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Rotation also breaks isotropy and induces vortex tubes in the direction of frame rotation.
Through the accelerated GPU-LBM simulation, we look into various effects of frame rotation on turbulence.
This frame rotation defines a nonlinear state transformation, which acts as a preconditionner.
In our proposed algorithm, gyro outputs are used to track the body frame rotation, and the observation of the pure gravity slow drift in the inertial gives the navigation frame rotation.
In this work, we numerically study decaying isotropic turbulence in periodic cubes with frame rotation using the lattice Boltzmann method (LBM) and present the results of rotation effects on turbulence.
In the case of turbulence subject to frame rotation, the LBE simulations confirm that the energy decay rate decreases with Rossby number as the energy cascade is inhibited by rotation.
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From studying the plots, it is clear that for some of the high switchers in Experiment 1, but not all, responses are not evenly distributed across the 60-frame rotation cycle.
The wrist frame rotates but this rotation does not affect the two degrees of freedom (flexion/extension and abduction/adduction) that are instrumental for the generation of the pointing trajectory.
In the three-dimensional space, relative to the laboratory reference frame, a rotation matrix was used to represent object rotation.
The theoretically soundest methods (i.e. fully resolved transient simulations) have often been deemed unfeasible, and the majority of previously published studies use severe simplifications (i.e. k-ε models for turbulence and multiple reference frame for rotation).
We sampled a single frame per rotation; each of these frames was taken when the model school was at a predetermined position in the tank.
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