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To this end, we use a dynamic model that represents the feedback between the hydrological and social system components.
In this work, we use a dynamic model of CHO cell metabolism to simultaneously identify both process and cell modifications that improve antibody production.
Additional refinements may be needed, as the present analysis did not use a dynamic model and did not consider the potential effect of an additional vaccine dose on herd protection, or differential waning rates for a 1-dose versus a 2-dose vaccine.
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In the next section, we will investigate the unstable economy by using a dynamic model.
The performance of the proposed system is investigated using a dynamic model of a mobile robot.
The metabolic process can be described using a dynamic model involving nonlinear differential equations.
The performance of the proposed system is investigated using a dynamic model of a nonholonomic mobile robot with friction.
Section 5 derives the expression of p(x t | z1 t, a t, o t ) using a dynamic model for interacting objects.
Finally, an optimal configuration has been carried out using a dynamic model and applying a controlled elitist genetic algorithm for multi-objective optimization.
Both approaches are designed using a kinematic model of the vehicle and tested using a dynamic model that includes the effects of inertia and delays.
Second, using a dynamic model instead of a static model makes it more applicable for the linearization of wideband signals, due to the compensation for memory effects.
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