Một sợi quang hình trụ gồm phần...
Câu hỏi: Một sợi quang hình trụ gồm phần lõi có chiết suất n = 1,54 và phần vỏ bọc có chiết suất no = 1,41. Trong không khí, một tia sáng tới mặt trước của sợi quang tại điểm O (O nằm trên trục của sợi quang) với góc tới α rồi khúc xạ vào phần lõi (như hình vẽ). Để tia sáng chỉ truyền đi trong phần lõi thì giá trị lớn nhất của α gần nhất với giá trị nào sau đây![](data:image/png;base64,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)
A 49°
B 38°
C 45°
D 33°
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi chính thức THPT QG 2019 - Môn Vật Lí - Mã đề 201 (Có video chữa)