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The nonlinear parameter-dependent system is approximated by two local linear models.
The vibration control problem of an uncertain system is approximated by a deterministic one.
The considered system is approximated by a discrete-time looper-tension control system model.
At first, the piecewise linear restoring force of the system is approximated by Legendre series.
The dispersed system is approximated by an N-particle stochastic weighted ensemble.
Due to frictional nonlinearities the behavior of that system is approximated using the Multiharmonic Balance Method (MHBM).
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The swollen network-salt system was approximated by the lattice model of polymer solutions.
Within the discretized problem domain, the variable internal properties, boundaries, and stresses of the system are approximated.
Within the discredited problem domain, the variable internal properties, boundaries, and stresses of the system are approximated.
Employing the multiple scales method, the boundaries of the instability zones in the mistuned turbo blade system are approximated.
Trilinear force deformation relationship of the dual RC-BRBF system was approximated as the bilinear capacity curve to derive the yield displacement.
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