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Prediction and Control of Wrinkle and Fracture for Stamping Regular Polygonal Box 被引量:7
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作者 LEI Jun-xiang 《Journal of Iron and Steel Research International》 SCIE EI CAS CSCD 2004年第5期44-49,共6页
Based on the deformation characteristic of regular polygonal box stamped parts and the superfluous triangle material wrinkle model,the criterion of regular polygonal box stamped parts without wrinkle was deduced and u... Based on the deformation characteristic of regular polygonal box stamped parts and the superfluous triangle material wrinkle model,the criterion of regular polygonal box stamped parts without wrinkle was deduced and used to predict and control the wrinkle limit.According to the fracture model,the criterion of regular polygonal box stamped parts without fracture was deduced and used to predict and control the fracture limit.Combining the criterion for stamping without wrinkle with that without fracture,the stamping criterion of regular polygonal box stamped parts was obtained to predict and control the stamping limit.Taken the stainless steel0Cr18Ni9(SUS304)sheet and the square box stamped part as examples,the limit diagram was given to predict and control the wrinkle,fracture and stamping limits.It is suitable for the deep drawing without flange,the deep drawing and stretching combined forming with flange and the rigid punch stretching of plane blank.The limit deep-drawing coefficient and the minimum deep-drawing coefficient can be determined,and the appropriate BHF(blank holder force)and the deep-drawing force can be chosen.These provide a reference for the technology planning,the die and mold design and the equipment determination,and a new criterion evaluating sheet stamping formability,which predicts and controls the stamping process,can be applied to the deep drawing under constant or variable BHF conditions. 展开更多
关键词 regular polygonal box stamped part WRINKLE FRACTURE stamping criterion predic-tion control
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Experimental and Modeling Study of the Regular Polygon Angle-spiral Liner in Ball Mills 被引量:4
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作者 Yi SUN Man LIANG +2 位作者 Xiaohang JIN Pengpeng JI Jihong SHAN 《Chinese Journal of Mechanical Engineering》 SCIE EI CAS CSCD 2017年第2期363-372,共10页
Load behavior is one of the most critical factors affecting mills' energy consumption and grinding efficiency, and is greatly affected by the liner profiles. Generally, as liner profiles vary, the ball mill performan... Load behavior is one of the most critical factors affecting mills' energy consumption and grinding efficiency, and is greatly affected by the liner profiles. Generally, as liner profiles vary, the ball mill performances are extremely different. In order to study the performance of the ball mill with regular polygon angle-spiral liners(RPASLs), experimental and numerical studies on three types of RPASLs, including regular quadrilateral, pentagonal and hexagonal, are carried out. For the fine product of desired size, two critical parameters are analyzed: the energy input to the mill per unit mass of the fine product, E*, and the rate of production of the fine product, F*. Results show that the optimal structure of RPASLs is Quadrilateral ASL with an assembled angle of 50°. Under this condition, the specific energy consumption E* has the minimum value of 303 J per fine product and the production rate F* has the maximum value of 0.323. The production rate F* in the experimental result is consistent with the specific collision energy intensity to total collision energy intensity ratio Es/Et in the simulation. The relations between the production rate F* and the specific energy consumption E* with collision energy intensity Es and Et are obtained. The simulation result reveals the essential reason for the experimental phenomenon and correlates the mill performance parameter to the collision energy between balls, which could guide the practical application for Quadrilateral ASL. 展开更多
关键词 Load behavior regular polygon angle-spiral liner (RPASL) Particle size distribution. Rate of production of fine product Energy consumption. Collision energy intensity
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Special properties of Eshelby tensor for a regular polygonal inclusion 被引量:2
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作者 Baixiang Xu Minzhong Wang 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 2005年第3期267-271,共5页
When studying the regular polygonal inclusion in 1997, Nozaki and Taya discovered numerically some remarkable properties of Eshelby tensor: Eshelby tensor at the center and the averaged Eshelby tensor over the inclus... When studying the regular polygonal inclusion in 1997, Nozaki and Taya discovered numerically some remarkable properties of Eshelby tensor: Eshelby tensor at the center and the averaged Eshelby tensor over the inclusion domain are equal to that of a circular inclusion and independent of the orientation of the inclusion. Then Kawashita and Nozaki justified the properties mathematically. In the present paper, some other properties of a regular polygonal inclusion are discovered. We find that for an N-fold regular polygonal inclusion except for a square, the arithmetic mean of Eshelby tensors at N rotational symmetrical points in the inclusion is also equal to the Eshelby tensor for a circular inclusion and independent of the orientation of the inclusion. Furthermore, in two corollaries, we point out that Eshelby tensor at the center, the averaged Eshelby tensor over the inclusion domain, and the line integral average of Eshelby tensors along any concentric circle of the inclusion are all identical with the arithmetic mean. 展开更多
关键词 Eshelby tensor regular polygonal inclusion Arithmetic mean Center of regular polygon AVERAGE
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Contact problem for regular hexagon weakened with full-strength hole
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作者 N.ODISHELIDZE F.CRIADO-ALDEANUEVA J.M.SANCHEZ 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 2013年第2期239-248,共10页
