The present work demonstrates a totally radical change in conduction nature from typical p-type to n-type through ionic transport FeCl3 doped free-standing poly(3-hexylthiophene) (P3HT) films. thermodiffusion of Cl? ions generated giant negative Seebeck coefficient (?2.7 mV/K) and moderately high electrical conductivity (?1 S/cm); an unprecedented level polymers. A thermoelectric power generato...

In this paper, we derive the boundary integral equation (BIE), a single integrodifferential governing evolutionary behavior of interface function, paying special attention to nonlinear liquidus and atomic kinetics. As result, BIE is found for thermodiffusion problem binary melt crystallization with convection. Analyzing coupled selection criterion stationary dendritic growth in form parabolic c...

In this paper, we report the numerical calculations for a thermo-optical model and the temperature sensitivity of a fiber Bragg grating (FBG) sensor. The thermally-induced behaviors of a FBG sensor in the gas nitriding process were analyzed for temperatures ranging from 100–650 ◦C. The FBG consisted of properly chosen photosensitive fiber materials with an optimized thermo-optic coefficient. Th...

in this paper we construct the category of coverings of fundamental generalized lie group-groupoid associatedwith a connected generalized lie group. we show that this category is equivalent to the category of coverings of aconnected generalized lie group. in addition, we prove the category of coverings of generalized lie groupgroupoidand the category of actions of this generalized lie group-gro...

in this study, 2n -dimensional (n > 2) generalized conformally recurrent kaehlerian weyl spaces andgeneralized conharmonicaly recurrent kaehlerian weyl spaces are defined. it is proved that a kaehlerian weylspace is generalized conformally recurrent if and only if it is generalized recurrent.also, it is shown that akaehlerian weyl space will be generalized recurrent if and only if it is general...

In this study, the onset of convection in a rotating horizontal porous layer saturated by binary nanofluid was theoretically investigated under influence thermodiffusion and nanoparticles. To study convection, Darcy–Brinkman model employed for medium, thermal Rayleigh number derived analytically using linear stability analysis. Water–ammonia-based silver, copper, alumina, three nanofluids, were...

the aim of this paper is to prove new quantitative uncertainty principle for the generalized fourier transform connected with a dunkl type operator on the real line. more precisely we prove an lp-lq-version of morgan's theorem.