Bài giảng truyền sóng và anten chương 4 bộ thu quang

[...]... dBi) của anten có hệ số hướng tính là 40 và hiệu suất làm việc 60% (a) 13,8 dBi; (b) 15,8 dBi; (c) 17,8 dBi; (d) 20,8 dBi 12 Xác định công suất bức xạ đẳng hướng tương đương (theo dBW và dBm) của một anten có hệ số hướng tính 43 dBi, hiệu suất 70% và công suất đầu vào anten là 5 W (a) 45 ,44 dBW và 75 ,44 dBm; (b) 48 ,44 dBW và 78 ,44 dBm; (c) 45 ,44 dBW và 78 ,44 dBm; (d) 48 ,44 dBW và 75 ,44 dBm 13 Một anten. .. tương hỗ e2 I 1thu x2 y1 x1 I 2thu  1 e1 R Hình 4. 12 Mô tả tương hỗ hai anten www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 1 24 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 4. 4 Nguyên lý anten thu  Xác định SĐĐ trên anten thu • Trường bức xạ và dòng đầu vào ik eikR E21  ZLh1I 01 F1 1 , 1  4 R I 01  E21 .4 R ik ZLh1I 01 F1 1 , 1  e ikR • Sđđ trên anten e1 ... anten là I thu  C E0 Lh F  ,    Zt  Z v  • Sđđ nhận được trên anten thu e0  CE0 Lh F  ,   www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 126 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 4. 5 Câu hỏi và bài tập  Bài tập chương 4 10 Xác định hệ số hướng tính (theo dBi) của một anten có tính hướng tạo nên mật độ công suất tại điểm xem xét là 3mW/m2 khi mà anten vô... E21 .4 R.Z1 ik ZLh1 F1 1 , 1  e  ikR E12 4 R.Z 2 ik ZLh 2 F2  2 , 2  e ikR GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 125 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 4. 4 Nguyên lý anten thu  Xác định dòng trong tải anten • Tổng quát: I 1thu  Zt1  Z v1  E12 Lh1 F1 1 , 1   I 2thu  Zt 2  Z v 2  E21Lh 2 F2  2 , 2  • Do các anten là bất kỳ nên dòng trong tải anten. .. 108 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 4. 2 Các tham số cơ bản  Trở kháng vào • Anten là tải của máy phát, trị số tải đặc trưng bởi trở kháng vào của anten + Thu n trở R đặc trưng cho thành phần năng lượng bức xạ thành sóng điện từ + Điện kháng X là do phần trường gần, bị ràng buộc với anten (vô công) Trở kháng vào ảnh hưởng tới chế độ làm việc của các thiết bị nối tới anten Z va  Ua  Rva  jX va Ia (4. 9)... sin  d  sin  d  Z  2s 2 0 4  0 0  2  2  Z I e  l 2 e P   3  (4. 13) + Điện trở bức xạ R e  2 Z  l     3  2 (4. 14) + Hệ số tính hướng 1 E  ,   4 r 3 D  ,    h  sin 2  2 Z P 2 2 2 (4. 15) Dmax  3 / 2 www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 1 14 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 4. 3 Nguồn bức xạ nguyên tố  Chấn... tại vùng xa: ikZ e e  ikr E   I x lcos  cos +a  i 4 r ikZ e e  ikr E  I x l sin  1  acos  i 4 r ik e e  ikr H   I x lcos  cos +a  i 4 r ik e e  ikr H  I x l sin  1  acos  i 4 r www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 (4. 24) Trang 121 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 4. 3 Nguồn bức xạ nguyên tố  Nguyên tố bức xạ hỗn hợp • Khảo... Hình 4. 15 Đồ thị phƣơng hƣớng của nguyên tố bức xạ hỗn hợp - Đồ thị hình cardioit tròn xoay, - Năng lượng bức xạ cực đại về một hướng, là hướng của tích véc tơ (Ie xIm) www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 123 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 4. 