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Because these wrinkling parameters are given by a traditional wrinkling analysis using tension-field theory, the formulated equation reveals an approximate wrinkle wavelength and a maximum amplitude appearing on the thin membranes without cumbersome bifurcation analysis and has characteristics applicable to various types of structures.
The experimental results were used to validate the formulated equation.
Regarding the interaction between the parameters, the only interaction considered was size vs surface treatment; The formulated equation is shown to be an expedited tool for predicting maximum strain results.
Grunberg and Nissan [29] have formulated equation to assess the molecular interactions leading to viscosity changes: ln eta,; =,;x_{1}^ ln,eta_{1} ;, + ;,x_{2}^ ln,eta_{2},; +,;x_{1} x_{2} G_{12} (18)where, G 12 is a constant, proportional to interchange energy, η is the dynamic viscosity and the subscripts 1, 2 and 12 stands for the pure components, benzene, n-alkanes and mixtures, respectively.
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Formulated solutions are given and some results are shown.
Heat equation & Wave equation.
Heat equation, wave equation.
figures into the equation.
Bodacious changed that equation.
Feelings enter the equation.
That is the equation.
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