Publications

1. Kühl, N., Kröger, J., Siebenborn, M., Hinze, M., Rung, T.: Adjoint complement to the volume-of-fluid method for immiscible flows. Journal of Computational Physics, vol. 440, 2021

2. Müller, P. M., Kühl, N., Siebenborn, M., Deckelnick, K., Hinze, M., Rung, T.: A Novel p-Harmonic Descent Approach Applied to Fluid Dynamic Shape Optimization. arXiv:2103.14735, 2021

3. Kühl, N., Müller, P.M., Rung, T.: Continuous Adjoint Complement to the Blasius Equation. Physics of Fluids 33, Issue 3, 10.1063/5.0037779, 2021

4. Kühl, N., Hinze, M. and Rung, T.: Cahn-Hilliard Navier-Stokes Simulations for Marine Free-Surface Flows. Experimental and Computational Multiphase Flow,1-17, DOI: 10.1007/s42757-020-0101-3, 2021

5. Beddig, R. S.; Benner, P.; Dorschky, I.; Reis, T.; Schwerdtner, P.; Voigt, M. & Werner, S. W. R.:
Structure-Preserving Model Reduction for Dissipative Mechanical Systems. arXiv, 2020

6. Beddig, R.S., Benner, P., Dorschky, I., Reis, T., Schwerdtner, P., Voigt, M. and Werner, S.W.R.: Model Reduction for Second‐Order Dynamical Systems Revisited. Proc. Appl. Math. Mech., 19: e201900224, 2019

7. Kühl, N., Müller, P.M., Stück, A., Hinze, M., Rung, T.: Decoupling of Control and Force Objective in Adjoint-Based Fluid Dynamic Shape Optimization. AIAA Journal, 57(9), pp.4110-4114, 2019

8. Kröger, J., Kühl, N., Rung, T.: Adjoint Volume-of-Fluid Approaches for the Hydrodynamic Optimisation of Ships. Ship Technology Research, 65(1), 47-68, 2018