4 Nguyên lý anten thu  Khảo sát • Hai anten đặt cách nhau trong môi trường đẳng hướng • Trở kháng tổng là Z1 và. .. 0 ,4 0,2 1,0 0,8 0,6 0 ,4 0,2 00 www.ptit.edu.vn 1800 3600 0 GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 0 00 1800 3600 Trang 118 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 4. 3 Nguồn bức xạ nguyên tố  Chấn tử từ (dipol từ) • Khảo sát trường tại điểm M + Công suất bức xạ I m  ZI e (4. 19) 2 Pm  I m  l 2    3Z    (4. 20) + Điện dẫn bức xạ 2  l  G    3Z    2 1/   m  (4. 21)... dài bằng nhau: l; z + Quan hệ dòng điện và dòng từ: m Iy e Ix  a.Z (4. 23) M(,)  r Imy Iex y  x Hình 4. 14 Nguyên tố bức xạ hỗn hợp www.ptit.edu.vn GIẢNG VIÊN: NGUYỄN VIẾT MINH BỘ MÔN: VÔ TUYẾN – KHOA VIỄN THÔNG 1 Trang 120 BÀI GIẢNG TRUYỀN SÓNG VÀ ANTEN 4. 3 Nguồn bức xạ nguyên tố  Nguyên tố bức xạ hỗn hợp • Khảo sát trường tại điểm M + Trường bức xạ gồm đủ 4 thành phần E, E, H, H + Trường tại . src="data:image/png;base 64, 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 548 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 941 fsZO6HZocR7slPosc1SUW9nWi3gC9un9qtnr2RPn0s+cPHXrs0OFCpCvZJke6tJI7pQylp37VY/KFz+ZPnfnWJ/7qNZtmwuVFokwTe09uFGww2OINY4wxxhhjjDFmffA/vY9SEGktdcszUmLF0tEjD37nkesvv2prMX7sD/ 744 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 64+ dODb/+eHN/XOZxWdm2ztfNvbd/3ie/0Nt0A5Zq6CREoB5DEKMy7EDQyABEoAJZL4ggeHBEiAEFFoZSWnVdDM1ftu++3f+fqR8wuHnp1sT5a98 549 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 548 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 948 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 74/ 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 +4/ 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 147 snJ3ZEooNH7p/rI/RaM+02KasqyP7LxhhjjDHGGGPMzzjPcASAgLpceObpcnkFAEAMIoUyasfTO7aiCCAIkYKxlhkQgCxUGS03vZrHJ6DoDyhFJAcR1+9hdf7xT3786L1fvaLhdlThvPJdyrpbLt8jnXbl1Dvitczkv0bhE6hWF0gCi7TckpYPlss/OHH8wPETZR/XZN2rbtp7a/f4+Ue/cP91N9903e633nPk02O7prbzTKorssknxhhjjDHGGGPMvwCewASFRvRWjjz8EFUVACizEKANSx 148 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 445 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 045 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 74/ 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 +49 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 345 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 34+ 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 649 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 944 g2ckS0L9yq2R49yJBy5E4sdKOqlp/RiMFiTNcxXIpoolNFdfRzRE7R5mhzVCnqKto22kFUKepO9AcxNROpitwcvd+jbaNpo2mijaja6Kb24PxTj+ 948 JHHdu3b11u1cs2qVc88tuPCFbNXXHbp1ddfO7thQ8zMxHAYKUXOr7xrNB27OeTFIygvv5D0x/3QcWtJjliMqoqqO5yaai68cKZ5wHcMAAAAjGLgeOJ//5cvez7laLA41gJe+s85Il 645 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 344 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 540 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 54+ 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 +49 