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The dynamic impedance response is predicted to depend on three phenomenological components, viz.
This response is predicted for both traction-free and pre-stretched composites.
In the second step, the response is predicted through a conditional predictor where the estimators obtained in the first step are utilized.
The extreme response is predicted using both short-term and long-term approaches, and the fatigue strength is assessed using a closed-form spectral fatigue method.
The structural response is predicted by a co-rotational finite element formulation and the design and imperfection sensitivities are evaluated by an adjoint method.
The structural response is predicted for given loading and boundary conditions, and the power variables are calculated from element forces and velocities.
Similar(34)
The ignition response was predicted based on an ignition criterion of effective plastic work.
A qualitatively similar thermal response was predicted by the model when we vary grafting density, molecular weight, and chemical composition (Fig. 5c, Supplementary Figure 16).
The structural response was predicted using nonlinear static analysis and nonlinear dynamic analysis with synthetic ground motion records.
The vibration excitation from the gear mesh and the system response were predicted using finite element and lumped-parameter models.
The response was predicted with an exact wave solution and compared with two approximate solutions; a first wave prediction and a transient statistical energy solution.
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