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叛乱分子

书目名称Growth Patterns in Physical Sciences and Biology影响因子(影响力)




书目名称Growth Patterns in Physical Sciences and Biology影响因子(影响力)学科排名




书目名称Growth Patterns in Physical Sciences and Biology网络公开度




书目名称Growth Patterns in Physical Sciences and Biology网络公开度学科排名




书目名称Growth Patterns in Physical Sciences and Biology被引频次




书目名称Growth Patterns in Physical Sciences and Biology被引频次学科排名




书目名称Growth Patterns in Physical Sciences and Biology年度引用




书目名称Growth Patterns in Physical Sciences and Biology年度引用学科排名




书目名称Growth Patterns in Physical Sciences and Biology读者反馈




书目名称Growth Patterns in Physical Sciences and Biology读者反馈学科排名

aerobic

Discrete Potential Flow Simulation of a Premixed Flame Frontoisson equation with a non-homogeneous term equal to the relative rate of gas volume increase.where ρ and t are the gas density and time, respectively. Thus, the gas velocity field induced by the gas expansion results from the addition of a set of distributed sources located along the flame front, w

只有

Field Diffusion and Plasma Diffusion,on to inorganic systems that show similar patterning. We were seeking to reveal the common principles and to quantify the bacteria-bacteria interaction in terms of surface tension and surface kinetics [13]. Our main present motivation is two-fold: 1. To identify the additional principles that are di

GUISE

https://doi.org/10.1007/978-94-010-9655-3oisson equation with a non-homogeneous term equal to the relative rate of gas volume increase.where ρ and t are the gas density and time, respectively. Thus, the gas velocity field induced by the gas expansion results from the addition of a set of distributed sources located along the flame front, w

Gyrate

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Thomas J. Buckhout,Douglas G. Lusterxponents characterize the surface also in the case when waiting times on the growth sites are distributed according to a power law for “negative λ models”, i.e. if the growth velocity decreases with tilting the substrate..

袖章

Kyoji Nishikawa,Masahiro Wakatanies. Many of these models have been found to exhibit a universal dynamic scale invariance.. The origin of universality among these models has been elucidated by Kardax, Parisi, and Zhang. within a continuum theory.

grenade

吞噬

Kinetic Roughening with Algebraically Distributed Noise Amplitudes or Waiting Timesxponents characterize the surface also in the case when waiting times on the growth sites are distributed according to a power law for “negative λ models”, i.e. if the growth velocity decreases with tilting the substrate..