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Updated: Jan 19, 2026

In-situ Tapering of Chalcogenide Fiber for Mid-infrared Supercontinuum Generation
Published on: May 27, 2013
Broadband mid-IR chalcogenide fiber couplers
We developed a broadband fiber coupler using arsenic trisulfide (As2S3) for mid-infrared wavelengths up to 5.4 μm. This device exhibits low excess loss, making it suitable for various optical applications.
Area of Science:
- Materials Science
- Optical Engineering
- Photonics
Background:
- Mid-infrared (MIR) spectroscopy and sensing require robust optical components.
- Arsenic trisulfide (As2S3) glass offers excellent transmission in the MIR region.
- Fiber couplers are essential for manipulating light in optical systems.
Purpose of the Study:
- To demonstrate a broadband As2S3-based fiber coupler for operation up to 5.4 μm.
- To characterize the performance of the fabricated fiber coupler.
- To optimize coupler design through numerical analysis.
Main Methods:
- Fused biconical tapering technique for fiber coupler fabrication.
- Real-time monitoring of coupling ratio at 2.64 μm during manufacturing.
- Measurement of excess loss in the 5-5.4 μm wavelength range.
- Numerical analysis of fiber bend loss for design optimization.
Main Results:
- A broadband As2S3 fiber coupler operating up to 5.4 μm was successfully fabricated.
- Minimal excess loss was measured to be less than 1 dB in the 5-5.4 μm range.
- Optimal geometric parameters for the coupler were determined via numerical analysis of bend loss.
Conclusions:
- The developed As2S3 fiber coupler is suitable for broadband applications in the mid-infrared spectrum.
- The fused biconical tapering technique is effective for fabricating high-performance MIR fiber couplers.
- Numerical analysis aids in optimizing coupler design for minimal loss and enhanced performance.
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Ed through Mid-point Method
At point A, the price is $6 for 120 units. Moving to point B, the price increases to $9, resulting in a decrease in quantity demanded to 80 units. This translates to a 50 percent increase in price and a 33.33 percent decrease in quantity, leading to a price elasticity value of 33.33/50 or 0.67.
Conversely, moving from point B to A, entails a 33.33 percent decline in price and a 50 percent increase in quantity. This yields a price elasticity of 50/33.33 or 1.5.
This discrepancy arises from the...