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The approximate conserved quantity of the weakly nonholonomic mechanical-electrical system
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作者 刘晓巍 李元成 夏丽莉 《Chinese Physics B》 SCIE EI CAS CSCD 2011年第7期28-31,共4页
We study the approximate conserved quantity of the weakly nonholonomic mechanical-electrical system. By means of the Lagrange-Maxwell equation, the Noether equality of the weakly nonholonomic mechanical-electrical sys... We study the approximate conserved quantity of the weakly nonholonomic mechanical-electrical system. By means of the Lagrange-Maxwell equation, the Noether equality of the weakly nonholonomic mechanical-electrical system is obtained. The multiple powers-series expansion of the parameter of the generators of infinitesimal transformations and the gauge function is put into a generalized Noether identity. Using the Noether theorem, we obtain an approximate conserved quantity. An example is provided to prove the existence of the approximate conserved quantity. 展开更多
关键词 weakly nonholonomic mechanical-electrical system Noether theorem approximate conserved quantity
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ON CONSERVATIVE APPROXIMATION BY LINEAR POLYNOMIAL OPERATORS AN EXTENSION OF THE BERNSTEIN'S OPERATOR
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作者 Francisco-Javier Munoz-Delgado Victoriano Ramirez-Gonzalez Paul Sablonniere 《Analysis in Theory and Applications》 1995年第1期62-71,共10页
In this work we slwly linear polynomial operators preserving some consecutive i-convexities and leaving in-verant the polynomtals up to a certain degree. First we study the existence of an incompatibility between the ... In this work we slwly linear polynomial operators preserving some consecutive i-convexities and leaving in-verant the polynomtals up to a certain degree. First we study the existence of an incompatibility between the conservation of cenain i-cotivexities and the invariance of a space of polynomials. Interpolation properties are obtained and a theorem by Berens and DcVore about the Bernstein's operator ts extended. Finally, from these results a genera'ized Bernstein's operator is obtained. 展开更多
关键词 LPO ON CONSERVATIVE APPROXIMATION BY LINEAR POLYNOMIAL OPERATORS AN EXTENSION OF THE BERNSTEIN’S OPERATOR
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QCM Sensors Based on PEI Films for CO_2 Detection
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作者 Guang-Zhong Xie Ting Kang +3 位作者 Yong Zhou Tao Xie Hui-Ling Tai Ya-Dong Jiang 《Journal of Electronic Science and Technology》 CAS CSCD 2015年第2期181-187,共7页
In this paper, quartz crystal microbalance(QCM) gas sensors coated with polyehtyleneimine(PEI)was utilized for carbon dioxide(CO2) detection. The sensing mechanism is based on the availability of reversible acid... In this paper, quartz crystal microbalance(QCM) gas sensors coated with polyehtyleneimine(PEI)was utilized for carbon dioxide(CO2) detection. The sensing mechanism is based on the availability of reversible acid-base reactions between CO2 molecules and PEI at room temperature. The experimental results revealed that the PEI/starch sensor exhibited much higher sensitivity than that of pure PEI, and showed approximate linearity over a concentration region ranging from 500 ppm to 8000 ppm. The influence of humidity had also been investigated. Furthermore, the response and recovery time deceased as the operation temperatures increased. Finally, sensitivity loss after conservation for several days and reversibility of the sensors had been discussed. 展开更多
关键词 starch reversible utilized availability coated approximate quartz linearity humidity conservation
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