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The governing equations are introduced by using high-order shear deformation beam model with a von Kármán-type of kinematic nonlinearity.
Then, fully discrete approximations are introduced by using the finite element method to approximate the spatial variable and the backward Euler scheme to discretize the time derivatives.
Such structures are introduced by using the concept of a reference structure and repeating itself over many scales, telescoping both downward and upward in scale.
In this section, two numerical examples are introduced (by using MATLAB) to show the effectiveness and the smaller conservativeness of our results.
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The nonlinearity is introduced by using radial basis functions.
Finally the best strategy will be introduced by using the simulation results in Matlab/Simulink software.
A new way of modeling is introduced by using the description of robotic manipulators.
A performance enhancement method is introduced by using the forward backward averaging technique.
The dangling chains were introduced by using vegetable oils as chain extender.
In this paper, a correction method is introduced by using statistical air pressure map and wind speed map.
First, the application of dimples perpendicular to an engineering surface is introduced by using laser in a controlled manner.
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