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Inverse analyses (IA) is used to model heat-flow characteristics in a continuum composed of two media.
A gel is treated as a three-phase continuum composed of a solid phase (polymer network formed by chains with acidic and basic functional groups), solvent (water), and solute (mobile ions).
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The other two scales represent the other end of self-determination continuum composed by Deci and Ryan, mainly containing items regarding 'amotivation' and 'external regulation'.
Autrecourt opens his discussion of atoms or indivisibles by restating Aristotle's position that no continuum is composed of indivisibles.
Thus, authors like Thomas Bradwardine and Adam Wodeham follow Aristotle and Averroes in defending the view that the continuum is composed of divisible parts without end, and not of atoms.
Thinkers such as Harclay and Chatton argued, in response to Aristotle, for the possibility that a continuum is composed of indivisibles.
In addition, we study the EO flow in cylindrical nanopore with use of a continuum model, composed of Nernst Planck equations, Poisson equation and Navier Stokes equations.
In something like the same sense as a discrete entity is made up of its individual units, its "indivisibles", so, it was maintained, a continuum is "composed" of infinitesimal magnitudes, its ultimate parts.
This was to be achieved by setting forth a number of "first principles" concerning the continuum akin to the axioms and postulates of Euclid's Elements and then demonstrating that the further assumption that a continuum is composed of indivisibles leads to absurdities (see Murdoch [1957]).
To account for both the thermal resistance and the immobilized interphase, a four-phase equivalent continuum model composed of spherical nanoparticles, Kapitza thermal interface, effective interphase, and bulk matrix phase is introduced in a finite element-based homogenization method.
That there is an infinite number of proportional parts in a body is considered by FitzRalph to have been shown by Aristotle in Book III of the Physics and in Averroës's commentary, since every continuum is composed of an infinite number of proportional parts, each of which is distinct from the other.
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