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These conditions are represented in terms of linear matrix inequalities and adaptive updating laws.
The distributions of slippage coefficients are represented in terms of three functions satisfying C1 continuity.
These five variables are represented in terms of five ordinary differential equations which are solved simultaneously.
Using TPWL, new solutions are represented in terms of expansions around previously simulated (and saved) solutions.
The radiation forces are represented in terms of impulse response functions, infinite frequency added mass and radiation restoring coefficients.
The molecules are represented in terms of series of the molecular and composition vectors of functional groups.
The LIHEAP statute is quantified and the allocation percentages are represented in terms of a "universal tableaux".
The frequency equations and mode shape functions are represented in terms of the elements of the structural transfer matrices.
The processes are represented in terms of energy duty requirements within a modular heat integration code developed for CO2 capture modeling and optimization.
The calculated results are represented in terms of the surface elevation versus time at certain locations and the velocity fields created by regular and irregular waves.
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Since the method has no real restriction on how molecules are represented in terms of number densities or in full atomistic detail it has proven its additional strength by allowing layering and more detail in the simulations.
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