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The martensitic transformation behaviour of these films depends critically on the microstructure and dimensional constraint.
Instead, a very broad endothermic curve ranging from 90 °C to 172 °C shows up, suggesting that the stretched chains in a filament with severe dimensional constraint relax slowly toward isotropic state over broad range of temperature.
This indicates a dimensional constraint in the 2 nm thick film.
The distance function to satisfies a convex property in a neighborhood of, which implies that is the unique closed minimal submanifold in this neighborhood, up to a dimensional constraint.
Taking the expression of x ∈ S ( x 0, g ~ ) into (14), it turns into a one dimensional constraint optimization problem with variable a: min a ∈ [ − 1, 1 ] p 1 a 1 − a 2 + p 2 a 2 + p 3 a 3 1 − a 2 + p 4 a 4, (17).
As-deposited 3 and 4 nm thick films also display no J T, but when subjected to the same 900°C anneal as the 2 nm thick film, the dimensional constraint is relaxed and J T distortions are stabilized and are observed in O K edge XAS.
Similar(54)
In this paper, we propose a novel approach solving the data allocations in multiple dimensional constraints.
And, the hazards come about mainly because of the dimensional constraints of the access-hole.
Considering some given dimensional constraints, the acceptable functional dimensions and the singular configurations are determined.
Our proposed approach is a novel scheme of minimizing the total costs when executing SPM under multiple dimensional constraints.
Microstructural constraints, e.g. due to second-phase particles and grain boundaries, and dimensional constraints in small-scale materials such as thin films are distinguished.
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