Metal-Ferroelectric-Semiconductor Field Effect Transistor (MFS-FET) for 1T-type FRAM Based on Polyvinylidene Fluoride (PVDF) Thin Film

Kim, Jeong Hwan; Park, Byung Eun

doi:10.1080/00150190902847893

Cited by 2 publications

(1 citation statement)

References 17 publications

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“…During the last few years several different eld theoretical approaches, using methods that go beyond the mean eld approximation, have appeared in the literature. [144][145][146][147][148][149] These approaches are usually hybrid simulation methods such as (a) a scheme that combines SCFT for polymers with classical density functional theory for particles, 144 (b) particle-eld simulations in which the coordinates and chemical potential eld variables are updated simultaneously, 146 and (c) MC particle-based approaches within the quasi-instantaneous eld approximation where the interaction of a monomer with its surroundings is expressed through a eld that is frequently updated from the instantaneous positions of the particles. 145,150,151 All the above approaches are very promising for complex polymer-solid interfacial systems due to their strong computational efficiency.…”

Section: Field Theoretical Modelsmentioning

confidence: 99%

Hierarchical simulations of hybrid polymer–solid materials

Johnston

Harmandaris

2013

Soft Matter

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Complex polymer-solid materials have gained a lot of attention during the last 2-3 decades due to the fundamental physical problems and the broad spectrum of technological applications in which they are involved. Therefore, significant progress concerning the simulations of such hybrid soft-hard nanostructured systems has been made in the last few years. Simulation techniques vary from quantum to microscopic (atomistic) up to mesoscopic (coarse-grained) level. Here we give a short overview of simulation approaches on model polymer-solid interfacial systems for all different levels of description.In addition, we also present a brief outlook concerning the open questions in this field, from the point of view of both physical problems and computational methodologies.

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