Results 11 to 20 of about 3,216,540 (223)
Continuous energy adjoint transport for photons in PHITS [PDF]
Adjoint Monte Carlo can be an effcient algorithm for solving photon transport problems where the size of the tally is relatively small compared to the source. Such problems are typical in environmental radioactivity calculations, where natural or fallout radionuclides spread over a large area contribute to the air dose rate at a particular location ...
Malins Alex +2 more
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A CONTINUOUS ADJOINT APPROACH FOR VEHICLE INTERIOR NOISE REDUCTION [PDF]
In this paper the continuous adjoint method is developed for a vibroacoustic model that predicts the interior noise of a vehicle induced by the airflow. The model simulates the front side window vibration, excited by the acoustic and hydrodynamic pressure load, and the resulting sound wave propagation into the cabin. Targeting interior noise reduction,
Kapellos, Christos, Hartmann, Michael
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On the Absolutely Continuous Spectrum of Self-Adjoint Extensions
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Brasche, Johannes F., Neidhardt, Hagen
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A Continuous Adjoint Framework For Vehicle Aerocoustic Optimization
This paper presents a novel adjoint-based methodology for vehicle aeroacoustic optimization. The adjoint sensitivity map on the side mirror is computed, which indicates how its geometry should change in order to reduce the wind noise transmission into the vehicle interior.
Kapellos, C.,, Hartmann, M.,
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Continuity of the Spectrum of a Field of Self-Adjoint Operators [PDF]
Given a family of self-adjoint operators $(A_t)_{t\in T}$ indexed by a parameter $t$ in some topological space $T$, necessary and sufficient conditions are given for the spectrum $σ(A_t)$ to be Vietoris continuous with respect to $t$. Equivalently the boundaries and the gap edges are continuous in $t$. If $(T,d)$ is a complete metric space with metric $
Beckus, Siegfried, Bellissard, Jean
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Continuous Adjoint Method for Unstructured Grids [PDF]
Adjoint-based shape optimization methods have proven to be computationally efficient for aerodynamic problems. The majority of the studies on adjoint methods have used structured grids to discretize the computational domain. Because of the potential advantages of unstructured grids for complex configurations, in this study we have developed and ...
Antony Jameson +2 more
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On the adjoint of a symmetric operator [PDF]
In general it is a non-trivial task to determine the adjoint S* of an unbounded symmetric operator S in a Hilbert or Krein space. We propose a method to specify S* explicitly which makes use of two boundary mappings that satisfy an abstract Green's ...
Meda S. +47 more
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Sensitivity Analysis for Periodic Orbits and Quasiperiodic Invariant Tori Using the Adjoint Method
This paper presents a rigorous framework for the continuation of solutions to nonlinear constraints and the simultaneous analysis of the sensitivities of test functions to constraint violations at each solution point using an adjoint-based approach.
Dankowicz, Harry +3 more
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RANS turbulence treatment for continuous adjoint optimization [PDF]
This paper discusses the implementational aspects related to the turbulence modelling for continuous adjoint optimization. The starting point is the derivation of equations of the high-Reynolds number k- model of turbulence in the framework of continuous adjoint optimization.
Mirza Popovac +3 more
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Continuous Adjoint Approach for the Spalart-Allmaras Model in Aerodynamic Optimization [PDF]
In this paper, the continuous adjoint method to compute shape sensitivities in aerodynamic design with turbulence modeling is described and developed. The focus is on compressible flows described by the Reynolds-averaged Navier-Stokes equations and the classical Spalart-Allmaras model for turbulence. Turbulence modeling usually requires, in particular,
Bueno-Orovio, A. +3 more
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