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Numerical model employed the Dynamic Mesh Method (DMM) for modelling mesh movement around the blades of rotor for different position with respect to computational domain.
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Therefore, we validate the superiority of our proposals with respect to computational complexity.
We first give the theorem with respect to computational complexity of the DTO-MROD as follows.
Unfortunately, the better performance brings also higher requirements with respect to computational complexity and memory access.
However, they differ greatly with respect to computational complexity.
This fully-coupled approach is very costly with respect to computational time.
Another issue is the current state of the art with respect to computational software and tools.
We show the benefits of our approach with respect to computational runtime and meaningful OTU assignments.
Each calculation step is not particularly demanding with respect to computational hardware.
When comparing the different aligners with respect to computational complexity (rather than accuracy, as above), we find the following.
These results are based off surface energies corresponding to a contact of 30° with respect to the computational domain X and a transition size τ of 0.1 μm.
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