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Titlebook: Image-Based Geometric Modeling and Mesh Generation; Yongjie (Jessica) Zhang Book 2013 Springer Science+Business Media Dordrecht 2013 biome

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楼主: ETHOS
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Finite Element Modeling of Biomolecular Systems in Ionic Solution,B) equation and Poisson–Nernst–Planck (PNP) equations. They describe equilibrium and non-equilibrium (with diffusion existed) properties of ionic liquid, respectively. Both models involve two domains (solvent and solute) with distributed singular permanent charges inside biomolecules (solute domain)
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Challenges and Advances in Image-Based Geometric Modeling and Mesh Generation,ssian Kernel functions, and then use LBIE-Mesher to generate various kinds of meshes. Furthermore, the constructed unstructured meshes can be used as control meshes to construct high-order elements such as volumetric T-splines. In addition, a skeleton-based sweeping method is used to generate hexahe
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3D Surface Realignment Tracking for Medical Imaging: A Phantom Study with PET Motion Correction,stom-made phantom, based on a plastic mannequin head equipped with two positron-emitting line sources. Two experiments were performed. The first simulates rapid and short head movements, while the second simulates slow and continuous movements. In both cases, the system was able to produce PET scans
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Surface Triangular Mesh and Volume Tetrahedral Mesh Generations for Biomolecular Modeling,quality biomolecular volume tetrahedral mesh. The performances of these meshing tools are analyzed, and the surface/volume meshes are shown to be applicable to boundary element/finite element types of simulations of Poisson–Boltzmann electrostatics.
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Patient-Specific Model Generation and Simulation for Pre-operative Surgical Guidance for Pulmonary ting additional emboli or significantly altering the flow of blood in the IVC. In this paper, we propose a computational pipeline that can be used to generate patient-specific geometric models and computational meshes of the IVC and IVC filter for various IVC anatomies based on the patient’s compute
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Finite Element Modeling of Biomolecular Systems in Ionic Solution,quation and the coupled steady-state PNP equations; while an Adams–Bashforth–Crank–Nicolson method is devised for time integration for the unsteady electrodiffusion. The numerical methods are shown to be accurate and stable by various tests of real biomolecular electrostatic and diffusion problems.
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Oline V. Olesen,Rasmus R. Paulsen,Rasmus R. Jensen,Sune H. Keller,Merence Sibomana,Liselotte Højgaarg.·         Create a modular test suite and use Gherkin to define scenarios.·         Integrate Boozang with JIRA-XRay and work in a team with code branches.·         Build a Jenkins pipeline to execute the automated scenarios nightly and reduce the execution time via parallelism. .This Book is for:
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