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Simple closed-form equations are derived which give shear flows for cross-sections with any number of cells of arbitrary shape.
The whole solution procedure follows the finite volume method for advection transport, and is thus simple and easy to use for cells of arbitrary shapes.
A new space discretization practice and an error estimation technique were developed to facilitate adaptive space discretization (h-refinement) using cells of arbitrary topology.
Unlike previous versions of the THINC (tangent of hyperbola interface capturing) method, the interface is represented by a quadratic surface for grid cells of arbitrary shapes in this scheme.
Here, we consider a network of spatially-extended cells of arbitrary geometries.
It reduces computational effort by defining a discrete set of affinities and describing numbers of cells of those affinities instead of individual cells of arbitrary affinities [ 34].
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Primarily, crystals with an elementary cell of arbitrary complexity of structure were considered.
Our work demonstrates that very sharp corners can be moulded on originally spherical aggregates of cells and that freestanding cell architectures of arbitrary shapes can be generated.
Here we introduce a novel system combining optimised culture conditions of primary adult cardiomyocytes with the particular needs of excitable cells for arbitrary field stimulation of individual wells.
This paper focuses on the formulation of the dynamic problem of laminated composite thick- and thin-walled, single-cell beams of arbitrary cross-section and on the investigation of their associated free vibration behavior.
Equation 1 shows the change in abundance of a mutant in a chemostat (or turbidostat) as a function of time: (1) d X d t = μ X - D X Where X denotes hemizygote concentration (abundance in terms of number of cells, in arbitrary units) in the chemostat, t denotes time, μ denotes the growth rate of the mutant and D is the dilution rate, which is equal to the average growth rate of the population.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com