Company Filing History:
Years Active: 2019-2021
Title: Keisuke Sakai: Innovator in Rotary Devices and Torque Technology
Introduction
Keisuke Sakai is a notable inventor based in Neyagawa, Japan. He has made significant contributions to the field of rotary devices and torque technology. With a total of 2 patents to his name, Sakai continues to push the boundaries of innovation in his industry.
Latest Patents
Sakai's latest patents include a rotary device and a torque fluctuation inhibiting device. The rotary device features two rotatable rotors and two stopper mechanisms that restrict relative rotation between the rotors. The first stopper mechanism includes a first protruding member with an elastic outer peripheral part, which contacts a first contact surface when a torsion angle reaches a specified angle. The second stopper mechanism operates similarly but includes a second protruding member with higher stiffness, engaging at a greater torsion angle.
His second patent, the torque fluctuation inhibiting device, comprises a mass body that is rotatable with a rotor. This device utilizes centrifugal elements that move radially under centrifugal force during rotation. When relative displacement occurs between the rotor and the mass body, cam mechanisms convert this force into a circumferential force to reduce the displacement, ensuring smoother operation.
Career Highlights
Keisuke Sakai is currently employed at Exedy Corporation, a company known for its advanced automotive components. His work focuses on developing innovative solutions that enhance the performance and reliability of torque converters and power transmission devices.
Collaborations
Sakai collaborates with Yusuke Tomita, a fellow innovator in the field. Their partnership has led to advancements in technology that benefit the automotive industry.
Conclusion
Keisuke Sakai is a prominent figure in the realm of rotary devices and torque technology. His innovative patents and contributions to Exedy Corporation highlight his commitment to advancing engineering solutions.