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This approach employs physics-based models for partial slip of spherical contacts to formulate the contact forces at asperity tips.
Existing models for partial discharge (PD) propagation based on a single attenuation constant are unable to explain how each frequency component travels with a different propagation velocity.
There are alternatives to multilevel models for partial pooling.
Just like the blood, the liver regenerates robustly after injury and mammalian models for partial hepatectomy have existed for more than 80 years (Higgins and Anderson, 1931).
We exemplified the use of multilevel models for partial pooling in the context of multiple populations, a scenario of high relevance for plant (Lehermeier et al. 2014) and animal (Lund et al. 2014) breeding.
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A two-parameter (TP) mixing model for partial segregation has been applied to continuous stirred tank reactors (CSTR) for cases with premixed and unmixed feed.
The analytical equations were validated successfully against available experimental data and conclusions indicate that the simplified model for partial interaction is viable and should be used even for specimens with full interlayer shear capacity.
In Section 2, we introduce our network model and the new model for partial network knowledge.
Wang, et al. [106], developed a compensation model for partial coverage of the strip edge and proposed an interpolation method for the fault measurement unit.
We now describe our model for partial network knowledge that we refer to as 1-local view: All nodes have full knowledge of the network topology ((mathcal {V},mathcal {E})) (i.e., they know which links are in (mathcal {G}), but not necessarily their channel gains).
As a model for partial colocalization we studied NGF receptors fused to fluorescent proteins (TrkA-CFP and p75-YFP) that were characterized in our lab (Iacaruso et al., in preparation) or in previous literature [23] (Fig. 3B).
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