Add to ORKGOn the assumption of the initial Gaussian distribution of the inter-radical distances the dependence of the radical combination probability in a solvent cage on the viscosity and temperature was derived. The dependence describes the published data correctly and may be used for the initial inter-radical distances estimation in different radical pairs
The diffusion–reaction equations for different model versions have been solved using a finite-differ...
Many experiments in psychology yield both reaction time and accuracy data. However, no off-the-shelf...
treated as constants in computational growth models, but real sys-tems with large segregation coeffi...
The cage variables describing solute-solvent interactions have been introduced in part I of the work...
Stochastic cage models require a choice for the cage variables suitable to describe the restoring fo...
Molecular dynamics simulations are reported for a solute immersed in a monatomic solvent; systems mo...
A Smoluchowsky stochastic equation for a system made by a reactive coordinate x coupled to a solvent...
This study investigates the problem of diffusion kinetics in a three-body system, motivated by the t...
Calculating solute diffusion in dense, viscous solvents can be particularly challenging in molecular...
⊕<p>Diffusion coefficients were chosen to be similar to estimates in <a href="http://www.plosone.org...
Reactiondiffusion systems are mathematical models that describe how the concentration of one or more...
In many experimental situations, the interaction potential between the tagged solute and the solvent...
A molecule traveling in a realistic propagation environment can experience stochastic interactions w...
<p>(<b>A</b> and <b>B</b>): Dependence of and with the tuning parameters for and . (<b>A</b>) wa...
<p>Dependence of diffusion and rate constant on temperature using Arrhenius rule for Fc (a) and Cc<s...
The diffusion–reaction equations for different model versions have been solved using a finite-differ...
Many experiments in psychology yield both reaction time and accuracy data. However, no off-the-shelf...
treated as constants in computational growth models, but real sys-tems with large segregation coeffi...
The cage variables describing solute-solvent interactions have been introduced in part I of the work...
Stochastic cage models require a choice for the cage variables suitable to describe the restoring fo...
Molecular dynamics simulations are reported for a solute immersed in a monatomic solvent; systems mo...
A Smoluchowsky stochastic equation for a system made by a reactive coordinate x coupled to a solvent...
This study investigates the problem of diffusion kinetics in a three-body system, motivated by the t...
Calculating solute diffusion in dense, viscous solvents can be particularly challenging in molecular...
⊕<p>Diffusion coefficients were chosen to be similar to estimates in <a href="http://www.plosone.org...
Reactiondiffusion systems are mathematical models that describe how the concentration of one or more...
In many experimental situations, the interaction potential between the tagged solute and the solvent...
A molecule traveling in a realistic propagation environment can experience stochastic interactions w...
<p>(<b>A</b> and <b>B</b>): Dependence of and with the tuning parameters for and . (<b>A</b>) wa...
<p>Dependence of diffusion and rate constant on temperature using Arrhenius rule for Fc (a) and Cc<s...
The diffusion–reaction equations for different model versions have been solved using a finite-differ...
Many experiments in psychology yield both reaction time and accuracy data. However, no off-the-shelf...
treated as constants in computational growth models, but real sys-tems with large segregation coeffi...