A hybrid method for equations on evolving surfaces
Backward difference time discretization of parabolic differential equations on evolving surfaces
... Mathematics Institute University of Warwick Coventry CV4 7AL, UK A linear parabolic differential equation on a moving surface is discretized in space by evolving surface finite elements and in time by backward ...
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Hybrid method for solving special fourth order ordinary differential equations
... order equations (ODEs) are used to model physical phenomena in different areas of applied science, which includes elasticity, fluid mechanics, physics, quantum mechanics and ...the equations can be solved ...
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Hybrid method for solving nonlinear Volterra-Fredholm integro differential equations
... decomposition method (LADM) has been developed to find the ana- lytic approximation solution of the nonlinear Volterra-Fredholm integro differential equations under the initial or boundary ...
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Numerical study of the RBF-FD level set based method for partial differential equations on evolving-in-time surfaces
... differences, evolving surfaces, level set, surface PDEs 1 Introduction Numerical simulation of partial differential equations posed on an evolving-in-time hyper- surface Γ(t) is a rapidly ...
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Application of the Hybrid Differential Transform Method to the Nonlinear Equations
... a hybrid method is introduced briefly to predict the behavior of the non-linear partial differential equa- ...The method is hybrid in the sense that different numerical methods, differential ...
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An ALE ESFEM for solving PDEs on evolving surfaces
... ing surfaces Charles ...differential equations on evolving hypersurfaces using surface finite ele- ments on evolving triangulated surfaces are ...original evolving surface finite ...
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Hamilton Jacobi equations on an evolving surface
... order equations on evolving surfaces which may be useful in the modelling of transport on moving surfaces, for example in material science and cell ...Hamilton–Jacobi equations on ...
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Hybrid Discontinuous Finite Element/Finite Difference Method for Maxwell's Equations
... our hybrid method the computational domain Ω is divided into two subregions, Ω FDM and Ω FEM , corresponding to the FD and the FE regions, respectively, such that Ω = Ω FDM ∪ Ω FEM ...
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Hybrid multistep block method for solving neutral delay differential equations
... block method using variable step-size while Seong and Majid (2015) had implemented the use of two-point block method in the form of predictor-corrector Adams-Moulton to solve first order NDDE s of ...
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Hybrid-Block Numerical Method for Solving Second Order Ordinary Differential Equations
... Hybrid method Block method A B S T R A C T In this work, a new hybrid block method for solving second order initial value problems of ordinary differential equations is ...block ...
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Symmetric Hybrid Linear Multistep Method for General Third Order Differential Equations
... symmetric hybrid method of order 5 is proposed for the direct solution of third order differential ...maim method and the predictors of same order were derived from the same procedure of colloca- ...
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An unfitted discontinuous Galerkin scheme for conservation laws on evolving surfaces
... differential equations arising from conservation laws posed on evolving surfaces, a new numerical method for an advection problem is developed and simple numerical tests are ...The ...
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Hybrid Numerical Method with Block Extension for Direct Solution of Third Order Ordinary Differential Equations
... a hybrid method with block exten- sion for direct solution of initial value problems (IVPs) of general third-order ordinary differential ...linear equations for the determination of the unknown ...
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IMPLICIT BLOCK HYBRID-LIKE METHOD FOR SOLVING SYSTEM OF FIRST ORDER ORDINARY DIFFERENTIAL EQUATIONS
... collocation method with four off-steps ...block hybrid method with five off-step ...proposed method as the self starting method that does not require the starting values to proceed ...
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Approximation Method for Hybrid Functional Differential Equations
... useful method for approximating a unique solution for the initial and boundary value problems of ordinary differential equations via successive ...other method developed so far for hybrid ...
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Level set equations on surfaces via the Closest Point Method
... on surfaces embedded in R 3 or higher dimen- ...set equations on sur- faces via a recent technique for solving partial differential equations (PDEs) on surfaces, the Closest Point ...
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The implicit Closest Point Method for the numerical solution of partial differential equations on surfaces
... DIFFERENTIAL EQUATIONS ON SURFACES COLIN ...differential equations (PDEs) on surfaces or more general ...Point Method is a simple and accurate embedding method for numerically ...
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Differential Transformation Method for Solving Hybrid Fuzzy Differential Equations
... Hybrid systems are developed to model, design and validate interac- tive systems of computer programs and continuous systems; i.e. control systems that are capable of controlling complex systems which have ...
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Two Step Hybrid Block Method for Solving Nonlinear Jerk Equations
... block method with one hybrid point for solving Jerk equa- tions is ...The hybrid point is chosen to optimize the local truncation errors of the main formulas for the solution and the derivative at ...
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Application of Adomian decomposition method to solve hybrid fuzzy differential equations
... Keywords: Hybrid systems; Fuzzy differential equations; Adomian decomposition method; Predictor corrector method; Approximate solution ...differential equations are important for study- ...
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