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in the view
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  视野下
     In the view of Chinese characteristic socialism is up to the flour of the theme of peace and development , it is the wealth of China and the World.
     我所主张的中国特色社会主义视野下的和平发展思想是顺应和平与发展潮流的,是中国和世界的宝贵思想财富。
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     Simplification of General Procedure in the View of Judicial Justice
     司法公正视野下的普通程序简化审——兼谈普通程序简化审的改革与完善
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     New Ideas of China's Higher Education in the View of WTO
     WTO视野下的中国高等教育新理念
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     Sex,Love and Pornographos——On the Conception of Erotic-novels in the View of Culture
     性别、爱情与艳情——文化史视野下对艳情小说概念的再思考
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     Research of Part and Whole in the View of Fractal
     分形理论视野下的部分与整体研究
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  观下
     High-tech Firms'Growth Mechanism and the Design of Growth Index in the view of Science of Complexity
     复杂性科学观下的高科技企业成长机制与成长指数设计
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     On Mathematics Teachers' Quality in the View of New Curriculum
     论新课程观下的数学教师素质
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     Study on purpose classification of physics experiments teaching in high schools in the view of new curriculum
     基于新课程观下的高中物理实验教学目标分类研究
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     On the Viewpoint between Equity and Efficiency in Economics in the View of Scientific Development Theory
     试论科学发展观下的新经济公平与效率观
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     The teaching of literature retrieval in the view of quality education
     试论素质教育观下的文检教学
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  “in the view”译为未确定词的双语例句
     The Study on Traditional Play in the View of Education
     教育视野中的传统游戏研究
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     An Analysis on the Evolution of Constitution Concept in the View of the History of Constitutionalism
     宪法概念演进的宪政史分析
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     ADR Research in the View of Post Modern Science of Law
     后现代法学视角下的ADR研究
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     The Study of the City Ethics in the View of Modernity
     现代性视域中的城市伦理研究
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     Woman in Song Dynasty in the View of Sorcery Culture
     巫文化视域下的宋代女性
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  in the view
These observations on VPg of an insect picornavirus are discussed in the view point of comparative virology.
      
In the view of growing demand for the availability of scientific data on computer networks, further attempts are to be expected presently.
      
The performance of Carrier Sense Multiple Access/Collision Avoidance (CSMA/CA) protocols, which is adopted as a draft standard in IEEE 802.11, is analyzed in the view of throughput and packet delay.
      
Media objects of different modalities always exist jointly and they are naturally complementary of each other, either in the view of semantics or in the view of modality.
      
We present an estimate for the number of nodes in the view graph in terms of d and describe symbolic algorithms for computing the bifurcation set and the view graph of a surface from a parametrization.
      
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Statistical analysis of the b-value in the frequency-magnitude relation N = exp(A - bM) was performed for several years before the Tangshan Earthquake on July 28, 1976 (Ms = 7.8) and before some other catastrophic earthquakes. It was shown that objective and statistically significant b-values could be always obtained provided seismic data being treated correctly and statistical methods being used properly. On the basis of a phenomenological discussion of the frequency-magnitude relation in the view of...

Statistical analysis of the b-value in the frequency-magnitude relation N = exp(A - bM) was performed for several years before the Tangshan Earthquake on July 28, 1976 (Ms = 7.8) and before some other catastrophic earthquakes. It was shown that objective and statistically significant b-values could be always obtained provided seismic data being treated correctly and statistical methods being used properly. On the basis of a phenomenological discussion of the frequency-magnitude relation in the view of Mogi[1]and Scholz[2], it was concluded that fr-value is not only a parameter in statistical analysis, but also has its own physical meaning. It reflects the average stress being applied to the region considered and the extent of approach to its strength limits. Therefore, dynamical scanning of b-values in time and space goes beyond the scope of simple statistical prediction and becomes a method to monitor the concentration and migration process of stress and to monitor the development of catastrophic earthquakes.A direct procedure for non-linear least-squere fitting to the exponential frequency-magnitude distribution was suggested in this work. This is an effective method for estimation which does give more exact limits for statistical errors.

