2013
DOI: 10.1080/01932691.2012.731637
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Investigations of Interfacial Properties of Surfactants with Different Structures at the Oil/Water Interface Using Dissipative Particle Dynamics

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Cited by 8 publications
(6 citation statements)
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“…The DPD method is a coarse-grained simulation method in which the random force coefficient σ = 3, and the dissipative force coefficient η = 4.5 are controlled in the simulation, allowing the simulation to run at a temperature of K B T = 1. The simulation applies periodic boundary conditions. ,, The degree of coarse graining used in here is N m = 3. The volume of the beads is 90 Å 3 , the radius of the beads is 6.46 Å, and the mass of the beads is 54 amu. ,, The equilibrium bond length r 0 = 3 Å and a spring constant of 300 kcal (mol·Å 2 ) −1 are assigned for all the beads of aromatic rings. , The time scale τ is calculated by eq , ,, and the simulation scale τ = 3.0158 ps is calculated.…”
Section: Research Methods and Modelsmentioning
confidence: 99%
“…The DPD method is a coarse-grained simulation method in which the random force coefficient σ = 3, and the dissipative force coefficient η = 4.5 are controlled in the simulation, allowing the simulation to run at a temperature of K B T = 1. The simulation applies periodic boundary conditions. ,, The degree of coarse graining used in here is N m = 3. The volume of the beads is 90 Å 3 , the radius of the beads is 6.46 Å, and the mass of the beads is 54 amu. ,, The equilibrium bond length r 0 = 3 Å and a spring constant of 300 kcal (mol·Å 2 ) −1 are assigned for all the beads of aromatic rings. , The time scale τ is calculated by eq , ,, and the simulation scale τ = 3.0158 ps is calculated.…”
Section: Research Methods and Modelsmentioning
confidence: 99%
“…In eq , the spring constant (or the rigidity parameter), k S , controls the stiffness of the molecule, and r 0 is the spring equilibrium distance. There are various suggestions in the literature for values of k S and r 0 : , ( k S = 4 and r 0 = 0), ,,,, ( k S = 10 and r 0 = 0.86), and ( k S = 100 and r 0 = 0.7). , As is seen by the references, the most common and reliable values among them are ( k S = 4 and r 0 = 0) that were used in our DPD simulations.…”
Section: The Modelsmentioning
confidence: 95%
“…To have an acceptable ( N , V , T ) ensemble in the DPD method, the fluctuation–dissipation relation (eq ) should be satisfied. , For SARA heavy crude oil systems, the resin and asphaltene cores were each considered as a single bead, and the rigidity of the core is not a determining factor and it is not an issue with which to be concerned . However, for all of the connected beads of the studied DPD systems, the rigidity parameter, k S , was kept as a fixed constant in the DPD unit ( k B T / r C 2 ) as k S = 4. , The dissipation strength was assumed as ζ = 4.5 in DPD units ( ) and the noise strength as σ = 3, to control the temperature via the fluctuation dissipation theorem (eq ). It is reported that for a typical DPD simulation of such oil/water systems, only about 5 × 10 4 steps are required to follow the beads motion to study the formation and decomposition of aggregates .…”
Section: Simulation Detailsmentioning
confidence: 99%
“…The parameter a ij represents the maximal repulsion between the considered particles [154]. The method of dissipative particle dynamics is successfully applied for description of the formation of surfactant and polymer micelles, vesicles, and clusters [155][156][157][158][159] and for defining the structural features and interfacial tension at the oil/ water interface with presence of surfactants [153,160]. For instance, in studies [153,161], the applicability of DPD was shown in the framework of the coarse grain model for estimation of CMC and aggregation number of nonionic surfactants (ethoxylated alcohols, taken as example).…”
Section: Mesoscale Approachesmentioning
confidence: 99%
“…The DPD method was employed in studies [155][156][157]160] delt with the estimation of the bending modulus of the water/ oil interface in the presence of surfactants with different alkyl chain length and the structure of surfactant bilayers. It gives also adequate results in simulations of transitions of vesicle shapes built by amphiphilic three-block-copolymers [164].…”
Section: Mesoscale Approachesmentioning
confidence: 99%