The phrase 'bulk model' is grammatically correct and can be used in written English
It refers to a model or system that is designed to handle a large amount of something, such as data, materials, or products. Example: The company's success can be attributed to its efficient bulk model, which allows them to produce and ship large quantities of products quickly and at a low cost.
The bulk model of hexagonal Ni2P with P-62M symmetry was taken into account.
The bulk model is formulated within a thermodynamic framework at large strains, and it will be specialized and applied to cutting processes in steel production.
This problem poses challenges for the coupling of the dilute electrolyte (bulk) model to the surface dynamics model, which involves a complex network of reactions.
In order to obtain surface elastic constants, we have first determined the lattice constant resulting in minimum energy of bulk model for each potential, then we have measured the bulk and film elastic constants using respective models.
Two models such as the simple ion exchange across the interface (interface model) and the anion exchange in the aqueous phase (bulk model) were used to obtain the reaction rate constant.
With this assumption, one can derive the unloading curve of a hypothetical bulk model made of the film material, from which the hardness of the film material can be evaluated through conventional Oliver and Pharr's method.
To accomplish these tasks, different model types are developed including molecular models, bulk models, and compact models.
The enhancement in the convective performance observed is similar to what has been reported in well controlled and understood systems and is commensurate with bulk models.
Atomistic computational investigations were performed to assess mechanical behaviour and urea molecules diffusion of PVA Chitosan blend bulk models with different compositions.
These problems occur also in a thin film, in which the smallest dimension can be less than the free displacement and therefore require variations to existing theoretical transport bulk models.
Dislocation model simulations in literature so far have been able to predict few fatigue trends but are not sufficiently accurate to be used in engineering, where fracture mechanics-based (bulk) models are deemed more reliable.
