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21篇 您的检索式:作者名="Qu Zhilin"
    题名 作者 年代 出处 被引量
1INJECTION MOLDED TUNGSTEN HEAVY ALLOY显示文摘INTRODUCTIONMetalInjectionMolding(MIM),whichisderivedfromplasticinjectionmolding,isakindofnewlydevelopedpowdermetalurgyformin...Li Yimin, Qu Xuanhui, Li Zhilin and Huang Baiyun State Key Laboratory for Powder Metallurgy, Central South University of Technology, Changsha 410083, P. R. China 1998中国有色金属学会会刊:英文版1998,8,4:5
2Controlling spatiotemporal chaos in coupled map lattice systems显示文摘Hu Gang Qu Zhilin 1994Phys Rev Lett1994,72,1:1
3The Valence Electron Structure of Austenite in Low Alloy Ultrahigh - Strength Steels and itsInfluences on Kinetics of Phase Transformation显示文摘Dai Tianshi Liu Zhilin Qu Yongbo Yang Shuangliang Zhang Baigang Wang Bin 1990Science in China Series A1990,33,9:1
4Diurnal variation models for fine fuel moisture content in boreal forests in China显示文摘Studying diurnal variation in the moisture content of fine forest fuel(FFMC)is key to understanding forest fire prevention.This study established models for predicting the diurnal mean,maximum,and minimum FFMC in a boreal forest in China using the relationship between FFMC and meteorological variables.A spline interpolation function is proposed for describing diurnal variations in FFMC.After 1 day with a 1 h field measurement data testing,the results indicate that the accuracy of the sunny slope model was 100%and 84%when the absolute error was<3%and<10%,respectively,whereas the accuracy of the shady slope model was 72%and 76%when the absolute error was<3%and<10%,respectively.The results show that sunny slope and shady slope models can predict and describe diurnal variations in fine fuel moisture content,and provide a basis for forest fire danger prediction in boreal forest ecosystems in China.Ran Zhang Haiqing Hu Zhilin Qu Tongxin Hu 2021Journal of Forestry Research2021,32,3:1
5Origins of Spiral Wave Meander and Breakup in a Two-Dimensional Cardiac Tissue Model显示文摘Zhilin Qu Fagen Xie Alan Garfinkel James N. Weiss 2000Annals of Biomedical Engineering2000,,7:1
6Controlling spatiotemporal chaos in coupled map lattices systems显示文摘 Qu Zhilin 1994Phys Rev Lett1994,72,:1
7Controlling spatiotemporal chaos in coupled map lattice systems 显示文摘Hu Gang Qu Zhilin 1994Physical Review Let- ters1994,72,1:1
8Mechanism for spiral breakup in excitable and oscillatory media 显示文摘Yang Junzhong Xie Fagen Qu Zhilin 2003Phy Rev Lett2003,91,14:1
9Spationtemporal heterogencity in the induction of ventricular fibrillation by rapid pacing:The importance of cardiac restitution properties显示文摘CAO JM ZHILIN QU Z KIM YH 1994Cric Res1994,84,:1
10Synchronization of Early Afterdepolarizations and Arrhythmogenesis in Heterogeneous Cardiac Tissue Models显示文摘Enno de Lange Yuanfang Xie Zhilin Qu 2012Biophysical Journal2012,,2:1
11Dynamics of reentry around a obstacle in cardiac tissue 显示文摘Xie Fagen Qu Zhilin Garfinkel A 1998Phys Rev E1998,58,:1
12A kinematic study of spiral wave drift due to an electric field显示文摘Zengru Di Zhilin Qu James N. Weiss Alan Garfinkel 2003Physics Letters A2003,,2:1
13Controlling spatiotemporal chaos in coupled map lattice systems显示文摘Hu Gang Qu Zhilin 1994Phys Rev Lett1994,72,:1
14Synchronization of Spatiotemporal Chaos and Its Application to Multichannel Spread-spectrum Communication显示文摘Xiao J H Hu G Qu Zhilin 1996Phys Rev Lett1996,77,20:1
15Early af- terdepolarizations in cardiac myocytes: beyond reduced repolarization reserve 显示文摘QU Zhilin XIE Laihua OLCESE R 2013Cardiovascular Research2013,99,1:1
16Controlling spatiotemporal chaos in coupled map lattices systems显示文摘Hu Gang Qu Zhilin 1994Phys Rev Lett1994,72,11:1
17An advanced algorithm for solving partial differential equation in cardiac conduction显示文摘Qu Zhilin Garfinkel A 1999IEEE Transactions on Biomedical Engineering1999,46,9:1
18Early afterdepolarizations in cardiac myocytes: beyond reduced repolarization reserve显示文摘QU Zhilin XIE Laihua OLCESE R 2013Cardiovascular Research2013,99,1:1
19Synchronization of early afterdepolarizations and arrhythmogenesis in heterogeneous cardiac tissue models显示文摘LANGE E D XIE Yuanfang QU Zhilin 2012Biophysical Journal2012,103,2:1
20Controlling chaos via continuous feedback显示文摘Qu Zhilin Hu Gang Ma Benkun 1993Phys Lett1993,178,:1
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