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DEVELOPMENT OF EXTRINSIC FABRY PEROT FIBER SENSOR AND ITS APPLICATION TO SMART MATERIALS
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作者 黄民双 梁大开 +1 位作者 邱浩 陶宝祺 《Transactions of Nanjing University of Aeronautics and Astronautics》 EI 2000年第1期15-19,共5页
In the work of developing extrinsic fabry perot interferometric (EFPI), the key technology of polishing fiber optic endfaces and coating the multilayer of dielectric films on them is raised and resolved to settle the... In the work of developing extrinsic fabry perot interferometric (EFPI), the key technology of polishing fiber optic endfaces and coating the multilayer of dielectric films on them is raised and resolved to settle the disturbance and stability problem of EFPI, which simplifies the sensing system, improves the sensor performance and reduces the cost. In this paper, the relations between the output interferential light intensity and the F P cavity length are calculated based on the theory of mode field coupling. The EFPI fiber optic sensor is adhered to a distributed smart laminate beam to detect vibration frequency and axial strain value, the results coincident with the results tested by PZT. 展开更多
关键词 extrinsic fabry perot interferometric sensor smart structure mode field coupling theory strain measurement
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数学核心素养之数学运算的落地——一道解析几何题目解答的课堂实录
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作者 李德安 《中学教研(数学版)》 2021年第11期28-32,共5页
数学运算是数学核心素养的基础,是一种演绎推理.通常解题的思路决定着面对问题会不会的问题,而数学运算决定着面对问题能不能将问题真正解决的问题.某种程度上,数学运算也决定着解决问题的思路,不同的运算形式,发展到不同的数学结构,等... 数学运算是数学核心素养的基础,是一种演绎推理.通常解题的思路决定着面对问题会不会的问题,而数学运算决定着面对问题能不能将问题真正解决的问题.某种程度上,数学运算也决定着解决问题的思路,不同的运算形式,发展到不同的数学结构,等等都影响着解题的思路与路径.数学运算能力的提升不仅需要学习者在实践中认知感悟,更需要课堂上教师带领学生共同理解运算对象、掌握运算法则、探究运算思路、选择运算方法、设计运算程序、求得运算结果.数学运算的真正落地,要以学生视角为起点,对数学问题进行合理变式,有效解决运算中的矛盾. 展开更多
关键词 数学运算 合理变式 课堂探究 有效解题
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例谈初中教材例题处理策略
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作者 蒋何兴 《数学学习与研究》 2018年第15期70-71,共2页
通过对人教版初中教材例题的研究,得出教材例题处理的一般策略,从而提高教师例题处理的效率,便于教师的日常备课,以及通过对教材例题处理,培养学生数学思维和解决问题的能力,提高学生的数学核心素养.
关键词 研读教材 问题串 合理变式 反思总结
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New identities about operator Hermite polynomials and their related integration formulas 被引量:1
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作者 FAN HongYi YUAN HongChun JIANG NianQuan 《Science China(Physics,Mechanics & Astronomy)》 SCIE EI CAS 2011年第12期2145-2149,共5页
By virtue of the technique of integration within an ordered product (IWOP) of operators and the bipartite entangled state representation, we derive some new identities about operator Hermite polynomials in both the si... By virtue of the technique of integration within an ordered product (IWOP) of operators and the bipartite entangled state representation, we derive some new identities about operator Hermite polynomials in both the single-and two-variable cases. We also find a binomial-like theorem between the single-variable Hermite polynomials and the two-variable Hermite polynomials. Application of these identities in deriving new integration formulas, but without really doing the integration in the usual sense, is demonstrated. 展开更多
关键词 IWOP technique operator Hermite polynomials integration formulas
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