A MATHMOD Minisymposium is devoted to a specific topic within the scope of the conference. Susequently you can find a (preliminary) list of MATHMOD Minisymposia:
Optimization and Modeling in Biomathematics and Engineering
Organizers: K. Chudej, Univ. Bayreuth and S.J. Kimmerle, Univ. der Bundeswehr München
Session(s): WeC1, WeD1, WeE1
The minisymposium is aimed at bringing together several papers addressing challenging modeling, simulation and optimization/optimal control of new mathematical models in biomathematics and life sciences, e.g. addressing dengue fever, vaccination strategies, combined cancer therapy, or optimal control techniques for electrocardiology. Further papers will be addressing modeling and optimization/optimal control in engineering and logistics. Several of the above mentioned papers will address optimal control of PDEs or even coupled ODE-PDE models, where certain modeling questions are crucial for the solution.
Model Based Design of Experiments: Where to go?
Organizers: R. Schenkendorf, TU Braunschweig and R.J. Flassig, Max Planck Inst. for Dynamics of Complex Technical Systems Magdeburg
The use of mathematical models for analysing complex processes is a powerful tool to gain a deep system understanding. However, this approach requires realistic, predictive mathematical models. During the model development phase, scientists have to cope with numerous challenges, e.g. limited knowledge about the underlying mechanisms, lack of sufficient dynamic or static experimental data, large experimental and process variability. Given a specific model class, a plethora of many different methodologies to optimally identify a specific model class structure have been developed since the mid of 20th century. This includes on the one hand methods for discrimination of competing structures but also methods for parameter estimation. We would like to discuss, whether further methodologies in the direction of model-based design are still needed, and if yes, to what extent. Further, given the trend of gathering massive data of a system of interest we dare to ask, at which point one should move from the class of first principles to data driven models or combinations thereof. What does this mean for classic experimental design principles and where are we in need for further research?
Dynamic Models in Management and Economics
Organizers: S. Leitner and F. Wall, Alpen-Adria Universität Klagenfurt
The main aim of the proposed minisymposium is to facilitate the meeting of people who work in different fields (e.g., Finance, Economics, Computer Science) and who employ quantitative approaches to systems of dynamic nature in management and economics. We also aim at providing a multidisciplinary forum for presentation and discussion of recent research findings. We are particularly interested in the application of simulation-based methodologies (e.g., agent-based models), closed-form mathematical models or a combination of these two approaches. The minisymposium is also open to contributions that
are concerned with methodological aspects of research on dynamic systems in the fields of management and economics.
Organizers: B. Lohmann, TU München, B. Haasdonk, University of Stuttgart, and C. Himpe, Max Planck Institute for Dynamics of Complex Technical Systems
Session(s): WeD2, WeE2, ThC2, ThF2
The modeling and discretization of complex dynamical systems leads to high-dimensional simulation models, making analysis, design, optimization and control difficult. This problem is addressed by the active and interdisciplinary field of Model Reduction, which aims at finding low-dimensional surrogate models reducing computational complexity of any subsequent use of the model. The minisymposium shall give a scientific platform for different aspects of dimensionality reduction of dynamical systems. We will consider different families of methods like State-Space Methods, Reduced Basis Methods, or POD and data driven methods. The problem classes comprise parametric, structure preserving, time-varying or time-invariant, linear or nonlinear models. We address mathematical aspects like error-control, efficiency and approximation. Various fields of application will be presented, like electrical/electronical, mechanical, biological, network and control systems.
Mathematical Modelling and Control of Bio-Chemical Processes
Organizers: J. Van Impe, Katholieke Universiteit Leuven and P. Bogaerts, Universite Libre de Bruxelles
Session(s): ThC1, ThF1, FrA1
The mini-symposium aims at stimulating contacts between specialists active in academic research and industrial development in all major areas in biotechnology, where mathematical modelling is used to aid bioprocess design, supervision, diagnosis, operation, optimization and control.
Topics: systems biology, metabolic engineering, modelling and identification, parameter and state estimation, fault diagnosis and monitoring, sensors and soft sensors, bioinformatics, dynamics and control, scheduling and optimization, life cycle analysis, etc.
Applications: microbial technology, mammalian, insect and plant cell technology, gene therapy, pharmaceutical processes, food engineering, bulk chemicals
production, environmental processes (wastewater, bioremediation, …)
Mathematical Modelling for Locomotion Mechanics and Mobile Robotics
Organizers: F.L. Chernousko and N.N. Bolotnik, Institute for Problems in Mechanics of the Russian Academy of Sciences
The aim of the minisymposium is to discuss challenging problems of locomotion mechanics and the techniques for mathematical modelling of the behaviour of natural and artificial locomotors in view of applications in mobile robotics and to exchange the recent achievements in this field obtained by scientists from different countries. Particular attention will be given to limbless locomotion and its applications in mobile robotics.
