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For the latter mentioned reason, numerical tools are thus an absolute necessity.
Therefore numerical tools are used for the structural design of lightweight membranes.
Numerical tools are needed to facilitate the development and optimization of these systems.
Nowadays, numerical tools are progressively used to estimate the risk of gas entrainment at the free surface.
Advanced numerical tools are utilized with the aim to design proper forming operations able to produce sound components.
Real time numerical tools are developed for open and closed curves as well as a strategy for umbilical points.
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However, the accuracy of the numerical tools is not yet always sufficiently accurate and reliable.
Analytical and numerical tools were used in the recent years to study the most important parameters of the fluid dynamic of the process.
Development of effective and plausible numerical tools is an imperative task for thorough studies of nonlinear dynamics in life science applications.
Here a complementary set of experimental and numerical tools is used to clearly demonstrate the presence of the two morphed graphene phases and their uniqueness when compare to graphene or other carbon allotropes.
Non-numerical mathematical tools are appropriate for the task.
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