Why the Arrhenius equation is always in the 'exponentially increasing' region in chemical kinetic studies

Carroll HF.

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Why the Arrhenius equation is always in the 'exponentially increasing' region in chemical kinetic studies

机译：为什么在化学动力学研究中，Arrhenius方程始终处于“指数增长”区域

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来源
《Journal of Chemical Education》 |1998年第9期|共2页
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Carroll HF.;
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正文语种 eng
中图分类化学;
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1. Why the Arrhenius equation is always in the "exponentially increasing" region in chemical kinetic studies [J] . Carroll HF. Journal of Chemical Education . 1998,第9期

机译：为什么在化学动力学研究中，Arrhenius方程始终处于“指数增长”区域
2. Structural, Morphological and Electrochemical Impedance Study of CS:LiTf based Solid Polymer Electrolyte: Reformulated Arrhenius Equation for Ion Transport Study [J] . Shujahadeen B. Aziz, M. F. Z. Kadir, Z. H Z. Abidin International Journal of Electrochemical Science . 2016,第11期

机译：基于CS：LiTf的固体聚合物电解质的结构，形态和电化学阻抗研究：离子输运研究的重构Arrhenius方程
3. EXPONENTIAL CONVERGENCE TO EQUILIBRIUM VIA LYAPOUNOV FUNCTIONALS FOR REACTION-DIFFUSION EQUATIONS ARISING FROM NON REVERSIBLE CHEMICAL KINETICS [J] . MARZIA BISI, LAURENT DESVILLETTES, GIAMPIERO SPIGA RAIRO. Mathematical Modelling and Numerical Analysis. = Modelisation Mathematique et Analyse Numerique . 2009,第1期

机译：通过不可逆化学动力学引起的反应扩散方程的Lyapounov函数到指数平衡的收敛
4. Increasing the Regulatory Impact of Chemical Safety Research by Following a Standard Procedure: A Human Biomonitoring Physiologically Based Kinetic (PBK) Model Case Study [C] . Maryam Zare Jeddi, Clemens Wittwehr, Stephanie Bopp, Joint annual meeting of the International Society of Exposure Science and the International Society for Environmental Epidemiology . 2018

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5. Modeling genes interaction: Fitting chemical kinetics ordinary differential equations to microarray data. [D] . Luo, Zijun. 2010

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6. Role of MgATP and MgADP in the cross-bridge kinetics in chemically skinned rabbit psoas fibers. Study of a fast exponential process (C) [O] . M Kawai, H R Halvorson 1989

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7. Exponential convergence to equilibrium via Lyapounov functionals for reaction-diffusion equations arising from non reversible chemical kinetics [O] . Bisi Marzia, Desvillettes Laurent, Spiga Giampiero 2009

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Why the Arrhenius equation is always in the 'exponentially increasing' region in chemical kinetic studies

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