Mobile robotics is a rapidly developing science-intensive branch of modern engineering. Mobile robots have numerous applications in industries, agriculture, space exploration, for implementing various tasks in emergency situations and in the environments hazardous to humans, in medicine. Mathematical models of mobile robots of various design and purposes, techniques for the analysis and computer simulation of the behaviour of the mobile robots, as well as control and optimization problems related to mobile robotics will be discussed on the sessions of the minisymposium.
Special attention will be given to biomimetic locomotion robots that can move in various environments without special propelling devices due to the change in the configuration of their bodies, like snakes, worms, or fish, as well as to vibration-driven robots, the motion of which is excited by periodic oscillations of internal masses. Such robots are simple in design and easy to miniaturize. Vibration-driven robots can be designed as a hermetic capsule that does not have protruding parts; the source of energy and driving mechanisms are located inside the capsule. The capsule robots can be used in vulnerable environments and in tubes. They seem prospective for using in medicine for delivering a drug or a diagnostic sensor to an affected organ inside a human body.
Control-oriented Modelling, Control Design and Optimization of Dynamic Systems with Distributed Parameters
Organizers: H. Aschemann, University of Rostock, and G. Kostin, Institute for Problems in Mechanics of the Russian Academy of Sciences
Session(s): WeE3, ThB3, ThC3
The minisymposium aims at providing a meeting point for scientists to exchange their ideas and achievements in the areas of control-oriented modelling, control design and optimization of dynamic systems with distributed parameters. Topics such as early and late lumping in controlled systems described by partial differential equations, semi-discretization schemes and order-reduction techniques, optimal control in hyperbolic and parabolic problems, suppression of vibrations and disturbances in structures, system controllability and observability under uncertainties, validation and verification associated with robustness and sensitivity, online identification and adaptability are to be included. Both theoretical and experimental aspects are planned to be discussed. Applications may concern mechatronics and robotics, mechanics of structures and solids, thermo- and hydrodynamics, mechanical and electrical engineering, transportation and energy networks, process engineering as well as other related areas.
Modelling, Simulation and Control for Hydropower Systems
Organizers: B. Lie, University College of Southeast Norway
Sustainable energy development implies meeting the energy needs of the future without jeopardizing the life quality of the planet. To achieve this, sustainable energy sources need to be renewable, and hydro power is one of the most important such energy sources.
A growing inclusion of renewable, but intermittent, power sources in the electric grid implies a growing imbalance between available power and power consumption. The intermittent based power has the effect of a disturbance in the system, leading to increased variation in electric frequency, etc. To counteract this, it is necessary to have access to energy sources that can be stored (high head hydropower, biomass, etc.) and which thus can be used to control the system, and more advanced control structures.
This mini-symposium will give a view into on-going research on design of turbines, generators, inclusion of surge tanks, combined turbines/pumps for pumping water up into reservoirs and the relevant models of such systems. Furthermore, the symposium aims to present studies of new ways to operate hydropower systems, both from a design point of view, and from a control point of view.
Modelling and Simulation in Solar Thermal Power Plants
Organizers: E. Juuso, University of Oulu, Finland, and, L. J. Yebra, CIEMAT, Plataforma Solar de Almería, Spain
Session(s): ThB2, FrA3
In recent years, an increasing quantity of solar thermal plants has been built along the whole world for the purpose of thermal or electrical energy supply from solar radiation. The plants operate in versatile temperature ranges. Concentrating solar thermal (CST) plants, which are designed for high temperatures, are complex systems formed by different components, frequently presenting important uncertainties and nonlinear dynamic behaviour. Most of the current CST plants are using Parabolic Trough Collector (PTC) and Central Receiver (CR) technology based components and aimed at electricity generation. The CST technologies gave rise to an incipient industry, mainly aimed at electricity generation that is progressively including current research results although the development of new design, operation and control techniques is a growing field of research.
Solar thermal energy solutions with flat plate collectors are focused towards large scale applications which range from district heating, mining, brewing, agricultural industry to energy renovations of large building complexes. District heating is a very suitable application for solar thermal heating, especially in networks with low temperatures. Several industries use process heat and can benefit from the use of solar thermal process heating. Among them are greenhouses, mining companies, dairies, brewing companies and other food industries to name only a few customer segments.
