1998
DOI: 10.1002/(sici)1097-4628(19980411)68:2<339::aid-app16>3.0.co;2-s
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Experimental confirmation of computer-aided polymer blend designs

Abstract: INTRODUCTIONadjustable parameters, as follows: volume fractions, interaction parameters, and chain lengths. Nauman and He found that the volume fraction of the compoNew polymers are required to fulfill the ever increasing nents was the most important in determining the demand for varied applications. The three main methmorphology of the polymer system. For a ternary sysods for creating new polymers are designing new monotem, a component with a volume fraction of 0.6 or mers, developing new polymerization mecha… Show more

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Cited by 10 publications
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“…The numerical stability of Cahn-Hilliard solution methods is a known issue, especially when using the Flory-Huggins free-energy function at higher χ ij values (Brunswick et al, 1998). Three possible simulation states were identified as shown in Table 1: simstate demonstrating the impact of numerical issues on the solution of the physical model, either the simulation would diverge prematurely due to numerical instability (State 3a), or even though the input parameters were selected such that the physical system is in the chemical spinodal, no demixing would occur (State 2).…”
Section: Polymer Demixing Simulation Resultsmentioning
confidence: 99%
“…The numerical stability of Cahn-Hilliard solution methods is a known issue, especially when using the Flory-Huggins free-energy function at higher χ ij values (Brunswick et al, 1998). Three possible simulation states were identified as shown in Table 1: simstate demonstrating the impact of numerical issues on the solution of the physical model, either the simulation would diverge prematurely due to numerical instability (State 3a), or even though the input parameters were selected such that the physical system is in the chemical spinodal, no demixing would occur (State 2).…”
Section: Polymer Demixing Simulation Resultsmentioning
confidence: 99%
“…The numerical stability of Cahn-Hilliard solution methods is a known issue, especially when using the Flory-Huggins free-energy function at higher χ i j values (Brunswick et al, 1998). Three possible simulation states were identified as shown in table 1, demonstrating the impact of numerical issues on the solution of the physical model: either the simulation would diverge prematurely due to numerical instability (State 3a) or even though the input parameters were selected such that the physical system is in the chemical spinodal, no demixing would occur (State 2).…”
Section: Polymer Demixing Simulation Resultsmentioning
confidence: 99%
“…Beyond the problem of the accurate estimation of Tg, other polymer properties relevant to their end-use performance have been the focus of developers of predictive models. Among these, the prediction of three dimensional polymer structures with exceptional mechanical properties [8], qualitative and quantitative predictions of composition of multicomponent bioglasses [9], the computer-aided design of polymer blends [10], and polymer-receptor interactions in biosensors [11] are worth mentioning. Surprisingly, the prediction of protein adsorption onto polymer surfaces, cell attachment, and cell proliferation (collectively referred to in this article as the "bioresponse") has thus far not been extensively modeled.…”
Section: Prediction Of Polymer Materials Propertiesmentioning
confidence: 99%