Tokyo, Japan

Seiichiro Takizawa


Average Co-Inventor Count = 5.5

ph-index = 2

Forward Citations = 10(Granted Patents)


Company Filing History:


Years Active: 1989-1990

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2 patents (USPTO):Explore Patents

Title: Innovations of Seiichiro Takizawa

Introduction

Seiichiro Takizawa is a notable inventor based in Tokyo, Japan. He has made significant contributions to the field of surface grading and measurement technology. With a total of two patents to his name, Takizawa's work focuses on improving the efficiency and accuracy of measuring surfaces with complex profiles.

Latest Patents

Takizawa's latest patents include a method and apparatus for grading and measuring surfaces that have curved and inclined profiles. This innovative apparatus is designed for surfaces such as roadbeds, which may exhibit different shapes in successive transverse sections. The system features a blade and screw cutter supported by a frame that extends over the surface being worked. These tools can be moved along the frame and adjusted toward or away from the surface based on a control mechanism that has memorized the appropriate positions. Additionally, the apparatus incorporates a deformable rule that can be reshaped according to computer-memorized data. This allows for precise adjustments to be made for different sections of the surface being measured.

Career Highlights

Throughout his career, Seiichiro Takizawa has worked with prominent companies such as Kajima Road Company and Kajima Corporation. His experience in these organizations has contributed to his expertise in the field of surface measurement technology.

Collaborations

Takizawa has collaborated with notable individuals in his field, including Mitsuo Fukukawa and Masayuki Yazawa. These collaborations have likely enriched his work and led to further advancements in his inventions.

Conclusion

Seiichiro Takizawa's innovative contributions to surface grading and measurement technology demonstrate his commitment to enhancing engineering practices. His patents reflect a deep understanding of the complexities involved in working with curved surfaces, making him a significant figure in his field.

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