Portola Valley, CA, United States of America

Chris M Gronet

USPTO Granted Patents = 7 

Average Co-Inventor Count = 1.4

ph-index = 6

Forward Citations = 205(Granted Patents)


Location History:

  • Portolla Valley, CA (US) (2007 - 2008)
  • Portola Valley, CA (US) (2007 - 2014)

Company Filing History:


Years Active: 2007-2014

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7 patents (USPTO):Explore Patents

Title: Chris M Gronet: Innovator in Solar Technology

Introduction

Chris M Gronet is a prominent inventor based in Portola Valley, CA (US). He has made significant contributions to the field of solar energy technology, holding a total of 7 patents. His innovative designs focus on enhancing the efficiency and functionality of solar energy systems.

Latest Patents

One of his latest patents is for elongated photovoltaic cells in casings with a filling layer. This invention features a solar cell unit that includes a cylindrical shaped solar cell and a transparent tubular casing. The design incorporates a back-electrode and a semiconductor junction, which are crucial for the solar cell's operation. Another notable patent is for a support system for solar energy generator panels. This system comprises a plurality of legs designed to receive multiple solar panels, allowing for easy assembly and disassembly without the need for tools.

Career Highlights

Chris M Gronet is currently associated with Solyndra, LLC, a company known for its innovative solar technology solutions. His work at Solyndra has positioned him as a key player in the advancement of solar energy applications.

Collaborations

Throughout his career, Chris has collaborated with notable colleagues, including Benyamin Buller and James K Truman. These partnerships have contributed to the development of cutting-edge solar technologies.

Conclusion

Chris M Gronet's contributions to solar technology through his patents and work at Solyndra highlight his role as an influential inventor in the renewable energy sector. His innovative designs continue to pave the way for advancements in solar energy solutions.

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