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The VCCL integrates the possibility to work with relations by providing the fundamental data type Relation and providing the operators of the Relational Al-gebra (see Methodology) as dedicated operator nodes of the VCCL (Preidel and Borrmann 2016a).
A classical Zener type relation R¯lim/r="K(1/fVb) cannot describe these effects.
The dependence of σF on the crack size deviates from a Griffith type relation.
In this paper, we prove general fixed point theorems for self-maps of a partially ordered complete metric space which satisfy an implicit type relation.
In this paper, we investigate the possibility of using a compound criterion inspired by an equivalence theorem type relation to build designs quasi-optimal for the EK variance when space-filling designs become unsuitable.
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The nonlinear Von-Karman type relations are used to obtain the strain components.
In the case of tight reservoirs, both due to over compaction and/or diagenetic effects, the simple porosity-fluid type relations from conventional reservoirs break down.
We then review Bode integral type relations and investigate performance limits for H2 tracking and regulation problems and H∞ control problems including loop shaping design.
The temperature dependence of 1H NMR T1 has been analyzed by postulating the C3 reorientations of two crystallographically independent cations with the BPP and the Arrhenius type relations.
The temperature-dependence of the diffusion coefficients gave good conformity to an Arrhenius-type relation.
For λ>80 nm, the yield stress increases with decreasing λ according to a Hall Petch-type relation.
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