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2020
In this chapter, we will develop FD and FDTD solvers for a sequence of PDEs of increasing complexity. We will begin with the one-dimensional (1-D) wave equation, and then we will consider Laplace's equation with two spatial dimensions, Maxwell's equations for two-dimensional (2-D) problems, and the full system of three-dimensional (3-D) Maxwell's ...
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In this chapter, we will develop FD and FDTD solvers for a sequence of PDEs of increasing complexity. We will begin with the one-dimensional (1-D) wave equation, and then we will consider Laplace's equation with two spatial dimensions, Maxwell's equations for two-dimensional (2-D) problems, and the full system of three-dimensional (3-D) Maxwell's ...
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2007
Abstract In this chapter we analyse numerical schemes of finite differences. We define the stability and consistency of a scheme and show that, for linear constant coefficient, partial differential equations, stability plus consistency of a scheme implies its convergence.
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Abstract In this chapter we analyse numerical schemes of finite differences. We define the stability and consistency of a scheme and show that, for linear constant coefficient, partial differential equations, stability plus consistency of a scheme implies its convergence.
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A New Method of Predicting US and State-Level Cancer Mortality Counts for the Current Calendar Year
Ca-A Cancer Journal for Clinicians, 2004Ahmedin Jemal Dvm, Eric J Feuer
exaly