Due to the great complexity of such energy systems including the intermittent and uncontrollable nature of the energy source (solar radiation), intermediate storage systems, other controllable renewable generators and variable load demand; new approaches have to be done in order to optimally operate and control systems of this kind.
Besides operation and control objectives, modelling and simulation could be more deeply applied in the whole life cycle of any solar thermal energy plant, like in component development, logistics in the plant construction, dispatchability, hybrid plant configurations design, for citing just some of them.
Organizers: G. Ferretti and F. Casella, Politecnico di Milano, Italy
The field of object-oriented modelling and simulation (OOMS), based on equation-based object-oriented modeling languages and tools (EOOLT), continues its success and expanding usage all over the world primarily in engineering and natural sciences but also in some cases social science and economics.
The minisymposium on object-oriented modelling aims at collecting some new issues and results, from the classical modelling point of view, but also considering some other aspects, such as the adoption of the object-oriented approach to new problems and physical domains, to the solution of optimization problems and the design of advanced, model-based, control strategies, to the handling of very large-scale problems and to the integration of models into the Functional Mockup Interface framework.
Mathematical Modeling of Strongly Nonlinear Mechanical Dissipative Systems
Organizers: A.A. Kireenkov, Moscow Institute of Physics and Technology (State University), Russia, and I.I. Kosenko, Moscow Aviation Institute, Russia
Main goal of this mini-symposium is providing a possibility for the exchange of new ideas and results between research groups in the field of mathematical models and their implementation in the investigation for strongly nonlinear dissipative mechanical systems. Special attention will be given to examples of real dynamic problems considering interaction with dry friction, fluid-structure interaction and other similar topics. In particular, models of dry friction for combined kinematics as interacting rigid bodies participate in simultaneous relative rolling, spinning and sliding motions are of interest. Fluid-structure interaction problems are also assumed to be included in this circle of problems.
Modelling in Hereditary Continuum Mechanics
Organizers: A.S. Shamaev, Institute for Problems in Mechanics RAS, Moscow State University, Russian Federation
The minisimposium is aimed to combine a number of recent studies on viscous elasticity and creep modelling. These mechanical models are described by equations and systems of equations with non-local (integral) terms, which have the form of convolution. Asymptotic methods can be used for building models of a multiphase medium, where each phase is characterized by a system of integro-differential equations. The efficient models of multiphase mediums can be constructed, accuracy and a domain of applicability for asymptotic methods can be studied. Some problems of oscillations of viscous elastic inhomogeneous systems can be examined by the means of numerical experiments.
The topic of controllability of oscillations of viscous elastic systems will also be covered. Some qualitative features, which differs the problems of controllability of integro-differential systems from similar problems of systems of differential equations, can be figured out. In particular, there is not a property of total controllability in some cases for integro-differential systems in contrast to known problems, such as vibration of a string, a membrane and so on. Parameters estimation by the means of numerical experiments in control processes in some problems of hereditary mechanics is to be discussed.
Modelling for Control and Optimization of Manufacturing Systems
Organizers: G. Music, University of Ljubljana, Slovenia
Design and operation of manufacturing systems traditionally relies on mathematical models that are used in various stages of the systems’ life cycle. Technological advancements bring new modelling concepts, use of AI techniques and data based approaches. Widespread digitalization of manufacturing systems and the move towards smart factories increases the importance of manufacturing models in manufacturing decision making. Mathematical modelling can be seen as a common paradigm of diverse manufacturing management and optimization techniques.
Papers addressing various modelling approaches applied in manufacturing domain will be presented. Proposed topics include, but are not limited to, traditional discrete-event simulation models in manufacturing design and optimization, aggregated first principle models, data-driven models, big data and AI approaches, and related applications in manufacturing control and optimization.
Modeling and Control of Smart Material Systems
Organizers: G. Rizzello and J. Rudolph, Saarland University, Germany
In recent years, many researchers have shown an increasing interest in the field of ‘smart materials’. This term refers to those materials such as dielectric elastomers, shape memory alloys, and piezoelectrics, whose mechanical properties can be controlled by means of external stimuli, e.g., electrical, magnetic, thermal, chemical. Thanks to their unique features, smart materials permit to realize novel mechatronic systems capable of performance not achievable with standard transduction technologies. However, smart materials exhibit a complex dynamic behavior, often affected by severe nonlinearities, rate-dependent phenomena, and hysteresis, which makes their modeling and control a particularly challenging task. The aim of this minisymposium is to illustrate and discuss several challenges arising from the complex behavior of smart materials. Particular emphasis is given to the effects of nonlinearities exhibited by different types of smart materials, in relation to their performance in open- and closed-loop, as well as to the development of physics-based models capable of reproducing such phenomena.