A problem of the plane elasticity theory is addressed for a doubly connected body with an external boundary of the regular hexagon shape and with a 6-fold symmetric hole at the center. It is assumed that all the six s... A problem of the plane elasticity theory is addressed for a doubly connected body with an external boundary of the regular hexagon shape and with a 6-fold symmetric hole at the center. It is assumed that all the six sides of the hexagon are subjected to uniform normal displacements via smooth rigid stamps, while the uniformly distributed normal stress is applied to the internal hole boundary. Using the methods of complex analysis, the analytical image of Kolosov-Muskhelishvili's complex potentials and the shape of the hole contour are determined from the condition that the circumferential normal stress is constant along the hole contour. Numerical results are given and shown in relevant graphs. 展开更多
关键词 plate elasticity theory complex variable theory stress state regular polygon
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LES for Turbulent Flows through Ducts of Regular-Polygon Cross-Sections
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作者 Masayoshi Okamoto 《Journal of Mechanics Engineering and Automation》 2020年第5期140-154,共15页
In this study,a large eddy simulation(LES)for fully-developed turbulent flows through a duct of regular-polygon cross-section using the immersed boundary(IB)method is performed.In case of the turbulent flow through th... In this study,a large eddy simulation(LES)for fully-developed turbulent flows through a duct of regular-polygon cross-section using the immersed boundary(IB)method is performed.In case of the turbulent flow through the square duct,though there are some disagreements of the mean quantities related with the streamwise velocity among the present LES,the previous direct numerical simulation(DNS)and the LES without the IB method,and the present LES can reproduce the secondary flow of the DNS and LES.The LES result for ten types of regular-polygon duct shows that the secondary-flow speed decreases as the number of sides of the regular polygon n increases and that the secondary flow in case of the regular icosagon duct disappears like the turbulent pipe flow.In case of low n,the behavior of the turbulent structures near the side center is different from that near the vertex. 展开更多
关键词 TURBULENCE secondary flow regular polygonal duct LES IB method
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3D Fractals, Axiom of Algebra (Δn)n = +1
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作者 Emmanuel Cadier Anaxhaoza 《Advances in Pure Mathematics》 2023年第7期473-481,共9页
After having laid down the Axiom of Algebra, bringing the creation of the square root of -1 by Euler to the entire circle and thus authorizing a simple notation of the nth roots of unity, the author uses it to organiz... After having laid down the Axiom of Algebra, bringing the creation of the square root of -1 by Euler to the entire circle and thus authorizing a simple notation of the nth roots of unity, the author uses it to organize homogeneous divisions of the limited development of the exponential function, that is opening the way to the use of a whole bunch of new primary functions in Differential Calculus. He then shows how new supercomplex products in dimension 3 make it possible to calculate fractals whose connexity depends on the product considered. We recall the geometry of convex polygons and regular polygons. 展开更多
关键词 PSYCHEDELIC Axiom of Algebra (AA) Generalization of the Sign Quantum Physics Self-Derivative Exponential Cosinus SINUS Stable Groups for Derivation Operation Differential Calculation Theory Supercomplex Products regular polygons 3D Fractals Mathematical Imagery Geometry of regular polygons
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Glass Forming Ability and Magnetic Property of Fe74Al4Sn2(PSiB)20 Amorphous Alloy 被引量:3
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作者 CHEN Fei-fei ZHOU Shao-xiong 《Journal of Iron and Steel Research International》 SCIE EI CAS CSCD 2004年第5期41-43,共3页
Based on the deformation characteristic of regular polygonal box stamped parts and the superfluous triangle material wrinkle model, the criterion of regular polygonal box stamped parts without wrinkle was deduced and ... Based on the deformation characteristic of regular polygonal box stamped parts and the superfluous triangle material wrinkle model, the criterion of regular polygonal box stamped parts without wrinkle was deduced and used to predict and control the wrinkle limit. According to the fracture model, the criterion of regular polygonal box stamped parts without fracture was deduced and used to predict and control the fracture limit. Combining the criterion for stamping without wrinkle with that without fracture, the stamping criterion of regular polygonal box stamped parts was obtained to predict and control the stamping limit. Taken the stainless steel 0Cr18Ni9 (SUS304) sheet and the square box stamped part as examples, the limit diagram was given to predict and control the wrinkle, fracture and stamping limits. It is suitable for the deep drawing without flange, the deep drawing and stretching combined forming with flange and the rigid punch stretching of plane blank. The limit deep-drawing coefficient and the minimum deep-drawing coefficient can be determined, and the appropriate BHF (blank holder force) and the deep-drawing force can be chosen. These provide a reference for the technology planning, the die and mold design and the equipment determination, and a new criterion evaluating sheet stamping formability, which predicts and controls the stamping process, can be applied to the deep drawing under constant or variable BHF conditions. 展开更多
关键词 regular polygonal box stamped part WRINKLE FRACTURE stamping criterion prediction control
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Scale effect and geometric shapes of grains
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作者 郭辉 郭兴明 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 2007年第2期141-149,共9页
