8 Einträge gefunden

1. Application of p-Laplacian relaxed steepest descent to shape optimization in two-phase flows

   1. Müller, Peter Marvin
   2. Siebenborn, Martin
   3. Rung, Thomas

   2022 - TUHH Open Research - frei zugänglich
2. Adjoint complement to the universal momentum Law of the wall

   1. Kühl, Niklas
   2. Müller, Peter Marvin
   3. Rung, Thomas

   2022 - TUHH Open Research - frei zugänglich
3. A scalable algorithm for shape optimization with geometric constraints in Banach spaces

   1. Müller, Peter Marvin
   2. Pinzón, Jose
   3. Rung, Thomas
   4. Siebenborn, Martin

   2022 - TUHH Open Research - frei zugänglich
4. A Novel p-Harmonic Descent Approach Applied to Fluid Dynamic Shape Optimization

   1. Müller, Peter Marvin
   2. Kühl, Niklas
   3. Siebenborn, Martin
   4. Deckelnick, Klaus
   5. Hinze, Michael
   6. Rung, Thomas

   2021 - TUHH Open Research
5. A novel p-harmonic descent approach applied to fluid dynamic shape optimization

   1. Müller, Peter Marvin
   2. Kühl, Niklas
   3. Siebenborn, Martin
   4. Deckelnick, Klaus
   5. Hinze, Michael
   6. Rung, Thomas

   2021 - TUHH Open Research - frei zugänglich
6. Continuous adjoint complement to the Blasius equation

   1. Kühl, Niklas
   2. Müller, Peter Marvin
   3. Rung, Thomas

   2021 - TUHH Open Research - frei zugänglich
7. Adjoint Complement to the Universal Momentum Law of the Wall

   1. Kühl, Niklas
   2. Müller, Peter Marvin
   3. Rung, Thomas

   2020 - TUHH Open Research
8. Decoupling of control and force objective in adjoint-based fluid dynamic shape optimization

   1. Kühl, Niklas
   2. Müller, Peter Marvin
   3. Stück, Arthur
   4. Hinze, Michael
   5. Rung, Thomas

   2019 - TUHH Open Research