Description
Introducing the GradientIndexLens by Hobbite.Co., Ltd, a cutting-edge optical component designed to meet the highest standards of precision and performance. This lens is meticulously crafted to deliver exceptional optical clarity and efficiency, making it an ideal choice for a wide range of applications. With its advanced gradient index technology, this lens offers superior light transmission and minimal distortion, ensuring optimal performance in even the most demanding environments.
The GradientIndexLens is engineered with precision, featuring a standard diameter of φ1.8mm with a remarkable tolerance of ±0.005mm. This ensures consistent quality and reliability in every lens produced. The lens is available in multiple pitch options, including 0.23P and 0.25P at both 1550nm and 1310nm wavelengths, providing flexibility to suit various optical systems. Its numerical aperture of 0.460 allows for efficient light collection and transmission, enhancing the overall performance of the optical system.
Designed with an endface angle of 8°±30', the GradientIndexLens minimizes reflection loss, achieving an impressive reflection loss of less than 0.5% at 1550nm or 1310nm. This feature significantly reduces signal loss and enhances the quality of the transmitted signal. Additionally, the lens boasts an insertion loss of P grade ≤0.15dB and A grade ≤0.20dB, ensuring minimal signal attenuation and maintaining the integrity of the optical signal.
For those with specialized requirements, the GradientIndexLens offers a specially designed and processed product index range. This includes a variety of diameters from 1.0mm to 4.2mm, pitch options ranging from 0.10 to 0.50, and numerical apertures of 0.37, 0.46, and 0.60. The lens can accommodate wavelengths from 380nm to 2000nm, with a bandwidth of ±150nm for single wavelength and ±50nm for dual wavelength applications. This versatility makes it an excellent choice for customized optical solutions.
Gradient Index Lens-Glens
Specifications
Lens Type: | Positive, Negative |
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Material: | BK7, FS, UVFS |
Size: | 1.8 mm |
Pitch (P): | 0.23P @1550nm (or 1310nm); 0.25P @1550nm (or 1310nm) |
Numerical Aperture (N.A.): | 0.460 |
End Face Angle (θ): | 8°±30' |
Insertion Loss (IL): | P level ≤0.15dB A level ≤0.20dB |
Features
- High Precision Diameter: φ1.8mm ±0.005mm for standard specifications, with options ranging from 1.0mm to 4.2mm for custom requirements.
- Versatile Pitch Options: Available in 0.23P and 0.25P at 1550nm or 1310nm, with a customizable range of 0.10 to 0.50.
- Optimal Numerical Aperture: Standard N.A. of 0.460, with additional options of 0.37 and 0.60 for specialized needs.
- Precision Endface Angle: Standard 8° ±30', with customizable angles of 0°, 4°, 6°, and 8°.
- Low Insertion Loss: P grade ≤0.15dB and A grade ≤0.20dB, ensuring minimal signal loss.
- Excellent Reflection Loss: R<0.5% at 1550nm or 1310nm, providing superior performance.
- Wide Wavelength Range: Supports wavelengths from 380nm to 2000nm, accommodating a broad spectrum of applications.
- Flexible Bandwidth: ±150nm for single wavelength and ±50nm for dual wavelength, offering adaptability for various uses.
Applications
- Optical Communication Systems: Efficient collimation and coupling for fiber-to-fiber or fiber-to-device connections.
- Imaging Systems: Compact lens solution for endoscopy, microscopy, and miniaturized cameras.
- Fiber Optic Sensors: Enhanced light transmission for precise sensing applications.
- Laser Systems: Suitable for beam shaping and collimation in compact optical setups.
- Optical Instruments: Used in spectrometers, optical switches, and integrated photonic devices.
Frequently Asked Questions
What is the diameter of the Gradient Index Lens?
What are the available pitch options for the Gradient Index Lens?
What is the numerical aperture of the Gradient Index Lens?
What is the end face angle of the Gradient Index Lens?
What is the insertion loss of the Gradient Index Lens?
What is the reflection loss of the Gradient Index Lens?
What is the wavelength range for the Gradient Index Lens?
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