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D‐dimensional moments of inertia

 

作者: Carl M. Bender,   Lawrence R. Mead,  

 

期刊: American Journal of Physics  （AIP Available online 1995）
卷期: Volume 63, issue 11  

页码: 1011-1014

 

ISSN:0002-9505

 

年代: 1995

 

DOI:10.1119/1.18097

 

出版商: American Association of Physics Teachers

 

关键词: FRACTALS;MANY−DIMENSIONAL CALCULATIONS;MOMENT OF INERTIA;MOMENT OF INERTIA;PHASE TRANSFORMATIONS;POWER SERIES;QUANTUM FIELD THEORY;RENORMALIZATION;SERIES EXPANSION;SPHERES

 

数据来源: AIP

 

摘要:

We calculate the moments of inertia ofD‐dimensional spheres and spherical shells, whereDis a complex number. We also examine the moments of inertia of fractional‐dimensional geometrical objects such as the Cantor set and the Sierpinski carpet and theirD‐dimensional analogs.

 

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