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风筝——构造案例解析的支架
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作者 冯江 《城市建筑》 2016年第1期99-102,共4页
论文讨论了在"当代西方建筑理论"的案例解析教学过程中,如何借助"风筝"来还原情境和建立结构,并结合教学实例,探讨了如何构造案例研究的支架,让风筝成为研究的一种有效工具。
关键词 风筝 案例解析 骨架 斗线
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A Study on Quantitative Evaluation of Calligraphy Characters
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作者 Zelong Wang Mengyuan Liao Zenichiro Maekawa 《Computer Technology and Application》 2016年第2期103-122,共20页
In this study, a numerical method was proposed to evaluate the calligraphy work called calligraphy evaluation system. Four classical chirographies of "Kaisho", "Gyosho", "Sousho" and "Hiragana", and 47 charact... In this study, a numerical method was proposed to evaluate the calligraphy work called calligraphy evaluation system. Four classical chirographies of "Kaisho", "Gyosho", "Sousho" and "Hiragana", and 47 characters for each chirography, were selected and analyzed by this system. The "Sumi" distribution of character was clarified from 12 directions and summarized into four parts of horizontal part, diagonal left part, vertical part and diagonal fight part. The character's contour line was converted to a signal data in order to calculate roundness index. The degree of character's radian was presented by roundness index. The smooth index was calculated at the same time. Additionally, width index, "Sumi" ratio, stability index also were calculated to contrast the features of each style. The main character points of four styles of "Kaisho', "Gyosho", "Sousho", "Hiragana" were extracted to compare each other, and provide a reference for learners. The learners could obtain the quantitative data to understand their work's characteristics. It can also be compared with other person's work by this system in order to improve learners' writing skill. 展开更多
关键词 CALLIGRAPHY chirography QUANTIZATION EVALUATION regular script running script cursive script hiragana.
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Dynamics of an Ultracold Bose Gas in Funnel-Shaped Potential
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作者 YAN Li XU Guang-Yuan WANG Yong-Jun LIU Xian-Feng HAN Jiu-Rong 《Communications in Theoretical Physics》 SCIE CAS CSCD 2009年第9期431-434,共4页
In this paper we develop a variational theory to study the dynamic properties of ultracold Bose gas ina funnel external potential.We obtain one-dimensional nonlinear equation which describes the dynamics of transverse... In this paper we develop a variational theory to study the dynamic properties of ultracold Bose gas ina funnel external potential.We obtain one-dimensional nonlinear equation which describes the dynamics of transversetight confined bosonic gas from three-dimension to one-dimension,and find one-dimensional s-wave scattering lengthwhich depends on the shape of transverse confining potential.If the funnel trapping potential is strong enough at zerotemperature,all transverse excitations are frozen.We find the dynamic equation which describes the Tonks-Girardeaugas and present a qualitative analysis of the experimental accessibility of the Tonks-Girardeau gas with funnel-trappedalkalic atoms. 展开更多
关键词 funnel potential variational method ultracold Bose gas Tonks Girardeau region
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