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Accordingly, we described a potential fibre quality index under optimal conditions as a logistic equation against physiological days: (2) Q i = Q max, i 1 + e − K i (t − t m, i ) where Q i represents the thermal time-dependent potential fibre quality; i represents the different quality index, i.e. fibre length (mm), strength (cN tex−1) and micronaire.
The Newton Raphson method allowing for the thermal-time dependent effect was employed for the solution of the nonlinear governing equations for large deflection in thermal history.
Optimal design criteria for such dynamic heat exchangers should be achieved through addressing internal forced convection with arbitrary flow unsteadiness under dynamic time dependent thermal loads.
The bounding surface of the half-space is taken to be traction free and subjected to a time dependent thermal shock.
On the other side, 1D dynamic model reasonably predicts the time dependent thermal behaviour of TES, except some deviations from the experiments which are related to the simplified discretization scheme.
In this work, we study a one-dimensional problem in a generalized thermoelastic diffusion in infinite medium with a spherical cavity subjected to a time dependent thermal shock of its internal boundary which is assumed to be traction free.
In addition, Maxwell's theory is based on a steady-state analysis, which restricts one from considering the more interesting time dependent thermal response of the nanofluid.
The third new result is that their time dependent "effective thermal conductivity" converges at steady state to values that according to our calculations confirm the validity of the classical Maxwell's theory [4] and its extensions [5 10].
Thermal conductivity of nanofluid is time dependent immediately after ultrasonication and independent of time at longer time.
Time dependent methods.
Trip time dependent on tides.
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