Titlebook: Organic Solar Cells; Theory, Experiment, Wolfgang Tress Book 2014 Springer International Publishing Switzerland 2014 Bulk Heterojunction.H

疾驰

The Model System ZnPc:C,f the donor:acceptor mixing ratio on the open-circuit voltage. Then, we investigate a possible optimization of the morphology in the bulk heterojunction by using a vertical concentration gradient of donor and acceptor. The main focus of the further parts of this chapter is on the role of recombinati

Visual-Acuity

讽刺滑稽戏剧

Organic Photovoltaics—Quo Vadis?ility is a complicated function of physical and technological factors like device efficiency and lifetime. For photovoltaics as a technology, which is supposed to be scaled up to the terawatt, i.e. square kilometer range, sustainability contains questions on the abundance of the required materials,

Microaneurysm

Emphasis was set on the conceptual aspects rather than on the mathematical or computational refinements. The mathematical structure of viscoelasticity is discussed with some care because it clarifies the basic concepts and has important consequences in computa­ tional applications. Basic ideas are e

奇思怪想

Wolfgang Tressas set on the conceptual aspects rather than on the mathematical or computational refinements. The mathematical structure of viscoelasticity is discussed with some care because it clarifies the basic concepts and has important consequences in computa­ tional applications. Basic ideas are exemplified

curettage

能量守恒

Wolfgang Tress This second (translated, revised, and extended) edition, however, includes in its new parts considerably more recent and advanced results and thus goes partially beyond the textbook level. We should emphasize here that the primary intentions of this book are to provide (so far as possible given the

mendacity

covert

ected at arbitrary points. The results obtained for the rectangular plates are of course more complicated than the ones known for the circular plates due to the nature of the problem. For the homogeneous equations it was shown by IGUCHI that a general solution can be written in form of a superpositi

goodwill

Wolfgang Tressected at arbitrary points. The results obtained for the rectangular plates are of course more complicated than the ones known for the circular plates due to the nature of the problem. For the homogeneous equations it was shown by IGUCHI that a general solution can be written in form of a superpositi