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排序方式: 共有183条查询结果,搜索用时 15 毫秒
81.
在大学物理探究课中引入演示实验的尝试 总被引:1,自引:0,他引:1
物理教学改革使得探究课越来越重要,为使探究课更有成效,尝试将演示实验引进物理探究课堂,在演示实验时从学生学习过程的特点、规律和一些做法中体现如何探究,从而提高演示实验教学的自觉性和实效性。 相似文献
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83.
Roald Hoffmann Jean-Paul Malrieu 《Angewandte Chemie (Weinheim an der Bergstrasse, Germany)》2020,132(33):13798-13814
In the last part of our Essay, we outline a future of consilience, with a role both for fact-seekers, and for searchers for understanding. We begin by looking at theory and simulation, surrounded as they are by and interacting with experiment, especially in Chemistry. Experimenters ask questions both conceptual and numerical, and so draw the communities together. Two case studies show what brings the theoretician authors joy in this playground, and two more detailed ones make it clear that computation/simulation is anyway deeply intertwined with theory-building in what we do, or for that matter, anywhere in the profession. From a definition of science we try to foresee how simulation and theory will interact in the AI-dominated future. We posit that Chemistry's streak of creation provides in that conjoined future a link to Art, and a passage to a renewed vision of the sacred in science. 相似文献
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85.
《核工业西南物理研究院年报(英文版)》2006,(1):71-73
During the 2006 experiment campaign of HL-2A, about 2000 shots have been implemented, the plasma current of 433 kA and 3.0 s duration have been obtained. The wall conditioning methods such as glow discharge cleating (GDC) , siliconization and Ti sublimation were applied. The experiment results of wall conditioning research will be introduced in this report. At the same time, the conceptual design of modification of HL-2A tokamak has obtained great progress, two modification schemes have been obtained, and the conceptual design results will be presented. 相似文献
86.
球环型氚生产聚变堆概念设计 总被引:1,自引:1,他引:0
先进的球环型氚生产聚变堆是聚变能发展的中间应用产物。与传统托卡马克氚生产堆不同,在设计中利用了球形环的先进等离子体物理性能,并具有紧凑的结构特征,尽量利用真空室内的空间安置氚生产包层以减少氚泄露而增加氚增殖率,达到年生产富余氚lkg的目的,相应的堆利用因子为40%。在二维中子学计算的基础上,提出了ST-TPR的初步概念设计.为下一步更详细具体的概念设计提供了直接的依据和重要的参考价值。 相似文献
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A. Pons-PorrataJ. Ruiz-ShulcloperJ. F. Martínez-Trinidad 《Mathematical and Computer Modelling》2002,36(11-13)
In this paper, a new conceptual algorithm for the conceptual analysis of mixed incomplete data sets is introduced. This is a logical combinatorial pattern recognition (LCPR) based tool for the conceptual structuralization of spaces. Starting from the limitations of the elaborated conceptual algorithms, our laboratories are working in the application of the methods, the techniques, and in general, the philosophy of the logical combinatorial pattern recognition with the task to improve those limitations. An extension of Michalski's concept of l-complex for any similarity measure, a generalization operator for symbolic variables, and an extension of Michalski's refunion operator are introduced. Finally, the performance of the RGC algorithm is analyzed. A comparison with several known conceptual algorithms is presented. 相似文献
89.
Carl Leinbach David C. Pountney Terence Etchells 《International Journal of Mathematical Education in Science & Technology》2013,44(1):1-14
If the use of a computer algebra system (CAS) is to be meaningful and have an impact on students, then it must be grounded in good pedagogy and have some clearly defined goals. It is the authors' belief that an important goal for teaching mathematics with the CAS is that courses be designed so that students can become active participants in their learning experience, planning the problem-solving strategies and carrying them out. The CAS becomes an important tool and a partner in this learning process. To this end, here the authors' have linked the use of the CAS to an existing classification scheme for Mathematical Tasks, called the MATH Taxonomy, and illustrated, through concrete examples, how the goals of teaching and learning of mathematics can be set using this classification together with the CAS. 相似文献
90.
Kerstin Pettersson Max Scheja 《International Journal of Mathematical Education in Science & Technology》2013,44(6):767-784
The study explores the nature of students’ conceptual understanding of calculus. Twenty students of engineering were asked to reflect in writing on the meaning of the concepts of limit and integral. A sub-sample of four students was selected for subsequent interviews, which explored in detail the students’ understandings of the two concepts. Intentional analysis of the students’ written and oral accounts revealed that the students were expressing their understanding of limit and integral within an algorithmic context, in which the very ‘operations’ of these concepts were seen as crucial. The students also displayed great confidence in their ability to deal with these concepts. Implications for the development of a conceptual understanding of calculus are discussed, and it is argued that developing understanding within an algorithmic context can be seen as a stepping stone towards a more complete conceptual understanding of calculus. 相似文献