Location History:
- Naka, JP (1992)
- Shizuoka, JP (1985 - 1993)
Company Filing History:
Years Active: 1985-1993
Title: Koichi Miyazaki: Innovator in Air Conditioning Technology
Introduction
Koichi Miyazaki is a notable inventor based in Shizuoka, Japan. He has made significant contributions to the field of air conditioning technology, holding a total of 5 patents. His innovative designs focus on improving the efficiency and functionality of air conditioning systems.
Latest Patents
Miyazaki's latest patents include advancements in air conditioning systems. One of his patents describes an air conditioner with a single outdoor unit and multiple indoor units. This system determines which indoor unit can operate based on a predetermined operation priority order. It sends an operation standby signal to the unit that cannot operate, ensuring efficient management of resources. Another patent involves an air conditioner with a refrigerant heater, where combustion tests are conducted through a control valve. This system optimizes combustion states by storing values of minimum and maximum combustion command signals, enhancing the overall performance of the heater.
Career Highlights
Koichi Miyazaki is currently employed at Kabushiki Kaisha Toshiba, a leading company in technology and innovation. His work at Toshiba has allowed him to develop and refine his inventions, contributing to the company's reputation for excellence in air conditioning technology.
Collaborations
Miyazaki has collaborated with talented coworkers such as Masaya Yamazaki and Tatsuo Tanaka. Their combined expertise has fostered a creative environment that encourages innovation and the development of cutting-edge technologies.
Conclusion
Koichi Miyazaki's contributions to air conditioning technology demonstrate his commitment to innovation and efficiency. His patents reflect a deep understanding of the complexities involved in modern air conditioning systems. Through his work at Toshiba and collaborations with skilled colleagues, Miyazaki continues to push the boundaries of what is possible in this field.