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are derived for a generalized ACC traffic flow model.
For each mode, reduced governing equations are derived for a layer of arbitrary shape.
Then, uniform stabilization conditions are derived for a ρ-geometric decomposable dissipative DSS.
Moreover, asymptotic results are derived for a finite cross section and infinite time dimension.
Some asymptotic behaviors of the solution are derived for a linearized system.
Local integral equations are derived for a unit function as the test function on circular subdomains.
Explicit expressions are derived for a generic element of the ring's circular central axis.
Analytic solutions are derived for a horizontal curved beam subjected to vertical and horizontal moving loads.
In this paper, constraints on the road disturbance transfer functions are derived for a quarter-car active suspension system.
The underlying equations for the thermomechanical coupling are derived for a crystal plasticity model with gradient hardening.
The expressions for both longitudinal and flexural wave components are derived for a variable angle of connection for the rods.
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