Document Type
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BL
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Record Number
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852007
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Main Entry
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Cacuci, Dan Gabriel
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Title & Author
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The second-order adjoint sensitivity analysis methodology /\ Dan Gabriel Cacuci.
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Publication Statement
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Boca Raton :: CRC Press,, 2018.
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, ©2018
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Series Statement
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Advances in applied mathematics
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Page. NO
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1 online resource (xx, 305 pages)
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ISBN
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1315120275
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: 1498726496
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: 9781315120270
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: 9781498726498
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1498726488
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9781138105294
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9781498726481
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Bibliographies/Indexes
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Includes bibliographical references and index.
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Contents
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Motivation for computing first- and second-order sensitivities of system responses to the system -- Illustrative application of the 2nd-ASAM to a linear evolution problem -- The 2nd-ASAM for linear systems -- Application of the 2nd-ASAM to a linear heat conduction and convection benchmark problem -- Application of the 2nd-ASAM to a linear particle diffusion problem -- Application of the 2nd-ASAM for computing sensitivities of detector responses to uncollided radiation transport -- The 2nd-ASAM for nonlinear systems -- Application of the 2nd-ASAM to a nonlinear heat conduction problem.
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Abstract
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"The author has achieved the breakthrough of generalizing the First-Order Theory presented in his previous books, to the efficient computations of arbitrarily high-order sensitivities for nonlinear systems (HONASAP). This breakthrough has many applications, especially when there is a need to quantify nonlinear behavior or to quantify uncertainties in design parameter/system responses in large-scale systems. This book presents the theory of the HONASAP with applications, from simple, analytically solvable, paradigm problems to large-scale applications in thermal hydraulics, particle transport, etc."--Provided by publisher.
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Subject
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Large scale systems.
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Subject
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Nonlinear systems.
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Subject
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Sensitivity theory (Mathematics)
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Subject
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Large scale systems.
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Subject
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Nonlinear systems.
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Subject
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SCIENCE-- System Theory.
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Subject
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Sensitivity theory (Mathematics)
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Subject
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TECHNOLOGY ENGINEERING-- Operations Research.
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Subject
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Applied Mathematics.
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Subject
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Mathematical Physics.
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Subject
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Mathematics Statistics for Engineers.
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Dewey Classification
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003/.71
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LC Classification
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QA402.C2987 2018eb
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