùng anten có hướng EIRP  P D1 1 (1.12) EIRP  P  dB   D1 dB  1 D1   G1 1 ;  dB  P  1.Pa1 1 EIRP  Pa1.G1  PT GT (1.13) G1: Hệ số tăng ích anten phát (GT) 1: Hiệu suất anten phát (T) P1: Công suất bức xạ anten phát (P) Pa1: Công suất đƣa vào anten phát (PT) www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 31 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 1.5 . HỌC VIỆN CÔNG NGHỆ BƢU CHÍNH VIỄN THÔNG BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN Giảng viên: Nguyễn Viết Minh Điện thoại/E-mail: (090) 406-2112/minhnv@ptit.edu.vn. 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. 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