| 31. | The discretization assumptions are strongly based on the order in which the atoms of the molecule are considered.
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| 32. | This step is called discretization because it involves creating an approximate discrete model from the original continuous model.
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| 33. | The discretization of this is typically done with either the finite element method or the finite volume method.
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| 34. | If the discretization is done using backward differences; the first-order temporal discretization is given as:
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| 35. | If the discretization is done using backward differences; the first-order temporal discretization is given as:
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| 36. | It is common to solve a trajectory optimization problem iteratively, each time using a discretization with more points.
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| 37. | To perform an optimal simulation in those cases, a different discretization procedure must be applied to each subset.
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| 38. | Shows the analytical solution along with a simulation based upon a second order, central difference spatial discretization scheme.
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| 39. | Discretization of continuous time systems using Zero-order hold ( ZOH ) and ADCs for digital controller implementation.
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| 40. | Discretization in the space produces a system of ordinary differential equations for unsteady problems and algebraic equations for steady problems.
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