Relay G2A Series Omron được thiết kế với điện trở tiếp xúc tối đa 100mΩ, thời gian đáp ứng tối đa 15ms, độ bền điện lên đến 1.500 VAC, 50/60 Hz trong 1 phút, dải nhiệt độ hoạt động -10 ° C đến 40 ° C. Ngoài ra, Relay G2A Series Omron còn được tích hợp cơ chế chỉ báo hoạt động để theo dõi nhanh hoạt động BẬT / TẮT với sự chính xác, độ tin cậy cao.
![G2A-4321P AC100/110](../../../uploads/product/Omron_G2A.jpg)
Relay G2A Series Omron
Đặc điểm Relay G2A Series Omron
+ Relay G2A Omron thiết kế nhỏ gọn, kết cấu bền chắc, độ tin cậy cao
+ Độ bền lâu và chất lượng ổn định được đảm bảo bởi hệ thống nâng thẻ.
+ Khả năng gắn kết hoán đổi linh hoạt với rơle dòng MY.
+ Relay G2A Series Omron có cơ chế chỉ báo hoạt động được kết hợp để theo dõi nhanh hoạt động BẬT / TẮT. Ngoài ra, một mô hình chỉ báo hoạt động cũng được tích hợp trong dòng Rơle này.
Thông số kỹ thuật Relay G2A Series Omron
Thông số cuộn dây G2A Series Omron
Điện áp định mức
|
Rated current |
Cuộn kháng |
Điện cảm cuộn dây |
Phải hoạt động |
Phải phát hành |
Tối đa Vôn |
Công suất tiêu thụ |
50 Hz |
60 Hz |
Phần ứng OFF |
Armature ON |
% điện áp định mức |
6 VAC |
295 mA |
233 mA |
8,9 Ω |
0,048 H |
0,065 H |
Tối đa 80% |
30min |
110% |
Khoảng 1,4 VA |
12 VAC |
148 mA |
117 mA |
34 Ω |
0,166 H |
0,257 H |
24 VAC |
73 mA |
58 mA |
136 Ω |
0,691 H |
1,04 H |
50 VAC |
35 mA |
28 mA |
530 Ω |
3.08 H |
4,53 H |
100/110 VAC |
17,7 / 21,4 mA |
14 / 16,8 mA |
2.200 Ω |
12,42 / 12,38 H |
18 / 16,4 H |
200/220 VAC |
8,9 / 10,8 mA |
7 / 8,4 mA |
8.800 Ω |
42,2 / 41,8 H |
72 / 65,5 H |
6 VDC |
176 mA |
34 Ω |
0,14 H |
0,26 H |
10min |
110% |
Khoảng 1,1 W |
12 VDC |
88 mA |
136 Ω |
0,6 H |
1,0 H |
24 VDC |
45 mA |
530 Ω |
2,7 H |
4,6 H |
48 VDC |
22 mA |
2.200 Ω |
11 giờ |
19 giờ |
100 VDC |
11,4 mA |
8.800 Ω |
43 H |
73 H |
Tải |
Tải điện trở (cosΦ = 1) |
Tải trọng cảm ứng (cosΦ = 0,4) (L / R = 7 ms) |
Loại liên hệ |
Crossbar bifurcated |
Chất liệu tiếp điểm |
Movable: AgPd bọc AgAu Fixed: AgPd |
Tải trọng định mức |
0,3 A ở 110 VAC |
0,2 A ở 110 VAC |
0,5 A ở 24 VDC |
0,3 A ở 24 VDC |
Cường độ dòng điện |
3A |
Tối đa chuyển đổi nguồn điện |
250 VAC, 125 VDC |
Thông số đặc trưng G2A Omron
Phân loại
|
Trang bị rào cản tiêu chuẩn / Acr / Các mô hình chỉ báo hoạt động tích hợp (G2A - [] - N) |
Diode tích hợp / Các mô hình chỉ báo hoạt động tích hợp (G2A - [] - N1) |
Điện trở tiếp xúc |
Tối đa 100 mΩ. |
Thời gian hoạt động |
Tối đa 15 ms |
Thời gian phát hành |
Tối đa 15 ms |
Tối đa 30 ms |
Tối đa tần số hoạt động |
Cơ khí: 18.000 hoạt động / giờ |
Điện: 1.800 hoạt động / giờ (dưới tải định mức) |
Khả năng cách điện |
Tối thiểu 100 MΩ. (ở 500 VDC) |
Độ bền điện môi |
1.500 VAC, 50/60 Hz trong 1 phút giữa cuộn dây và các tiếp điểm và các tiếp điểm có cực tính khác nhau (700 VAC giữa các tiếp điểm có cùng cực) |
Chống rung |
Sự phá hủy: 10 đến 55 đến 10 Hz, biên độ đơn 0,75 mm (biên độ kép 1,5 mm) |
Sự cố: 10 đến 55 đến 10 Hz, biên độ đơn 0,5 mm (biên độ kép 1,0 mm) |
Chống va đập |
Sự phá hủy: 1.000 m / s 2 |
Sự cố: 100 m / s 2 |
Tỷ lệ lỗi (mức P) |
1 mA ở 100 mVDC |
Độ bền |
Cơ khí: 100.000.000 hoạt động tối thiểu. (ở tần suất hoạt động 18.000 hoạt động / giờ) |
Điện: 5.000.000 hoạt động tối thiểu. (dưới tải định mức và ở tần suất hoạt động 1.800 hoạt động / giờ) |
Nhiệt độ môi trường xung quanh |
Hoạt động: -10 ° C đến 40 ° C (không đóng băng hoặc ngưng tụ) |
Độ ẩm môi trường xung quanh |
Hoạt động: 5% đến 85% |
Khối lượng |
Khoảng 38 g |
Sơ đồ chọn mã Relay G2A Series Omron
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)
Một vài model khác với tiêu chuẩn thiết kế của relay G2A Omron
+ G2A-432AY được trang bị rào cản hồ quang là rơle được thiết kế để ngăn hồ quang ngắn mạch giữa các pha và có thể được sử dụng trong một mạch có sự khác biệt tiềm năng giữa các giai đoạn. Sức mạnh chuyển đổi của một mạch như vậy với sự khác biệt tiềm năng phải được giới hạn ít hơn 1/2 tải định mức khi sử dụng Rơle.
+ G2A-432A-D tích hợp Diode: là rơle trong đó kết hợp một diode để hấp thụ điện áp ngược có thể được tạo ra khi cuộn dây bị mất năng lượng. Vì thời gian phát hành của mô hình này dài hơn mô hình tiêu chuẩn, trả tiền quan tâm đầy đủ đến điểm này trong thiết kế mạch điện. Ngoài ra, chú ý đến cực + của cuộn dây. Điện áp đánh thủng của diode là 1.000 V.
+ G2A-432A-N: Chỉ báo hoạt động tích hợp: Model có một chỉ báo hoạt động mới được thêm vào thông thường cơ chế chỉ thị hoạt động và tạo điều kiện giám sát hoạt động mà không bị ảnh hưởng bởi ánh sáng xung quanh. Với mô hình -N (được đánh giá ở mức 16, 12, 24 và 48 VDC) và -N1 mô hình được đánh giá ở mức 6, 12, 24, 48 và 100 VDC), chú ý đến + cực tính của cuộn dây.