![](data:image/png;base64,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)
Luaän vaên toát ngieäp SVTH Nguyeãn Vaên Hieàn
GVHD Nguyeãn Xuaân Khai Trang 2
PHẦN B NỘI DUNG
Chương 1 GIỚI THIỆU SƠ LƯỢC VỀ THYRISTOR
I - Cấu tạo – Nguyên lý làm việc của Thyristor
1 - Cấu tạo
Thyristor còn gọi là SCR (Sillcon – Controlled – Rectifier) là loại linh
kiện 4 lớp P – N đặt xen kẽ nhau. Để tiện việc phân tích các lớp bán dẫn này
người ta đặt là P1, N1, P2, N2, giữa các lớp bán dẫn hình thành các chuyển tiếp
lần lượt từ trên xuống dưới là J1, J2, J3.
Sơ đồ cấu trúc, ký hiệu, sơ đồ tương đương và cấu tạo của thyristor
được trình bày H1
H.I.1a. H.I.1b H.I.1c H.I.1d
A : Anốt
K : catốt
G : Cực điều khiển
J1, J3 : Mặt tiếp giáp phát điện tích
J2 : Mặt tiếp giáp trung gian
H.I.1a : Sơ đồ ký hiệu của SCR
H.I.1b : Sơ đồ cấu trúc bốn lớp của SCR
H.I.1c : Sơ đồ mô tả cấu tạo của SCR
H.I.1d : Sơ đồ tương đương của SCR
2. Nguyên lý làm việc của thyristor:
Có thể mô phỏng một Thyristor bằng hai transistor Q1, Q2 như H.I.1d.
Transistor Q1 ghép kiểu PNP, còn Q2 kiểu NPN.
Gọi 1, 2 là hệ số truyền điện tích của Q1và Q2. Khi đặt điện áp U lên
hai đầu A &K của Thyristor, các mặt tiếp giáp J1 & J3 chuyển dịch thuận, còn
mặt tiếp giáp J2 chuyển dịch ngược ( J2 mặt tiếp giáp chung của Q1 & Q2 ). Do
đó dòng chảy qua J2 là IJ2
IJ2 = 1 Ie1 + 2Ie2 + Io.
I0 : Là dòng điện rò qua J2