1080nm Polarization Insensitive Isolator utilizes Faraday Effect of Magneto optical crystal. It guides optical light in one direction and eliminates back reflection and back scattering in the reverse direction at any polarization sate. The devices are characterized with excellent environmental stability and reliability. It has been used in fiber amplifiers, Fiber lasers, WDM systems, transmitters, and other fiber optic communication equipments to suppress back reflection and back scattering.
Polarization Insensitive Isolator utilizes Faraday Effect of Magneto optical crystal. It guides optical light in one direction and eliminates back reflection and back scattering in the reverse direction at any polarization sate. The unique manufacturing process and optical path epoxy-free design enhance the device’s high-power handling capability. The devices are characterized with low insertion loss, high isolation, high return loss, excellent environmental stability and reliability and low cost. It has been widely used in EDFAs, Raman amplifiers, DWDM systems, Fiber lasers, transmitters and other fiber optic communication equipments to suppress back reflection and back scattering.
If you do not see a standard isolator that meets your needs, we welcome the opportunity to review your desired specification and quote a custom isolator. Requests for custom fiber pigtails, different wavelengths and handling power of operation or other specific needs will be readily addressed.
Parameter | Unit | Values | |||
Stage | – | Single | Dual | ||
Grade | – | P | A | P | A |
Operating Wavelength | nm | 1080 | |||
Band Width | nm | ±5 | |||
Typ. Peak Isolation at 23℃ | dB | 42 | 38 | 55 | 52 |
Min. Isolation at 23℃ | dB | 35 | 32 | 45 | 42 |
Typ. Insertion Loss at 23℃ | dB | 1.5 | 1.6 | 2.3 | 2.6 |
Max. Insertion loss at 23℃ | dB | 1.8 | 2.2 | 3.2 | 3.4 |
Return Loss (In/Out) | dB | > 50/50 | |||
PDL | dB | < 0.1 | |||
PMD | ps | <0.15 | |||
Maximum Power Handling (CW) | mW | 200 | 100 | ||
Max. Tensile Load | N | 5 | |||
Fiber Type | – | 1060-XP | |||
Operating Temperature | °C | 0 ~ + 65 | |||
Storage Temperature | °C | -40 ~+85 | |||
Dimensions | mm | Ф5.5× L35 |
*Due to ongoing design improvements, the package size is subject to change. Please contact DK Photonics for confirmation.
P/N: ISO-①-②-③-④-⑤-⑥-⑦-⑧
When you inquire, please provide the correct P/N number according to our ordering information and attach the appropriate description would be better. If need any connector, we do not recommend choosing a 250μm bare fiber pigtail.
① | ② | ③ | ④ | ⑤ | ⑥ | ⑦ | ⑧ |
Type | Wavelength | Grade | Power Handling | Fiber Type | Pigtails Diameter | Fiber Length | Connector |
IS: Single stage
IU: Dual stage |
64:1064nm
80:1080nm XX: Others |
P:P Grade
A: A Grade |
L: lower power | 06X: 1060-XP | 25:250μm bare fiber
90:900μm Loose Fiber XX: Others |
05:0.5m
10:1.0m 15:1.5m XX: Others |
00: None
FP: FC/PC FA: FC/APC LA: LC/APC XX: Others |
Part Number Example: ISO-IS-80-P-L-06X-25-10-00
Description: 1080nm Polarization Insensitive Optical Isolator-200mW, Single Stage, P grade, with 1060-XP 250um bare fiber, 1.0m length fiber pigtails, without connectors at all ports.
Ordering Information for Custom Parts
If you need to customize other specifications, please provide detailed description for your requirement.
Function
An optical isolator is a passive magneto-optic device that only allows light to travel in one direction. Isolators are used to protect a source from back reflections or signals that may occur after the isolator. Back reflections can damage a laser source or cause it to mode hop, amplitude modulate, or frequency shift. In high-power applications, back reflections can cause instabilities and power spikes.
An isolator’s function is based on the Faraday Effect. In 1842, Michael Faraday discovered that the plane of polarized light rotates while transmitting through glass (or other materials) that is exposed to a magnetic field. The direction of rotation is dependent on the direction of the magnetic field and not on the direction of light propagation; thus, the rotation is non-reciprocal. The amount of rotation β equals V x B x d, where V, B, and d are as defined below.
Figure 1.Schematic diagram of Faraday effect
Faraday Rotation
β = V x B x d