Company Filing History:
Years Active: 1982
Title: Harish C Sharma: Innovator in Surface Measurement Technology
Introduction
Harish C Sharma, a diligent inventor based in Leicester, GB, has made significant contributions to the field of surface measurement technology. With one patented innovation to his name, he showcases a blend of engineering expertise and innovative thinking. His method offers a new approach to determining the coordinates of the center of curvature of various workpieces.
Latest Patents
Harish C Sharma holds a patent for a method that effectively determines the coordinates of the center of curvature of a curved surface in relation to a predetermined frame of reference. This method is particularly innovative as it derives sensor signals from just three points along the sensor's traverse, thereby eliminating constraints on the location or symmetry of these points. As a result, the method is applicable to workpieces exhibiting only a partial arc. The innovative process produces two output signals that represent the x and y coordinates of the center, significantly enhancing the precision of surface measurement instruments.
Career Highlights
Currently, Harish is associated with The Rank Organisation plc, where he engages in developing and refining technologies related to surface measurement. His career in the industry has been marked by a commitment to advancing measurement techniques, reflecting his dedication to the field of innovation and technology.
Collaborations
In his endeavors, Harish collaborates with industry professionals, including his coworker, David J Whitehouse. Through these partnerships, he has been able to refine his patented method and contribute to collective advancements in surface measurement technology.
Conclusion
Harish C Sharma’s innovative approach to determining the coordinates of a workpiece's center of curvature demonstrates his capabilities as an inventor. His work at The Rank Organisation plc and collaborations with peers emphasize the importance of cooperation in technological advancements. As he continues to develop his methods and push the boundaries of innovation, his contributions will positively impact the engineering domain.