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217篇 您的检索式:作者名="and Edwards"
    题名 作者 年代 出处 被引量
1C_2HCl_3气相O_3氧化反应动力学显示文摘在间歇循环气相反应器中研究了C_2HCl_3在101.3 kPa和 298 K下O_3氧化动力学.对实验结果回归分析表明,总的反应级数是2.5级,O_3和C_2HCl_3级数分别为1级和1.5级,平均反应速率常数为57.3 mol^(-1.5)·L^(1.5)·s^(-1)钟理 Kuo Chianghai and Zappi Edward Mark 1997化工学报1997,48,5:6
2Research on water ice content in Cabeus crater using the data from the microwave radiometer onboard Chang’e-1 satellite显示文摘The existence, formation and content of water ice in the lunar permanently shaded region is one of the important questions for the current Moon study. On October 9, 2009, the LCROSS mission spacecraft impacted the Moon, and the initial result verified the existence of water on the Moon. But the study on formation and content of water ice is still under debate. The existence of water ice can change the dielectric constants of the lunar regolith, and a microwave radiometer is most sensitive to the dielectric parameters. Based on this, in this paper, the radiation transfer model is improved according to the simulation results in high frequency. Then the mixture dielectric constant models, including Odelevsky model, Wagner and landau-Lifshitz model, Clau-sius model, Gruggeman-Hanai model, etc., are analyzed and compared. The analyzing results indicate that the biggest difference occurs between Lichtenecker model and the improved Dobson model. The values estimated by refractive model are the second biggest in all the models. And the results from Odelevsky model, strong fluctuation model, Wagner and Landau –Lifshitz model, Clausius model and Bruggeman-Hanai model are very near to each other. Thereafter, the relation between volume water ice content and microwave brightness temperature is constructed with Odelevsky mixing dielectric model and the improved radiative transfer simulation, and the volume water ice content in Cabeus crater is retrieved with the data from microwave radiometer onboard Chang’e-1 satellite. The results present that the improved radiative transfer model is proper for the brightness temperature simulation of the one infinite regolith layer in high frequency. The brightness temperature in Cabeus crater is 69.93 K (37 GHz), and the corresponding volume water ice content is about 2.8%.MENG ZhiGuo 1 , CHEN ShengBo 1* , Edward Matthew OSEI Jnr 2 , WANG ZiJun 1 & CUI TengFei 1 1 College of Geoexploration Science and Technology, Jilin University, Changchun 130026, China 2 Department of Geomatic Engineering, Kwame Nkrumah University of Science and Technology, Kumasi, Ghana 2010Science China(Physics,Mechanics & Astronomy)2010,53,12:4
3Consumer City 显示文摘Glaeser Edward L Jed Kolko and Albert Saiz 2001Journal of Economic Geography2001,1,1:1
4Equidistant Fish-Eye Calibration and Rectification by Vanishing Point Extraction 显示文摘Ciara'n Hughes Patrick Denny Martin Glavin and Edward Jones 2010IEEE Transactions on Pattern Analysis and Machine Intelligence2010,32,12:1
5A contract and balancing mechanism for sharing capacity in a communication network显示文摘Edward Anderson Frank Kelly and Richard Steinberg 2002August2002,,:1
6Corporate Governance in the Germany:the role of banks and ownership concentration显示文摘Edwards Jeremy and Marcus Nibler 2000Economic Policy2000,,31:1
7ERM proteins and mer-lin:integrators at the cell cortex显示文摘Bretscher A Edwards K and Fehon RG 2002Nat Rev Mol Cell Biol2002,3,8:1
8An investigation of supersonic oscillatory cavity flows driven by thick shear layers 显示文摘Zhang X and Edwards J A 1990Aeronautical Journal1990,94,940:1
9'The Roleof the Personal Tax System in Old - Age Support : A Sur- vey of 15 Countries' 显示文摘Gordon Keenay and Edward Whitehouse 2003Fiscal Studies Volume 24 Number 12003,2003,:1
10MINIMIZING A LINEAR FRACTIONAL FUNCTION SUBJECT TO A SYSTEM OF SUP-T EQUATIONS WITH A CONTINUOUS ARCHIMEDEAN TRIANGULAR NORM显示文摘This paper shows that the problem of minimizing a linear fractional function subject to asystem of sup-T equations with a continuous Archimedean triangular norm T can be reduced to a 0-1linear fractional optimization problem in polynomial time.Consequently,parametrization techniques,e.g.,Dinkelbach's algorithm,can be applied by solving a classical set covering problem in each iteration.Similar reduction can also be performed on the sup-T equation constrained optimization problems withan objective function being monotone in each variable separately.This method could be extended aswell to the case in which the triangular norm is non-Archimedean.Pingke LI Edward P.Fitts Department of Industrial and Systems Engineering,North Carolina State University,Raleigh,NC 27695-7906,US Shu-Cherng FANG Edward P.Fitts Department of Industrial and Systems Engineering,North Carolina State University,Raleigh,NC 27695-7906,USA Department of Mathematical Sciences,Tsinghua University,Beijing 100084,China College of Management,Dalian University of Technology,Dalian 116024,China. 2009Journal of Systems Science & Complexity2009,22,1:1
11Financial Aspects of Economic Development显示文摘Gurley John and Edward Shaw 1955American Economic Review1955,,45:1
12Developing Pragmatic Competence in the EFL Classroom显示文摘 2004English Teaching Forum2004,,3:1
13Quantitative controls on submarine slope failure morphology显示文摘Lee H J Schwab W J and Edwards B D 1991Marine Geotechnology1991,10,:1
14Prescott, 'The Equity Premium: a Puzzle'显示文摘Mehra Rajnish and Edward C 1985Journal of monetary Economics1985,,:1
15Civic Culture and Democracy: The Question of Causal Re- lationships 显示文摘Edward Muller and Mitchell Seligson 1994American Sociological Review1994,,3:1
16Influence of ozone stress on growth processes, yields and grain quality characteristics among soybean cultivars显示文摘Charles L Mulchi Edward Lee Tuthill K and Olinick E V 1988Environ Pollut1988,53,:1
17Long-tail longitudinal modeling of insurance company expenses 显示文摘Shi Peng and Frees Edward W 2010Insurance mathematics & Economics2010,47,3:1
18Play, Flow, and the Online Search Experience 显示文摘Mathwick Charla and Edward Rigdon 2004Journal of Consumer Research2004,31,2:1
19The Right Way to Invest in REITs显示文摘Simonoff Evan and Edward Baig 1997Business Week1997,,4:1
20Seignorage and Political, Instability 显示文摘Cukierman Alex Sebastian Edwards and GuidoTabellini 1992American Economic Review1992,82,:1
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