Results 31 to 40 of about 271,026 (169)
Reframing hydrology education to solve coupled human and environmental problems [PDF]
The impact of human activity on the biophysical world raises myriad challenges for sustaining Earth system processes, ecosystem services, and human societies.
E. G. King +2 more
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Study on coupled problems of thermoelasticity in Strains [PDF]
In the work, within the framework of the strain compatibility conditions of Saint-Venant, two equivalent dynamic boundary value problems of thermoelasticity with respect to strains are formulated.
Khaldjigitov Abduvali +3 more
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High Order Relaxation Methods for Co-simulation of Finite Element and Circuit Solvers
Coupled problems result in very stiff problems whose char- acteristic parameters differ with several orders in magni- tude. For such complex problems, solving them monolithi- cally becomes prohibitive.
J. D. Nshimiyimana +4 more
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Well-posedness of the microwave heating problem
A number of initial boundary-value problems of classical mathematical physics is generally represented in the linear operator equation and its well-posedness and causality in a Hilbert space setting was established. If a problem has a unique solution and
Baljinnyam Tsangia
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Multiobjective evolutionary optimization of MEMS structures
The paper is devoted to the shape optimization of piezoelectric and electro-thermo-mechanical devices by the use of multiobjective evolutionary algorithm. In this paper, special implementation of multiobjective evolutionary algorithm is applied (MOOPTIM)
Adam Długosz
doaj
Derivative-Free Iterative One-Step Reconstruction for Multispectral CT
Image reconstruction in multispectral computed tomography (MSCT) requires solving a challenging nonlinear inverse problem, commonly tackled via iterative optimization algorithms.
Thomas Prohaszka +2 more
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At elevated temperatures, crack formation and propagation in metals are tied to thermodynamic processes like vacancy generation, diffusion, and condensation.
Wolfgang Flachberger +8 more
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On the Development of Efficient Solvers for Real-World Coupled Hydromechanical Simulations
Linear solvers usually are the most time- and memory-demanding part of a full coupled hydromechanical simulation. The typical block structure of the linearized systems arising from a fully-implicit solution approach requires the development of ...
Massimiliano Ferronato +2 more
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Scale-invariance and the strong coupling problem [PDF]
The effective theory of adiabatic fluctuations around arbitrary Friedmann-Robertson-Walker backgrounds - both expanding and contracting - allows for more than one way to obtain scale-invariant two-point correlations. However, as we show in this paper, it is challenging to produce scale-invariant fluctuations that are weakly coupled over the range of ...
Baumann, Daniel +2 more
openaire +2 more sources
This paper describes results of the mathematical modelling of the steady-state thermal phenomena taking place in a Fracmo 240 W DC electric motor. The model of the motor was defined in the ANSYS Fluent software to predict flow and temperature fields ...
Lukasz Slupik +2 more
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