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The formalism presented in the engineering treatment model (ETM) as well as the background of the method are assessed.
The background of the method is "Coons interpolation formula"; a mathematical formula capable of describing CAD surfaces initially applied to automobile applications.
The present article provides the historical background of the method, explains how the method can be applied, presents validation results based on data from 843 secondary school students in the Netherlands and describes the methods' strengths and weaknesses.
The physical background of the method lies in the thermal motion of the tracer particle, which can be connected to the viscoelastic properties of the local environment through the generalized Langevin equation [5, 6].
Theoretical background of the method is recalled, numerical implementation in a finite element code is exposed and comparison of the "homogenisation" and "coupled" method is proposed in the case of a 10 × 10 tube bundle, in 2D and 3D configurations.
Although the method has been successfully used in many fields of engineering analysis, there has been no attempt yet to present a work discussing the mathematical background of the method.
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In Section 3, we provide the background of the methods used in this paper.
The changes can only be properly understood given a background of the methods used before and after statistical equating was introduced, and we will describe them first as a part of the introduction.
A brief review of the theoretical background to the method is presented, and some numerical results in two dimensions are given.
The theoretical background of this method is offered by the classical equilibrium theory of adsorption.
The latter gives an historical background of the Space-Time Budget method and an overview of what the method entails.
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