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The approach is based on general equations derived from theoretical considerations.
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The formulation is based on general fluid governing equations and a time marching procedure.
A set of independent equations is derived to determine the burning rate according to conservation of mass and volume for each gas fraction separately along with a general equation based on general volume conservation.
The control synthesis is based on general solutions of Diophantine equations in the ring of proper and Hurwitz stable rational functions.
The proposed control synthesis is based on general solutions of diophantine equations in the ring of proper and Hurwitz stable rational functions RPH and the Youla-Kučera parametrization of controllers is utilized.
The proposed control synthesis is based on general solutions of Diophantine equations in the ring of Hurwitz stable and proper rational functions RPS and the Youla-Kučera parametrization of controllers is utilized.
The C++ based class hierarchy enables simple implementations of different physical models based on general 3D PDE (partial differential equations) solvers, or simplified engineering 1D or 2D models.
The control synthesis is based on general solutions of linear Diophantine equations in the ring of proper and Hurwitz stable rational functions (RPS).
Based on the general equations of ship dynamics, the governing equations of motion of the ship subjected to a moving mass are presented.
Based on the general equations of ship motions in waves, the governing equations of the ship hull were derived.
The selection probability for each interventions is calculated, based on the general equation: P = EXP (CI /1+ EXP (CI), the exponential (EXP) function returns e raised to the nth power, where e = 2.71828183.
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