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Universitätsbibliographie

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Nr. Titel Autor Jahr
1 Incorporation of thermal effects into the energy-momentum consistent elastic model for fiber-bending stiffness in composites Dietzsch, Julian* et al. 2023
2 Principle of virtual power and drilling degrees of freedom for dynamic modeling of the behavior of liquid crystal elastomer films Concas, Francesca* et al. 2023
3 A New Mixed FE-Formulation for Liquid Crystal Elastomer Films Groß, Michael et al. 2022
4 A new mixed finite element formulation for reorientation in liquid crystalline elastomers Groß, Michael* et al. 2022
5 A variational-based mixed finite element formulation for liquid crystal elastomers Groß, Michael et al. 2022
6 Energy-momentum conserving dynamic variational modeling of fiber-bending stiffness in composites Kalaimani, Iniyan* et al. 2022
7 Energy-momentum time integration of gradient-based models for fiber-bending stiffness in anisotropic thermo-viscoelastic continua Dietzsch, Julian* et al. 2022
8 Mixed finite element formulations and energy-momentum time integrators for thermo-viscoelastic gradient-based fiber-reinforced continua Dietzsch, Julian* et al. 2022
9 Momentum conserving dynamic variational approach for the modeling of fiber-bending stiffness in fiber-reinforced composites Kalaimani, Iniyan* et al. 2022
10 A mixed finite element formulation for energy-momentum time integrations of composites with fiber bending stiffness Dietzsch, Julian* et al. 2021
11 An energy-momentum couple stress formula for variational-based macroscopic modelings of roving-matrix composites in dynamics Groß, Michael* et al. 2021
12 An energy-momentum scheme for extended continuum models with rotational degrees of freedom Groß, Michael* et al. 2021
13 An energy-momentum space-time discretization of a constrained micropolar continuum for 3D fiber-reinforced composites Groß, Michael* et al. 2021
14 Dynamic Stability of Viscoelastic Bars under Pulsating Axial Loads Kern, Dominik* et al. 2021
15 Energy-Momentum Scheme with Drilling Degrees of Freedom for Composites with Curvature-Twist Stiffness Groß, Michael et al. 2021
16 Energy-momentum time integration of gradient-based models for fiber-bending stiffness in anisotropic thermo-mechanical continua Dietzsch, Julian et al. 2021
17 Mixed finite element formulations and energy-momentum time integrators for thermo-viscoelastic fiber-reinforced continua Dietzsch, Julian* et al. 2021
18 Mixed Finite Element Formulations for Polyconvex Anisotropic Material Formulations Dietzsch, Julian et al. 2021
19 Modeling of fiber-bending stiffness in fiber-reinforced composites with a dynamic mixed finite element method based on the principle of virtual power Kalaimani, Iniyan* et al. 2021
20 Theory and numerics of a novel non-isothermal constrained micropolar continuum formulation derived by a mixed principle of virtual power Groß, Michael* et al. 2021
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