Sensor E2B Omron được thiết kế dạng hình trụ với chức năng giúp bảo vệ tránh xảy ra ngắn mạch tải, bảo vệ chống ngược cực. Cảm biến tiệm cận E2B Omron có nguồn cấp 10 - 30VDC ± 10%, mức tiêu thụ 10mA, khoảng cách phát hiện 1,5 ~ 30mm, ngõ ra loại B/C, tần số từ 100 – 2000 Hz, và cấp bảo vệ IP67. Cảm biến tiệm cận E2B được ứng dụng chủ yếu để phát hiện kim loại có từ tính, các ứng dụng di chuyển, các ứng dụng có nhiệt độ cao hoặc thấp.
![](../../../uploads/product/admin_e2b-s08ks01-wp-b1-2m.jpg)
Cảm biến tiệm cận Omron E2B Series
Đặc điểm chung cảm biến tiệm cận E2B Omron
- Có tới 372 mã hàng để lựa chọn
- Khoảng cách cảm biến đơn và đôi
- 4 kích cỡ M8, M12, M18, M30 khác nhau để người dùng lựa chọn
- Dòng cảm biến tiệm cận E2B Omron tiết kiệm thời gian và chi phí
- Phù hợp dùng trong các môi trường khác nhau nhờ cấp bảo vệ IP67
>>> Catalog: Sensor E2B Omron
Bảng chọn mã cảm biến tiệm cận E2B Series Omron
![Omron-E2B-bang-ma.jpg Bảng mã Sensor E2B 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Thông số kỹ thuật cảm biến tiệm cận E2B Omron
Kích thước |
M8 |
Khoảng cách cảm biến |
Đơn |
Đôi |
Kiểu |
Được che chắn |
Không được che chở |
Được che chắn |
Không được che chở |
Model |
E2B-S08 [] S01 |
E2B-S08 [] N02 |
E2B-S08 [] S02 |
E2B-S08 [] N04 |
Khoảng cách cảm biến |
1,5 mm ± 10% |
2 mm ± 10% |
2 mm ± 10% |
4 mm ± 10% |
Khoảng cách đặt |
0 đến 1,2 mm |
0 đến 1,6 mm |
0 đến 1,6 mm |
0 đến 3,2 mm |
Đối tượng có thể phát hiện |
Kim loại đen (Khoảng cách phát hiện giảm với kim loại màu.) |
Đối tượng cảm biến tiêu chuẩn (thép nhẹ ST37) |
8 × 8 × 1 mm |
8 × 8 × 1 mm |
8 × 8 × 1 mm |
12 × 12 × 1 mm |
Tần số phản hồi |
2.000 Hz |
1.000 Hz |
1.500 Hz |
1.000 Hz |
Nguồn điện áp |
10 đến 30 VDC. (bao gồm 10% gợn sóng (pp)) |
Cường độ dòng điện |
Tối đa 10 mA. |
Loại đầu ra |
-B models: Bộ thu mở PNP |
-C models: Bộ thu mở NPN |
Kiểm soát đầu ra |
Tải hiện tại |
Tối đa 200 mA. (Tối đa 30 VDC) |
Điện áp dư |
Tối đa 2 V (chịu tải hiện tại 200 mA với chiều dài cáp 2 m) |
Chỉ báo |
Chỉ báo hoạt động (Đèn LED vàng) |
Chế độ hoạt động (với đối tượng cảm biến đang tiếp cận) |
-B1/-C1 models: NO -B2/-C2 models: NC |
Mạch bảo vệ |
Bảo vệ phân cực ngược đầu ra, Bảo vệ phân cực ngược mạch nguồn, Bộ triệt xung , Bảo vệ ngắn mạch |
Nhiệt độ không khí xung quanh |
Hoạt động và bảo quản: -25 đến 70 ° C (không đóng băng hoặc ngưng tụ) |
Ảnh hưởng nhiệt độ |
Tối đa ± 10% khoảng cách phát hiện ở 23 ° C trong phạm vi nhiệt độ -10 đến 55 ° C ± 15% tối đa. khoảng cách phát hiện ở 23 ° C trong phạm vi nhiệt độ -25 đến 70 ° C |
Độ ẩm môi trường xung quanh |
Hoạt động và lưu trữ: 35 đến 95% |
Ảnh hưởng điện áp |
Tối đa ± 1% khoảng cách phát hiện trong 24 VDC ± 15% |
Điện trở cách điện |
Tối thiểu 50 MΩ. (ở 500 VDC) giữa các bộ phận mang dòng và vỏ |
Độ bền điện môi |
1.000 VAC ở 50/60 Hz trong 1 phút giữa các bộ phận mang dòng và vỏ |
Chống rung |
10 đến 55 Hz, biên độ kép 1,5 mm trong 2 giờ, mỗi hướng X, Y và Z |
Chống sốc |
500 m / s 2 , 10 lần mỗi lần theo các hướng X, Y và Z |
Cấp độ bảo vệ |
(1) IP67 (IEC60529) (2) EMC (EN60947-5-2) |
Phương thức kết nối |
Mô hình có dây sẵn (tiêu chuẩn là đường kính 4 mm. Cáp PVC với chiều dài = 2 m, 5 m). Các kiểu đầu nối (M8-3pin) |
Trọng lượng |
Mô hình có dây trước |
Thân ngắn: 65 g, Thân dài: 65 g |
Mô hình kết nối |
Thân ngắn: 20 g, Thân dài: 20 g |
Kích thước |
M12 |
Khoảng cách cảm biến |
Đơn |
Đôi |
Kiểu |
Được che chắn |
Không được che chở |
Được che chắn |
Không được che chở |
Model |
E2B-M12 [] S02 |
E2B-M12 [] N05 |
E2B-M12 [] S04 |
E2B-M12 [] N08 |
Khoảng cách cảm biến |
2 mm ± 10% |
5 mm ± 10% |
4 mm ± 10% |
8 mm ± 10% |
Khoảng cách đặt |
0 đến 1,6 mm |
0 đến 4 mm |
0 đến 3,2 mm |
0 đến 6,4 mm |
Đối tượng có thể phát hiện |
Kim loại đen (Khoảng cách phát hiện giảm với kim loại màu.) |
Đối tượng cảm biến tiêu chuẩn (thép nhẹ ST37) |
12 × 12 × 1 mm |
15 × 15 × 1 mm |
12 × 12 × 1 mm |
24 × 24 × 1 mm |
Tần số phản hồi |
1.500 Hz |
800 Hz |
1.000 Hz |
800 Hz |
Nguồn điện áp |
10 đến 30 VDC. (bao gồm 10% gợn sóng (pp)) |
Cường độ dòng điện |
Tối đa 10 mA. |
Loại đầu ra |
-B mẫu: Bộ thu mở PNP |
-C Các mẫu: Bộ thu mở NPN |
Kiểm soát đầu ra |
Tải hiện tại |
Tối đa 200 mA. (Tối đa 30 VDC) |
Điện áp dư |
Tối đa 2 V (chịu tải hiện tại 200 mA với chiều dài cáp 2 m) |
Chỉ báo |
Chỉ báo hoạt động (Đèn LED vàng) |
Chế độ hoạt động (với đối tượng cảm biến đang tiếp cận) |
-B1 / -C1 mô hình: NO |
-B2 / -C2 mô hình: NC |
Mạch bảo vệ |
Bảo vệ phân cực ngược đầu ra, Bảo vệ phân cực ngược mạch nguồn, Bộ triệt xung , Bảo vệ ngắn mạch |
Nhiệt độ không khí xung quanh |
Hoạt động và bảo quản: -25 đến 70 ° C (không đóng băng hoặc ngưng tụ) |
Ảnh hưởng nhiệt độ |
Tối đa ± 10% khoảng cách phát hiện ở 23 ° C trong phạm vi nhiệt độ -10 đến 55 ° C |
± 15% tối đa. khoảng cách phát hiện ở 23 ° C trong phạm vi nhiệt độ -25 đến 70 ° C |
Độ ẩm môi trường xung quanh |
Hoạt động và lưu trữ: 35 đến 95% |
Ảnh hưởng điện áp |
Tối đa ± 1% khoảng cách phát hiện trong 24 VDC ± 15% |
Điện trở cách điện |
Tối thiểu 50 MΩ. (ở 500 VDC) giữa các bộ phận mang dòng và vỏ |
Độ bền điện môi |
1.000 VAC ở 50/60 Hz trong 1 phút giữa các bộ phận mang dòng và vỏ |
Chống rung |
10 đến 55 Hz, biên độ kép 1,5 mm trong 2 giờ, mỗi hướng X, Y và Z |
Chống sốc |
1.000 m / s 2 , mỗi lần 10 lần theo các hướng X, Y và Z |
Cấp độ bảo vệ |
(1) IP67 (IEC60529) (2) EMC (EN60947-5-2) |
Phương thức kết nối |
Mô hình có dây sẵn (tiêu chuẩn là đường kính 4 mm. Cáp PVC với chiều dài = 2 m, 5 m). Các kiểu đầu nối (M12-4pin) |
Trọng lượng |
Mô hình có dây trước |
Thân ngắn: 75 g, Thân dài: 80 g |
Mô hình kết nối |
Thân ngắn: 35 g, Thân dài: 40 g |
Kích thước |
M18 |
Khoảng cách cảm biến |
Đơn |
Đôi |
Kiểu |
Được che chắn |
Không được che chở |
Được che chắn |
Không được che chở |
Mô hình |
E2B-M18 [] S05 |
E2B-M18 [] N10 |
E2B-M18 [] S08 |
E2B-M18 [] N16 |
Khoảng cách cảm biến |
5 mm ± 10% |
10 mm ± 10% |
8 mm ± 10% |
16 mm ± 10% |
Khoảng cách đặt |
0 đến 4 mm |
0 đến 8 mm |
0 đến 6,4 mm |
0 đến 12,8 mm |
Đối tượng có thể phát hiện |
Kim loại đen (Khoảng cách phát hiện giảm với kim loại màu.) |
Đối tượng cảm biến tiêu chuẩn (thép nhẹ ST37) |
18 × 18 × 1 mm |
30 × 30 × 1 mm |
24 × 24 × 1 mm |
48 × 48 × 1 mm |
Tần số phản hồi * 1 |
600 Hz |
400 Hz |
500 Hz |
400 Hz |
Nguồn điện áp |
10 đến 30 VDC. (bao gồm 10% gợn sóng (pp)) |
Cường độ dòng điện |
Tối đa 10 mA. |
Loại đầu ra |
-B mẫu: Bộ thu mở PNP |
-C Các mẫu: Bộ thu mở NPN |
Kiểm soát đầu ra |
Tải hiện tại |
Tối đa 200 mA. (Tối đa 30 VDC) |
Điện áp dư |
Tối đa 2 V (chịu tải hiện tại 200 mA với chiều dài cáp 2 m) |
Chỉ báo |
Chỉ báo hoạt động (Đèn LED vàng) |
Chế độ hoạt động (với đối tượng cảm biến đang tiếp cận) |
-B1 / -C1 mô hình: NO |
-B2 / -C2 mô hình: NC |
Mạch bảo vệ |
Bảo vệ phân cực ngược đầu ra, Bảo vệ phân cực ngược mạch nguồn, Bộ triệt xung , Bảo vệ ngắn mạch |
Nhiệt độ không khí xung quanh |
Hoạt động và bảo quản: -25 đến 70 ° C (không đóng băng hoặc ngưng tụ) |
Ảnh hưởng nhiệt độ |
Tối đa ± 10% khoảng cách phát hiện ở 23 ° C trong phạm vi nhiệt độ -10 đến 55 ° C |
± 15% tối đa. khoảng cách phát hiện ở 23 ° C trong phạm vi nhiệt độ -25 đến 70 ° C |
Độ ẩm môi trường xung quanh |
Hoạt động và lưu trữ: 35 đến 95% |
Ảnh hưởng điện áp |
Tối đa ± 1% khoảng cách phát hiện trong 24 VDC ± 15% |
Điện trở cách điện |
Tối thiểu 50 MΩ. (ở 500 VDC) giữa các bộ phận mang dòng và vỏ |
Độ bền điện môi |
1.000 VAC ở 50/60 Hz trong 1 phút giữa các bộ phận mang dòng và vỏ |
Chống rung |
10 đến 55 Hz, biên độ kép 1,5 mm trong 2 giờ, mỗi hướng X, Y và Z |
Chống sốc |
1.000 m / s 2 , mỗi lần 10 lần theo các hướng X, Y và Z |
Cấp độ bảo vệ |
(1) IP67 (IEC60529) (2) EMC (EN60947-5-2) |
Phương thức kết nối |
Mô hình có dây sẵn (tiêu chuẩn là đường kính 4 mm. Cáp PVC với chiều dài = 2 m, 5 m). Các kiểu đầu nối (M12-4pin) |
Trọng lượng |
Mô hình có dây trước |
Thân ngắn: 95 g, Thân dài: 110 g |
Mô hình kết nối |
Thân ngắn: 60 g, Thân dài: 80 g |
Kích thước |
M30 |
Khoảng cách cảm biến |
Đơn |
Đôi |
Kiểu |
Được che chắn |
Không được che chở |
Được che chắn |
Không được che chở |
Model |
E2B-M30 [] S10 |
E2B-M30 [] N20 |
E2B-M30 [] S15 |
E2B-M30 [] N30 |
Khoảng cách cảm biến |
10 mm ± 10% |
20 mm ± 10% |
15 mm ± 10% |
30 mm ± 10% |
Khoảng cách đặt |
0 đến 8 mm |
0 đến 16 mm |
0 đến 11,25 mm |
0 đến 22,5 mm |
Đối tượng có thể phát hiện |
Kim loại đen (Khoảng cách phát hiện giảm với kim loại màu.) |
Đối tượng cảm biến tiêu chuẩn (thép nhẹ ST37) |
30 × 30 × 1 mm |
60 × 60 × 1 mm |
45 × 45 × 1 mm |
90 × 90 × 1 mm |
Tần số phản hồi |
400 Hz |
100 Hz |
250 Hz |
100 Hz |
Nguồn điện áp |
10 đến 30 VDC. (bao gồm 10% gợn sóng (pp)) |
Cường độ dòng điện |
Tối đa 10 mA. |
Loại đầu ra |
-B mẫu: Bộ thu mở PNP |
-C Các mẫu: Bộ thu mở NPN |
Kiểm soát đầu ra |
Tải hiện tại |
Tối đa 200 mA. (Tối đa 30 VDC) |
Điện áp dư |
Tối đa 2 V (chịu tải hiện tại 200 mA với chiều dài cáp 2 m) |
Chỉ báo |
Chỉ báo hoạt động (Đèn LED vàng) |
Chế độ hoạt động (với đối tượng cảm biến đang tiếp cận) |
-B1 / -C1 mô hình: NO |
-B2 / -C2 mô hình: NC |
Mạch bảo vệ |
Bảo vệ phân cực ngược đầu ra, Bảo vệ phân cực ngược mạch nguồn, Bộ triệt xung , Bảo vệ ngắn mạch |
Nhiệt độ không khí xung quanh |
Hoạt động và bảo quản: -25 đến 70 ° C (không đóng băng hoặc ngưng tụ) |
Ảnh hưởng nhiệt độ |
Tối đa ± 10% khoảng cách phát hiện ở 23 ° C trong phạm vi nhiệt độ -10 đến 55 ° C |
± 15% tối đa. khoảng cách phát hiện ở 23 ° C trong phạm vi nhiệt độ -25 đến 70 ° C |
Độ ẩm môi trường xung quanh |
Hoạt động và lưu trữ: 35 đến 95% |
Ảnh hưởng điện áp |
Tối đa ± 1% khoảng cách phát hiện trong 24 VDC ± 15% |
Điện trở cacshh điện |
Tối thiểu 50 MΩ. (ở 500 VDC) giữa các bộ phận mang dòng và vỏ |
Độ bền điện môi |
1.000 VAC ở 50/60 Hz trong 1 phút giữa các bộ phận mang dòng và vỏ |
Chống rung |
10 đến 55 Hz, biên độ kép 1,5 mm trong 2 giờ, mỗi hướng X, Y và Z |
Chống sốc |
1.000 m / s 2 , mỗi lần 10 lần theo các hướng X, Y và Z |
Cấp độ bảo vệ |
(1) IP67 (IEC60529) (2) EMC (EN60947-5-2) |
Phương thức kết nối |
Mô hình có dây sẵn (tiêu chuẩn là đường kính 4 mm. Cáp PVC với chiều dài = 2 m, 5 m). Các kiểu đầu nối (M12-4pin) |
Trọng lượng |
Mô hình có dây trước |
Thân ngắn: 160 g, Thân dài: 210 g |
Mô hình kết nối |
Thân ngắn: 140 g, Thân dài: 160 g |
Ứng dụng Sensor E2B Omron
Cảm biến tiệm cận E2B Omron sử dụng phát hiện kim loại có từ tính, các ứng dụng di chuyển, các ứng dụng có nhiệt độ cao hoặc thấp.
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