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This interrelated parameters cause difficulty in obtaining analytical solution for prediction of lost circulation.
The presented approach offers an alternative method for determination of unsaturated hydraulic conductivity of homogeneous coarse-textured soils and a new solution for prediction of the effective unsaturated hydraulic conductivity of layered coarse-textured soils.
The proposed bond model for splitting failure incorporating the C/D ratio used in the closed-form solution for prediction of the serviceability crack width was found to give good estimation of the experimental results obtained from the full-scale beam tests.
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Particular interest in this paper is the development of an efficient solution methodology for prediction of gaps at block interfaces in pressure die casting.
A hitherto unavailable nonlinear resonance (eigenvalue) based semi-analytical solution technique for prediction of the elastic mode 2 collapse pressure of a moderately thick cross-ply ring, weakened by a modal or harmonic type imperfection, is presented.
Second, the OV framework does not provide an exact solution for the prediction of future economic novelty.
In this paper we present a simple and physically transparent analytical solution for the prediction of wellbore temperatures in gas production wells.
To this end, we use the Kalman recursions on the forwards representation to provide the solution for the prediction and filtering problems and on the backwards representation for the smoothing problem (see, e.g., [17, 18]).
It does not provide an exact solution for the prediction of future economic novelty, since there is no algorithmic way to specify the yet "empty" set of possibilities that are adjacent to the existing phase spaces.
Spatial modeling and the simulation of the organic infrastructure formation process enables one to find an analytical solution for the prediction of organic infrastructure growth spatial patterns according to different social, economic and environmental factors and initial conditions.
The use of standard path-following non-linear finite element analysis did not consistently capture the dynamic mode change and an approximate solution for the prediction of mode-changes using a Marguerre-type Rayleigh-Ritz energy method is presented.
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