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CONNECTION VECTOR FIELDS AND OPTIMIZED COORDINATES FOR SWIMMING SYSTEMS AT LOW AND HIGH REYNOLDS NUMBERS

机译：低雷诺数和高雷诺数的游泳系统的连接矢量场和优化的坐标

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Ross L. Hatton; Howie Choset;
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年度 2010
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3. The Rytov Law of Rotation of the Field Vectors in an Arbitrary Curvilinear Coordinate System [J] . N. R. Sadykov Optics and Spectroscopy . 1998,第4期

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4. CONNECTION VECTOR FIELDS AND OPTIMIZED COORDINATES FOR SWIMMING SYSTEMS AT LOW AND HIGH REYNOLDS NUMBERS [C] . Ross L. Hatton, Howie Choset DSCC2010;ASME dynamic systems and control conference . 2011

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5. The geometry of swimming and pumping at low Reynolds number. [D] . Ehlers, Kurt Merrell. 1995

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8. The Flow about a Circular Cylinder at Low Reynolds Numbers Using the Method of Series Truncation with a Novel Coordinate System. [R] . berger, s. a. cheung, y-k 1971

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CONNECTION VECTOR FIELDS AND OPTIMIZED COORDINATES FOR SWIMMING SYSTEMS AT LOW AND HIGH REYNOLDS NUMBERS

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