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Braginski, V. B., Mitrofanov, V. P. & Panov, V. I. Systems With Small Dissipation.
Braginsky, V. B., Mitrofanov, V. & Panov, V. I. Systems with Small Dissipation (Univ. of Chicago Press, Chicago, 1985).
Small dissipation of the solution is captured significantly using an adaptive grid.
The pulse test shows that this device has fast response and small dissipation.
Recently it was shown that averaged characteristics of non-linear vibrations are potential functions of load parameters in the limit of small dissipation.
A perturbation approach is used to obtain explicit expressions for the exponent in the presence of small intensity noise and small dissipation.
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Turbulent advection, small-scale dissipation, and weak forcing terms are split apart and treated independently, so that the overall scheme is still first order.
The proposed method outperforms the non-standard finite difference for studying singular perturbation problems for small dissipations (very small ϵ) and effective grid generation.
And the N-H substitutions are the systems with the smaller dissipation energy by photoemission.
For example, a wave that propagates slowly relative to the computational mesh is given smaller dissipation compared to a wave that is propagating at high speed on the mesh.
However, segmental bridge columns have small energy dissipation capacity, compared to conventional monolithic columns.
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