Considering the sinusoidal waveform, the phase difference is explained as the time gap where the wave either falls behind or leads in correspondence to another wave. This term is just a characteristic of a single wave and it is the relative characteristic of either two or more waves. This is ...
We find that the quasi-diamond phase has a slightly lower free energy than the hexagonal phase at all packing fractions. However, this difference becomes larger when packing fraction increases, especially when it approaches the maximum hexagonal packing density. As the packing fraction reaches the th...
part of the chroma waveform is centered in the linear region of the transconductance amplifier allows a larger signal to be input before the onset of severe distortion. A simple way to do this is to bias the unused input (in this circuit the inverting input, Pin 2) with a DC level. ...
As the MCF is purely a geometric problem, it can be described by various formulations including parametric, level set and phase field formulations. It is well known that the best known phase field formulation for the MCF is the Allen–Cahn equation: utε−Δuε+ε−2((uε)3−uε)...
Remarkably, the triple phase transition is observed by changing a single parameter, which can be purely Hermitian (strength of the nearest-neighbour coupling) or purely non-Hermitian (strength of the non-Hermitian gauge field), both of which we connect in a phase transition equation. Fig. 1: ...
The cross bilinear product assembled a rhombic shape and the IAF of the box function given in Equation (18) has a maximum value when they overlap by a copy of itself. This condition applies when the shift in lag is zero. To simplify the notation of the IAF of the box function, the be...
A particular example is flagella biogenesis in Caulobactor, which has four distinct and dependent waves of transcription. Laub et al. [3] showed that 20% of Caulobactor genes are cell cycle regulated, their expression level consistently having peaks when they function. Another example is the ...
For a deployment project for Windows NT Server or Windows NT Workstation, the training issues are extremely important to the success of the project. Depending on the level of the installation or support engineer, the training requirements will vary. ...
A level-set function which changes signs across the interface is introduced. The evolution of this function is described by a Hamilton鈥揓acobi equation, whose velocity coefficient is determined by the kinetic relation. Jump conditions are thereby eliminated, allowing finite-difference discretization. ...
When the ethanol concentration reaches a certain level, the yeast will stop net growth; this marks the beginning of the plateau phase. We might ask how we can get around this to obtain a greater concentration of alcohol from the yeast culture. One method could be to extract the alcohol ...