The role-of-mixture approach has become one of the widely spread ways to investigate the mechanical properties of nano-materials and nano-structures, and it is very important for the simulation results to exactly comp... The role-of-mixture approach has become one of the widely spread ways to investigate the mechanical properties of nano-materials and nano-structures, and it is very important for the simulation results to exactly compute phase volume fractions. The nanocrystalline (NC) materials are treated as three-phase composites consisting of grain core phase, grain boundary (GB) phase and triple junction phase, and a two-dimensional three-phase mixture regular polygon model is established to investigate the scale effect of mechanical properties of NC materials due to the geometrical polyhedron characteristics of crystal grain. For different multi-sided geometrical shapes of grains, the corresponding regular polygon model is adopted to obtain more precise phase volume fractions and exactly predict the mechanical properties of NC materials. 展开更多
关键词 nanocrystalline (NC) material phase mixture regular polygon models yield stress volume fractions grain boundary (GB)
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Connection Skeleton Extraction Based on Contour Connectedness
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作者 陈芒 刘允才 《Journal of Shanghai Jiaotong university(Science)》 EI 2008年第5期521-527,共7页
A stable skeleton is very important to some applications such as vehicle navigation, object represent and pattern recognition. The connection skeleton is just one that not only can be computed stably but also can figu... A stable skeleton is very important to some applications such as vehicle navigation, object represent and pattern recognition. The connection skeleton is just one that not only can be computed stably but also can figure the connectivity structure of contour. A new method named continuous connectivity detection and a new model named approximate regular polygon (ARP) were proposed for connection skeleton extraction. Both the method and the model were tested by the real maps of road network including flyovers, interchanges and other common object contours. Satisfactory results were obtained. 展开更多
关键词 connection skeleton continuous connectivity detection approximate regular polygon
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Two-Dimensional Nesting System Based on Hybrid Genetic Algorithm
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作者 WU Qingming YANG Wei ZHANG Qiang ZHOU Junjie 《Wuhan University Journal of Natural Sciences》 CAS 2009年第1期60-64,共5页
According to the cutting stock problem of 2-dimensional shapes, a nesting system (NS) based on hybrid genetic algorithm (HGA) is established. The system optimizes the sequence and angles of polygons with hybrid Ge... According to the cutting stock problem of 2-dimensional shapes, a nesting system (NS) based on hybrid genetic algorithm (HGA) is established. The system optimizes the sequence and angles of polygons with hybrid Genetic Algorithm to accomplish the superior solution. It nests the irregular shape directly without covering irregular shapes with a rectangle. It also improves the decoding strategy of 2-dimensional shapes nesting based on the classical bottom-left strategy, makes the new strategy be universal to convex polygons, concave polygons and line-circular composted polygons. 展开更多
关键词 nesting system hybrid genetic algorithm (HGA) regular and circular polygon bottom-left strategy
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The Principle of Square Hole Machining and It's Tooling Structure Design
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作者 Jinxia NIU 《International Journal of Technology Management》 2015年第2期7-8,共2页
In order to meet the rapid needs of processing square hole in mechanical equipment, the paper expounds the square hole processing method: planetary wheel method, and analyze the principle of tooling structure and pro... In order to meet the rapid needs of processing square hole in mechanical equipment, the paper expounds the square hole processing method: planetary wheel method, and analyze the principle of tooling structure and process with computer graphics parameters design. The results that, as long as the appropriate parameters, using the above method not only can punch the square hole, can also be processed triangle, the five angle and hexagonal regular polygon holes. The square hole processing method can provide theoretical basis and engineering reliable reference for related engineering and technical personnel. 展开更多
关键词 Abstract: In order to meet the rapid needs of processing square hole in mechanical equipment the paper expounds the square hole processing method: planetary wheel method and analyze the principle of tooling structure and process with computer graphics parameters design. The results that as long as the appropriate parameters using the above method not only can punch the square hole can also be processed triangle the five angle and hexagonal regular polygon holes. The square hole processing method can provide theoretical basis and engineering reliable reference for related engineering and technical personnel. Keywords: Square hole processing Planet wheel Lelo triangle Square hole drilling
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Nested regular polygon solutions for planar 2N-body problems 被引量:3
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作者 张世清 周青 《Science China Mathematics》 SCIE 2002年第8期1053-1058,共6页
In this paper we study the necessary conditions for the masses of the nested regular polygon solutions of the planar 2N-body problem.We prove that the masses at the vertices of each regular polygon must be equal to ea... In this paper we study the necessary conditions for the masses of the nested regular polygon solutions of the planar 2N-body problem.We prove that the masses at the vertices of each regular polygon must be equal to each other. 展开更多
关键词 2N-body problems nested regular polygon periodic solutions circulant matrices
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