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The set of constitutive relationships is formulated similarly to the set of scaled relationships that is frequently applied in continuum models.
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With the nineteenth century's advent of evolutionary thinking, especially after Darwin's theory of evolution by natural selection, more explicit hypotheses of relationships were formulated.
We show how these relationships are formulated as logical constraints in a mixed integer programming (MIP) model, thus capturing the role of BOM in the selection of suppliers in the strategic design of a supply chain.
Their relationship is formulated as Delta t' + Delta {t^{0}} = Delta {T_{i,S}}, (19).
An atomistic-continuum constitutive relationship is formulated for bridging-scale simulations of microtubules from polyatomic structure to continuum meshfree modeling.
Whenever a link is transmitting at a non-zero rate, the associated node also has to be activated, so this relationship is formulated as ∑ r x l ( r ) = y tr ( l ), ∀ l ∈ L (24).
The mathematical equations characterizing the relationship were formulated.
A relationship was formulated between the average corrosion level of the rebar in the transfer region of the bond strength.
Relationship between these parameters and specific fuel consumption was analyzed under two typical operating conditions and mathematical equations characterizing the relationship were formulated.
Relationship between these parameters and noise was analysed under two typical operating conditions and mathematical equations characterizing the relationship were formulated.
The linear relationship was formulated as Y = ∑ X i, while the nonlinear relationship was formulated as Y = ∑ X i.
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