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In addition to data from the macro scale model, there is also input data coming from a network model.
On the example of quasi-statically loaded single-lap shear test specimens, the macro scale model was used to implement different configurations of the reinforcements including variations of the pin geometry as well as their arrangements.
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In order to use micro-scale model to deal with large scale practical engineering interfaces, a cantilever structure connected by bolted joint is taken as a macro scale example, and its dynamic model is established with the pressure distribution on the interface and real contact area obtained by simulations and experiments.
The model consists of a macro-scale model that generates commodity flow data on macroscopic level using economic modelling tools.
In this work, a macro-scale model for a pouch cell was developed and coupled with the multi-physics models.
A tie boundary/cut boundary technique is introduced to couple the micro-scale model to the macro-scale model.
A key task in deriving a macro-scale model is specifying the topology of Gsc, as this graph encodes the social network structure for the phenomenon of interest.
The calculated mass transfer coefficient on such a basis is different from the volumetric mass transfer coefficient in the macro-scale model and the difference is discussed.
This data is used to generate both a meso-scale model of a single unit cell as well as a macro-scale model of the complete structure.
A corresponding macro-scale model using the Butler Volmer equation for electrochemical reactions, Ohm's law for current conduction and the Dusty-gas model for gas transport is described.
Periodicity applies to the topographical features and lubricant flow, data is homogenised over a range of variables at a micro-scale and coupled into a macro-scale model.
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