本文对1976年7月28日唐山地震(M=7.8)和其它一些破坏性地震震前若干年内频度—震级关系N=exp(A—bM)中的b值作统计分析,说明在正确处理观测资料和运用统计方法的前提下,可以为合理的时空区间求得客观的、可信的b值.在对频度—震级关系唯象讨论的基础上,按照茂木清夫和肖尔茨的观点论证b值不仅是一个统计分析参数,而且具有直接的物理意义:它反映一个地区承受平均应力和接近强度极限的程度.因此,对b值变化进行动态时空扫描,就越出了单纯统计预报的范畴,成为观察应力集中和转移监视破坏性地震孕育过程的一种手段. 本文提出对频度—震级的指数分布直接作非线性最小二乘拟合.这是一种有效的估值方法,它能给出比较确切的误差估计.

In the view of scienceology, a discussion and an analysis on the general trend about the development of seismic exploration science are made in this paper by means of the statistical data collected from 1970~1979. In accordance with the expotential law of science progression and the law of science progression, the relationship between the lithological innovation and wave theory are expounded and studied specifically as well. Moreover, the dynamic progression equation in detail has been set up. The prospects...

In the view of scienceology, a discussion and an analysis on the general trend about the development of seismic exploration science are made in this paper by means of the statistical data collected from 1970~1979. In accordance with the expotential law of science progression and the law of science progression, the relationship between the lithological innovation and wave theory are expounded and studied specifically as well. Moreover, the dynamic progression equation in detail has been set up. The prospects for the development of lithological innovation are highly predictable, the author remarks at the end of this paper.

本文根据科学学的观点,利用1970年至1979年十年期间的统计数据对地震勘探利学的发展总趋势进行了分析讨论.依据科学发展指数增长律和科学发展定律阐明并探索“岩性”革命与波动理论的关系,并建立了动态发展过程方程,对岩性革命的发展进行了预测展望.

It is generally accepted that the change of Ca ion concentration in sarcoplasm, which is regulated by the sarcoplasmic reticulum in the skeletal muscle cell, is the key linkage in the process of excitation-contraction coupling. In the case of frog cardiac cell, the sarcoplasmic reticulum is poorly developed, the T-tubule may be absent completely and the diameter of the cell is rather small, thus it has been repeatedly proposed that in such muscle cell, the sarcoplasmic Ca ion concentration may be controlled...

It is generally accepted that the change of Ca ion concentration in sarcoplasm, which is regulated by the sarcoplasmic reticulum in the skeletal muscle cell, is the key linkage in the process of excitation-contraction coupling. In the case of frog cardiac cell, the sarcoplasmic reticulum is poorly developed, the T-tubule may be absent completely and the diameter of the cell is rather small, thus it has been repeatedly proposed that in such muscle cell, the sarcoplasmic Ca ion concentration may be controlled by the processes occurring in the sarcolemma. In this article a quantitative test of the possibility of such supposion is made. Assume that the increase of intracellular Ca ion concentration during activity is due simply to the inward transmembrane diffusion of the ions down their concentration gradient from the extracellular fluid into the cell and the decrease of concentration is attributed to a certain carrier involved active membrane process. The latter process may be expressed as Based on above assumptions, the successive values of the intracellular Ca ion concentration during the course of repeatitive stimulation at a given frequency and the asymptotic steady valves of concentration under different stimulus frequencies have been calculated and then are compared with the experimental results of "staircase" phenomenon by making use of the known relation between the sarcoplasmic Ca ion concentration and the steady contractile force developed. Fairly good agreement has been obtained within quite a wide range of stimulus frequencies. It is entirely possible that the sarcolemma of frog cardiac cell plays a crucial role in the regulation of sarcoplasmic Ca ion concentratiom even in the view of quantitative consideration.

在骨胳肌兴奋-收缩耦联过程中,肌浆钙离子浓度主要由肌浆网系调节。青蛙心肌细胞的肌浆网系不发达,没有横管,且细胞直径很小,因此肌浆钙离子浓度很可能由发生在肌膜上的过程调节。本文从定量角度验证这一设想的可能性。假定青蛙心肌细胞兴奋时钙离子顺浓度差从细胞外跨膜扩散入细胞使肌浆钙浓度升高,又经肌膜上类似载体作用的主动过程将钙离子排出细胞,由此计算静息蛙心肌在某一频率的重复刺激下肌浆钙离子浓度随刺激次数的变化以及对不同刺激频率当收缩张力达稳态时肌浆内钙浓度值。利用肌肉稳态收缩张力和细胞内钙离子浓度之间已知的单值关系可以看到,计算结果同实验记录的蛙心肌稳态张力与刺激频率间的“阶梯”关系符合得很好,说明青蛙心肌细胞膜在调节肌浆钙离子浓度中起决定作用这一想法从定量角度考虑也完全是可能的.

 
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