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For minimizing the discrepancy functional we use the adjoint problem method; however, we use it not only in iterative regularization, but in Tikhonov and parametric ones as well.
In this paper the shape gradient of the least-squares objective functional is derived with the help of the shape sensitivity analysis and adjoint problem method.
The present paper proposes an inverse problem method of determining the bottom slopes in front of and behind an aerator if the requirements of air entrainment, flow conditions and some of aerator geometric parameters are given.
This work describes an inverse problem method to optimize the geometric design for microchannel heat sinks using a novel multi-parameter optimization approach, which integrates the simplified conjugate-gradient scheme and a fully developing three-dimensional heat transfer and flow model.
The inverse problem method is applied by using a thriving solver afforded by the nonlinear optimization toolbox of Matlab 'Fmincon', this function is based on Active-Set and Sequential Quadratic Programming approaches with calculation of the Hessian from Quasi-Newton algorithm.
This information structure is based on the inverse problem method and uses a breakthrough thinking ("eureka effect") approach.
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To eliminate the pollution problem, methods to convert the dissolved hydrogen chloride to elemental chlorine were developed.
Set forth in the booklet are a description of the problem, methods for the inspection of film and the reporting of damage, and colored photographs of the six types of defects.
The lower bound for set can be found by solving the problem using convex problem methods.
To overcome this problem, methods of retrograde and antegrade cerebral perfusion have been established [ 6].
This paper presents an inverse-problem method, by which the evolution equations for the object radii can be derived from the steady-state distribution functions.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com