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Thus, the classical TSCFE formulation for the 2D heat equations is established as follows.
Then, the STCFE formulation for 2D wave equations is established as follows.
A trivially incrementally objective integration scheme for rate constitutive equations is established.
The existence of an inertial form of the equations is established.
Firstly, a flow model comprised of mass, energy and momentum equations is established.
Application to FEM for the Euler and Navier Stokes equations is established.
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Design equations were established for the above three cases.
From the aforementioned terminologies, the following equations are established: (5).
Transcendental frequency equations are established for the different systems.
General balance equations are established by considering the above RVE.
Four penetration stages were proposed, while the corresponding modified Bernoulli equations were established.
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