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16篇 您的检索式:作者名="Ranocha"
    题名 作者 年代 出处 被引量
1Biochemical characterization, molecular cloning and expression of laccases:a divergent gene family in poplar显示文摘RANOCHA P MCDOUGALL G HAWKINS S 1999European Journal of Biochemistry1999,259,12:1
2Identification of a hydrogen peroxide signalling pathway in the control of light-de- pendent germination in Arabidopsis显示文摘Lariguet P Ranocha P De Meyer M 2013Planta2013,238,2:1
3Laccase down regulation causes alterations in phenolic metabolism and cell wall structure in poplar显示文摘Ranocha P channes M Chamayou S 0,,:1
4Biochemical characterization, molecular cloning and expression of laccases- a divergentgene family- in poplar显示文摘RANOCHA P MCDOUGALLg HAWKINS S 1999European Journal of Bio- chemistry1999,259,12:1
5Laccase down-regulation causes alterations in phenolic metabolism and cell wall structure in poplar显示文摘Ranocha P Chabannes M Chamayou S 2002Plant Physiol2002,129,:1
6Identification of specific laccase isoforms capable of polymerizing monolignols by an 'in-gel' procedure显示文摘Sterjiades R Ranocha P Boudet A M 1996Anal Biochem1996,242,:1
7Laccase down-regulation causes alterations in phenolic metabolism and cell wall structure in poplar显示文摘RANOCHA P CHABANNES M CHAMAYOU S DANOUN S D JAUNEAU A BOUDET A GOFFNER D 2002Plant Physiology2002,129,1:1
8Characterization and functional expression of cDNAs encoding methionine-sensitive and insensitive homocysteine S-methyltransferases from Arabidopsis显示文摘Ranocha P Bourgis F Ziemak M J 2000J Biol Chem2000,275,15:1
9Laccase down-regulation causes alterations in phenolic metabo- lism and eell wall structure in poplar显示文摘Ranocha P Chabannes M Chamayou S 2002Plant Physiology2002,129,1:1
10Characterization and functional expression of cDNAs encoding methionine-sensitive and-in- sensitive homocysteine S-methyltransferases from Arabidopsis 显示文摘Ranocha P Bourgis F Ziemak M J 2000Journal of Biological Chemistry2000,275,15:1
11History and present situation of paediatric ENT surgery in Poland and in other Central East European countries显示文摘CHMIELIK M BIELICKA A RANOCHA C 2003International Congress Series2003,1240,10:1
12Biochemical characterization, molecular cloning and expression of laccases - a divergent gene family - in poplar显示文摘RANOCHA P MCDOUGALL G HAWKINS S 1999Eur J Biochem1999,259,:1
13The S- methylmethionine cycle in angiosperms: ubiquity, antiquity and activity显示文摘RANOCHA P MCNEIL S D ZIEMAK M J 2001Plant J2001,25,5:1
14Roles of cell wall peroxidases in plantdevelopment显示文摘FRANCOZ E RANOCHA P NGUYEN- KIM H JAMET E BURLAT V DUNAND C 2015Phytochemistry2015,112,:1
15Biochemical characterization,molecular cloning and expression of laccases-a divergent gene family-in poplar显示文摘Ranocha P McDougall G Hawkins S 1999European Journal of Biochemistry1999,259,:1
16Preventing Pressure Oscillations Does Not Fix Local Linear Stability Issues of Entropy-Based Split-Form High-Order Schemes显示文摘Recently,it was discovered that the entropy-conserving/dissipative high-order split-form discontinuous Galerkin discretizations have robustness issues when trying to solve the sim-ple density wave propagation example for the compressible Euler equations.The issue is related to missing local linear stability,i.e.,the stability of the discretization towards per-turbations added to a stable base flow.This is strongly related to an anti-diffusion mech-anism,that is inherent in entropy-conserving two-point fluxes,which are a key ingredi-ent for the high-order discontinuous Galerkin extension.In this paper,we investigate if pressure equilibrium preservation is a remedy to these recently found local linear stability issues of entropy-conservative/dissipative high-order split-form discontinuous Galerkin methods for the compressible Euler equations.Pressure equilibrium preservation describes the property of a discretization to keep pressure and velocity constant for pure density wave propagation.We present the full theoretical derivation,analysis,and show corresponding numerical results to underline our findings.In addition,we characterize numerical fluxes for the Euler equations that are entropy-conservative,kinetic-energy-preserving,pressure-equilibrium-preserving,and have a density flux that does not depend on the pressure.The source code to reproduce all numerical experiments presented in this article is available online(http://gffzzd3cc09b8251d45dfsbk0c6vwcfqqq6wuk.ffgz.tsg.suse.edu.cn/10.5281/zenodo.4054366).Hendrik Ranocha Gregor J.Gassner 2022Communications on Applied Mathematics and Computation2022,4,3:0
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