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错觉及其在公路线形设计中的应用 被引量:11
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作者 袁国林 程建川 《中国公路学报》 EI CAS CSCD 北大核心 2002年第2期19-21,27,共4页
讨论了与公路几何结构设计密切相关的有关错觉方面的问题。通过对一些错觉方面的图例进行分析后 ,提出 :在进行公路几何结构设计的过程中 ,除了应考虑其它方面的影响因素之外 ,还应注意错觉对公路使用者所产生的影响。特别是在确定与视... 讨论了与公路几何结构设计密切相关的有关错觉方面的问题。通过对一些错觉方面的图例进行分析后 ,提出 :在进行公路几何结构设计的过程中 ,除了应考虑其它方面的影响因素之外 ,还应注意错觉对公路使用者所产生的影响。特别是在确定与视觉效果密切相关的公路路线几何技术指标时 ,更应该注意这一点。为此 ,对目前中华人民共和国交通部公布的《公路路线设计规范》中有关确定同向曲线间直线段最小长度的条款提出了具体的补充修改建议 ,并对公路路线纵断面设计中一直困扰公路使用者的错觉问题 ,提出了科学、合理、具体。 展开更多
关键词 公路 线形设计 错觉 平面线形 纵断面线形 几何结构设计
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Modeling the Effects of Tool Shoulder and Probe Profile Geometries on Friction Stirred Aluminum Welds Using Response Surface Methodology 被引量:2
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作者 H. K. Mohanty M. M. Mahapatra +2 位作者 P. Kumar P. Biswas N. R. Mandal 《Journal of Marine Science and Application》 2012年第4期493-503,共11页
The present paper discusses the modeling of tool geometry effects on the friction stir aluminum welds using response surface methodology. The friction stir welding tools were designed with different shoulder and tool ... The present paper discusses the modeling of tool geometry effects on the friction stir aluminum welds using response surface methodology. The friction stir welding tools were designed with different shoulder and tool probe geometries based on a design matrix. The matrix for the tool designing was made for three types of tools, based on three types of probes, with three levels each for defining the shoulder surface type and probe profile geometries. Then, the effects of tool shoulder and probe geometries on friction stirred aluminum welds were experimentally investigated with respect to weld strength, weld cross section area, grain size of weld and grain size of thermo-mechanically affected zone. These effects were modeled using multiple and response surface regression analysis. The response surface regression modeling were found to be appropriate for defining the friction stir weldment characteristics. 展开更多
关键词 friction stir welding (FSW) tool geometries mechanical properties microstructures response surface regression modeling
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On geometric structure of generalized projections in C~*-algebras
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作者 Miaomiao Cui Guoxing Ji 《Science China Mathematics》 SCIE CSCD 2018年第7期1187-1200,共14页
Let H be a Hilbert space and A ■ B(H) be a C~*-subalgebra. This paper is devoted to studying the set gP of generalized projections in A from a differential geometric point of view, and mainly focuses on geodesic curv... Let H be a Hilbert space and A ■ B(H) be a C~*-subalgebra. This paper is devoted to studying the set gP of generalized projections in A from a differential geometric point of view, and mainly focuses on geodesic curves. We prove that the space gP is a C~∞ Banach submanifold of A, and a homogeneous reductive space under the action of Banach Lie group U_A of A. Moreover, we compute the geodesics of gP in a standard fashion, and prove that any generalized projection in a prescribed neighbourhood of p∈gP can be joined with p by a unique geodesic curve in gP. 展开更多
关键词 generalized projections Banach manifold GEODESICS
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