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 348 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. src="data:image/png;base 64, 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 548 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 941 fsZO6HZocR7slPosc1SUW9nWi3gC9un9qtnr2RPn0s+cPHXrs0OFCpCvZJke6tJI7pQylp37VY/KFz+ZPnfnWJ/7qNZtmwuVFokwTe09uFGww2OINY4wxxhhjjDFmffA/vY9SEGktdcszUmLF0tEjD37nkesvv2prMX7sD/ 744 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 64+ dODb/+eHN/XOZxWdm2ztfNvbd/3ie/0Nt0A5Zq6CREoB5DEKMy7EDQyABEoAJZL4ggeHBEiAEFFoZSWnVdDM1ftu++3f+fqR8wuHnp1sT5a98 549 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 548 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 948 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 74/ 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 +4/ 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 147 snJ3ZEooNH7p/rI/RaM+02KasqyP7LxhhjjDHGGGPMzzjPcASAgLpceObpcnkFAEAMIoUyasfTO7aiCCAIkYKxlhkQgCxUGS03vZrHJ6DoDyhFJAcR1+9hdf7xT3786L1fvaLhdlThvPJdyrpbLt8jnXbl1Dvitczkv0bhE6hWF0gCi7TckpYPlss/OHH8wPETZR/XZN2rbtp7a/f4+Ue/cP91N9903e633nPk02O7prbzTKorssknxhhjjDHGGGPMvwCewASFRvRWjjz8EFUVACizEKANSx 148 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 445 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 045 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 74/ 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 +49 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 345 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 34+ 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 649 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 944 g2ckS0L9yq2R49yJBy5E4sdKOqlp/RiMFiTNcxXIpoolNFdfRzRE7R5mhzVCnqKto22kFUKepO9AcxNROpitwcvd+jbaNpo2mijaja6Kb24PxTj+ 948 JHHdu3b11u1cs2qVc88tuPCFbNXXHbp1ddfO7thQ8zMxHAYKUXOr7xrNB27OeTFIygvv5D0x/3QcWtJjliMqoqqO5yaai68cKZ5wHcMAAAAjGLgeOJ//5cvez7laLA41gJe+s85Il 645 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 344 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 540 qMCY2bou3ulsHgFPkDg4AxoLLOKB0rt4A4PQIHACMhXYYf3Rj7LvXElCqX9oTvXVmAOCUeUQFgPH4G1on3n+HC0ehVB/8lroBwOn+ftAEAIyJ3rr4yL0aB5Tng99ysSgAp0/gAGCMaBxQHHUDgDNE4ABgvGgcUBB1A4AzxyWjAIyjwXz8xYe9VwVGV29DfPg7sep1lgDgTBE4ABhT7TD+7L0aB4yi3ob4yL1uFQXgzPKICgDj+re4Trz/L+PGT1oCRsvGbfHRp9QNAM44JzgAGHe7vh1fvMUMMBJu/GTc+BtmAOBsEDgAmAD9vfGFrdHfZQk4n1wpCsDZ5BEVACZAb1189Km4/mOWgPNj47b4pT3qBgBnlRMcAEySJ78Sd/6KoxxwTt38r2LLr0XVsQQAZ5XAAcCE8QZZOGe8CxaAc0jgAGAiOcoBZ5uDGwCcWwIHAJNqMB/f+0Tc/2lLwBm2cVvc+hkHNwA4xwQOACbbvvvia/8w9t1rCTgDehvibZ+Kq3/REgCcewIHABOvHcZjn4/vfNwTK3BabvxkbP14dGctAcB5IXAAQEREDObj3k/FPb9pCThpm2+Pm37LMykAnF8CBwC8RH9v3PVPYvvnLAEnZG5r3PZ7MXeDJQA47wQOAPivHNoR3/2EzAGvZW5r3PLbseHtlgBgRAgcAPBjyBzwqqQNAEaSwAEAr0nmgGOkDQBGmMABACfg0I 54+ 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 +49 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 348 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. src="data:image/png;base 64, iVBORw0KGgoAAAANSUhEUgAABaAAAAQ4CAIAAABwgOwFAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR4