1550nm Polarization Maintaining Dual Fiber Collimator C/G Lens with PM Optic Fiber
Polarization-maintaining dual-fiber collimator is a dual-fiber collimator made of polarization-maintaining dual fibers. A dual-fiber collimator is a device that collimates the light coming out of the dual fiber or injects the collimated light into the dual fiber. Fiber collimator is an optical element used for input and output in dual-fiber communication optical devices. Its main function is to couple light into the required device with high efficiency. It can also be combined with other optical devices to achieve many other uses.
[Features]
Low insertion loss
High return loss
High stability and repeatability
[Specifications]
Parameter | Unit | Value | Note | |
Grade | Grade A | Grade P | ||
Center Wavelength | nm | 1550 | ||
Operating Wavelength Range | nm | ±40 | ||
Working Distance | mm | 23, 25, 40 or specify | 100% test | |
Insertion Loss at 23℃ | dB | 0.25 | 100% test | |
Return Loss at 23℃ | dB | 55 | 100% test | |
Extinction Ratio at 23℃ | dB | 20 | 22 | 100% test |
Nominal Beam Diameter | um | 260 (R=1.045) | By design | |
Max. Optical Power (CW) | mW | 500 | ||
Fiber Type | Corning PM13-U25D Fiber | |||
Tensile Load | N | 5 | ||
Operating Temperature | ℃ | -5 ~ +70 | ||
Storage Temperature | ℃ | -40 ~ +85 |
Above specifications are for device without connector.
For device with connectors, IL will be 0.3dB higher, RL will be 5dB lower and ER will be 2dB lower.
The PM fiber & connector key are aligned to the slow axis.
Ordering Information
Wavelength | 1310=1310nm, 1550=1550nm, S=Specify |
Pigtail Type | D=Dual fiber |
Lens Diameter | 1=1.8mm, S=Specify |
Lens Type | C=C-Lens |
Working Distance | 5=5mm, 10=10mm, 20=20mm, S=Specify |
Connector Type | N=None, 1=FC/UPC, 2=FC/APC, 3=SC/UPC, 4=SC/APC, S=Specify |
Fiber Jacket | B=Bare fiber |
Fiber Type | 3=Corning PM13-U25D Fiber, S=Specify |
Fiber Orientation | E=E type, S=Specify |
Fiber Length | 1.0=1.0m, 1.5=1.5m, S=Specify |
Package Type | 2=Glass tube |
Grade | P=Premium Grade, A=A Grade |
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