Belp, Switzerland

Christian Zoss


 

Average Co-Inventor Count = 7.3

ph-index = 2

Forward Citations = 27(Granted Patents)


Company Filing History:


Years Active: 2016-2021

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3 patents (USPTO):Explore Patents

Title: The Innovations of Christian Zoss

Introduction

Christian Zoss is a notable inventor based in Belp, Switzerland. He has made significant contributions to the field of optical devices, holding a total of three patents. His work focuses on advanced measurement methods that enhance the understanding of various surfaces, particularly in medical applications.

Latest Patents

One of Christian Zoss's latest patents involves a sophisticated measuring method for registering measurement points on a body, specifically on the eye. This method allows for the registration of measurement points along a trajectory on the surface of the body, which is crucial for determining an axial length profile. The innovation utilizes a measurement beam, ensuring that the minimum radius of curvature of the trajectory is at least 1/7 of the radius of the circumference of the surface, with preferred specifications being at least ⅗ and particularly at least ⅓.

Career Highlights

Christian Zoss is currently employed at Haag-Streit AG, a company renowned for its contributions to ophthalmic instruments and devices. His role at Haag-Streit AG has allowed him to develop and refine his innovative ideas, leading to the successful patenting of his inventions.

Collaborations

Christian Zoss has collaborated with several talented individuals in his field, including André Meznaric and Christian Schlaeppi. These collaborations have fostered a creative environment that encourages the exchange of ideas and advancements in technology.

Conclusion

Christian Zoss exemplifies the spirit of innovation in the field of optical devices. His patents and contributions to Haag-Streit AG highlight his commitment to advancing measurement techniques in medical applications. His work continues to influence the industry and improve the understanding of complex surfaces.

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