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We propose a new method for designing high-order finite difference schemes that inherit conservation or dissipation properties from conservative or dissipative systems such as Hamiltonian systems with/without damping terms.
The numerical counterpart included the bridge columns and the additional energy dissipation properties.
The dissipation properties of both the axial and the bending vibration modes are experimentally investigated.
The enhancement of the dissipation properties of these structures can prevent, or at least mitigate, the problem.
Thermal comfort was measured based on heat dissipation properties of each helmet as a function of wind speeds.
And, the scheme can preserve the mass conservation and energy dissipation properties of the original problem.
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A dissipation property is derived for the entire complex plant rigorously.
The generalized dissipation property is completely characterized in terms of a partial differential inequality, interpreted in the viscosity sense.
The superior damping capacity and static dissipation property make them suitable for intra-structure materials for airplane and transportation.
Energy loss analysis was also performed which showed that Panel C had the best energy dissipation property.
Furthermore, we show that the proposed procedure can be modified for designing "linearly implicit" finite-difference schemes that inherit energy conservation or dissipation property.
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