Cambridge, MA, United States of America

Qijie Wang


Average Co-Inventor Count = 8.0

ph-index = 1

Forward Citations = 18(Granted Patents)


Company Filing History:


Years Active: 2011

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1 patent (USPTO):Explore Patents

Title: Qijie Wang: Innovator in Quantum Cascade Laser Technology

Introduction

Qijie Wang is a prominent inventor based in Cambridge, MA, known for his groundbreaking work in the field of quantum cascade lasers. His innovative approach has led to significant advancements in laser technology, particularly through the development of a unique design that enhances performance and efficiency.

Latest Patents

Qijie Wang holds a patent for a quantum cascade laser that utilizes a non-resonant extraction design. This design features a multilayered semiconductor with a single type of carrier and at least two final levels for transitions. The energy spacings involved are critical, with one version of the design having an energy spacing of about 100 meV, while another version has an energy spacing of about 90 meV. The intricate details of the carrier wave functions and their overlaps are essential to the functionality of the laser, showcasing Wang's deep understanding of quantum mechanics and semiconductor physics.

Career Highlights

Wang is affiliated with Harvard College, where he continues to contribute to research and innovation in laser technology. His work has not only advanced theoretical knowledge but has also paved the way for practical applications in various fields, including telecommunications and medical devices.

Collaborations

Throughout his career, Qijie Wang has collaborated with notable colleagues such as C Kumar N Patel and Alexei Tsekoun. These partnerships have fostered a rich environment for innovation and have led to further advancements in the field of quantum technologies.

Conclusion

Qijie Wang's contributions to the field of quantum cascade lasers exemplify the impact of innovative thinking in technology. His work continues to inspire future advancements in laser applications and quantum mechanics.

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