MSMoritz Sieber

Moritz Sieber

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Moritz Sieber has a total of 38 co-authors. Here are the top co-authors by number of shared publications:


Latest Publications

  • Open Access

    Data-driven spatiotemporal analysis of cloud cavitation by means of spectral proper orthogonal decomposition

    by Grigorios Hatzissawidis, Moritz Sieber, Kilian Oberleithner, Peter F. Pelz

    The global dynamics of cloud cavitation are not always obvious; cloud cavitation may exhibit chaotic, multimodal and intermittent behaviour, where dominant flow structures are hidden to the naked eye. To address this, spectral proper orthogonal decomposition (SPOD) is applied, a method that can continuously transition between proper orthogonal decomposition (POD) and discrete Fourier transformation (DFT)/dynamic mode decomposition (DMD). This provides the opportunity to break down the complex dynamics of interacting and transient processes into interpretable modal bases. Experiments were conducted in a high-speed cavitation tunnel using a two-dimensional NACA 0015 hydrofoil at a fixed Reynolds number of $$8 \times 10^5$$ 8 × 10 5 and an incidence of $$12^\circ$$ 12 ∘ for varying cavitation numbers. The cavitation was recorded using a synchronised dual-camera set-up with simultaneously captured pressure signals. Shockwave-driven and re-entrant flow-driven cloud shedding is identified, as well as the transition regime in between, exhibiting more complex behaviour. The transition from shockwave-driven to re-entrant flow-driven cloud cavitation is smooth, with shockwaves becoming more dominant as the cavitation number decreases. SPOD modes allow for a frequency and amplitude variation, which successfully decomposes the data into the dominant modes, whereas classical modal decomposition methods such as POD and DMD do not provide interpretable decompositions. SPOD grants access to a transient analysis of the data via the SPOD time coefficients. We validate the SPOD results using space–time plots and power spectral density (PSD) of the pressure signals, being in good agreement with the SPOD spatial modes and time coefficients. The complex time coefficients give access to instantaneous mode frequencies and allow calculating a standard deviation of the frequency modulation of the modes. The findings provide a deep insight into the spatial and temporal behaviour of cloud cavitation and support the understanding of its physics.


  • Open Access

    Data-driven spatiotemporal analysis of cloud cavitation by means of Spectral Proper Orthogonal Decomposition

    by Grigorios Hatzissawidis, Moritz Sieber, Kilian Oberleithner, Peter F. Pelz

    The global dynamics of cloud cavitation are not always obvious; cloud cavitation may exhibit chaotic, multimodal, and intermittent behaviour, where dominant flow structures are hidden to the naked eye. To address this, spectral proper orthogonal decomposition (SPOD) is applied, a method that can continuously transition between Proper Orthogonal Decomposition (POD) and Discrete Fourier Transformation (DFT)/ Dynamic Mode Decomposition (DMD). This provides the opportunity to break down the complex dynamics of interacting and transient processes into interpretable modal bases. Experiments were conducted in a high-speed cavitation tunnel using a two-dimensional NACA 0015 hydrofoil at a fixed Reynolds number of 8 * 105, and an incidence of 12° for varying cavitation numbers. The cavitation was recorded using a synchronised dual-camera setup with simultaneously captured pressure signals. Shockwave-driven and re-entrant flow-driven cloud shedding are identified, as well as the transition regime in between, exhibiting more complex behaviour. SPOD modes allow for a frequency and amplitude variation, which successfully decomposes the data into the dominant modes, whereas classical modal decomposition methods such as POD and DMD do not provide interpretable decompositions. SPOD grants access to a transient analysis of the data via the SPOD time coefficients. We validate the SPOD results using space-time plots and Power Spectral Density (PSD) of the pressure signals, being in good agreement with the SPOD spatial modes and time coefficients. The complex time coefficients give access to instantaneous mode frequencies and allow calculating a standard deviation of the frequency modulation of the modes. The findings provide a deep insight into the spatial and temporal behaviour of cloud cavitation and support the understanding of its physics.

  • Publisher's Note: “Mean flow data assimilation based on physics-informed neural networks” [Phys. Fluids 34, 115129 (2022)]

    by Jakob G. R. von Saldern, Johann Moritz Reumschüssel, Thomas L. Kaiser, Moritz Sieber, Kilian Oberleithner


  • Mean flow data assimilation based on physics-informed neural networks

    by Jakob Georg Raimund von Saldern, Johann Moritz Reumschüssel, Thomas Ludwig Kaiser, Moritz Sieber, Kilian Oberleithner

    Physics-informed neural networks (PINNs) can be used to solve partial differential equations (PDEs) and identify hidden variables by incorporating the governing equations into neural network training. In this study, we apply PINNs to the assimilation of turbulent mean flow data and investigate the method's ability to identify inaccessible variables and closure terms from sparse data. Using high-fidelity large-eddy simulation data and particle image velocimetry measured mean fields, we show that PINNs are suitable for simultaneously identifying multiple missing quantities in turbulent flows and providing continuous and differentiable mean fields consistent with the provided PDEs. In this way, consistent and complete mean states can be provided, which are essential for linearized mean field methods. The presented method does not require a grid or discretization scheme, is easy to implement, and can be used for a wide range of applications, making it a very promising tool for mean field-based methods in fluid mechanics.


  • Open Access

    Towards robust data-driven reduced-order modelling for turbulent flows: application to vortex-induced vibrations

    by Yannick Schubert, Moritz Sieber, Kilian Oberleithner, Robert Martinuzzi

    This work presents a robust method that minimises the impact of user-selected parameter on the identification of generic models to study the coherent dynamics in turbulent flows. The objective is to gain insight into the flow dynamics from a data-driven reduced order model (ROM) that is developed from measurement data of the respective flow. For an efficient separation of the coherent dynamics, spectral proper orthogonal decomposition (SPOD) is used, projecting the flow field onto a low-dimensional subspace, so that the dominating dynamics can be represented with a minimal number of modes. A function library is defined using polynomial combinations of the temporal modal coefficients to describe the flow dynamics with a system of nonlinear ordinary differential equations. The most important library functions are identified in a two-stage cross-validation procedure (conservative and restrictive sparsification) and combined in the final model. In the first stage, the process uses a simple approximation of the derivative to match the model with the data. This stage delivers a reduced set of possible library function candidates for the model. In the second, more complex stage, the model of the entire flow is integrated over a short time and compared with the progression of the measured data. This restrictive stage allows a robust identification of nonlinearities and modal interactions in the data and their representation in the model. The method is demonstrated using data from particle image velocimetry (PIV) measurements of a circular cylinder undergoing vortex-induced vibration (VIV) at $$\mathrm{Re}=4000$$ Re = 4000 . It delivers a reduced order model that reproduces the average dynamics of the flow and reveals the interaction of coexisting flow dynamics by the model structure.


  • Data-Driven Identification of Robust Low-Order Models for Dominant Dynamics in Turbulent Flows

    by Y. Schubert, Moritz Sieber, Kilian Oberleithner, Robert J. Martinuzzi

  • Open Access

    Application of SPOD analysis to PIV data obtained in the wake of a circular cylinder undergoing vortex induced vibrations

    by Christopher Mark O'NEill, Yannick Schubert, Moritz Sieber, Robert Martinuzzi, Chris Morton

    Vortex induced vibrations (VIV) of a circular cylinder have been investigated experimentally using a cyberphysical apparatus with m∗ = 8, ζ = 0.005, and Re = 4000. This study considers the application of proper orthogonal decomposition (POD) and spectral POD (SPOD) analysis to the wake dynamics of the low-mass-ratio VIV of a circular cylinder in the lower branch at U∗ = 7.5. SPOD has been previously shown to better separate frequency-centered modal dynamics, compared to POD. Coherent POD and SPOD modes were compared and the newly separated third SPOD mode pair was found to have a periodicity characteristic of vortex shedding and a peak in the temporal coefficient spectra at St = f D/U∞ = 0.2248. The literature has identified that the wake dynamics within the lower branch are synchronized to the cylinder motion; however the present study suggests that some hidden dynamics persist at the Strouhal frequency. Low order models based on the first eight POD and SPOD modes were compared, and it was found that the filtering operation in SPOD removes the uncorrelated stochastic energy component of the POD modes while producing a comparable representation of the coherent deterministic part of the wake dynamics. Using SPOD to separate the distinct frequency-centered dynamics into unique, interpretable mode pairs will simplify future efforts to develop sparse dynamical models of the flow.


  • Open Access

    Impact of the Precessing Vortex Core on NOX Emissions in Premixed Swirl-Stabilized Flames: An Experimental Study

    by Finn Lueckoff, Christian Oliver Paschereit, Kilian Oberleithner, Moritz Sieber

    The reduction of polluting NOx emission remains a driving factor in the design process of swirl-stabilized combustion systems to meet strict legislative restrictions. In reacting swirl flows, hydrodynamic coherent structures, such as periodic large-scale vortices in the shear layer, induce zones with increased heat release rate fluctuations in connection with temperature peaks,