Pages that link to "Item:Q2665026"
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The following pages link to Efficient two-scale simulations of engineering structures using the Hashin-Shtrikman type finite element method (Q2665026):
Displaying 13 items.
- A simple way to improved formulation of \(\text{FE}^2\) analysis (Q889691) (← links)
- A multilevel finite element method (FE\(^{2}\)) to describe the response of highly nonlinear structures using generalized continua. (Q1420915) (← links)
- A general, implicit, finite-strain FE\(^2\) framework for the simulation of dynamic problems on two scales (Q2039075) (← links)
- Mathematical foundations of FEM-cluster based reduced order analysis method and a spectral analysis algorithm for improving the accuracy (Q2150235) (← links)
- An efficient monolithic solution scheme for FE\(^2\) problems (Q2237289) (← links)
- Efficient prediction of the effective nonlinear properties of porous material by FEM-cluster based analysis (FCA) (Q2237326) (← links)
- A geometrically adapted reduced set of frequencies for a FFT-based microstructure simulation (Q2246332) (← links)
- Convergence and error analysis of FE-HMM/FE\(^2\) for energetically consistent micro-coupling conditions in linear elastic solids (Q2325767) (← links)
- A hybrid variationally consistent homogenization approach based on Ritz's method (Q2952262) (← links)
- The finite element square reduced (FE<sup>2<i>R</i> </sup> ) method with GPU acceleration: towards three-dimensional two-scale simulations (Q2952972) (← links)
- Statistically compatible hyper-reduction for computational homogenization (Q6153901) (← links)
- Three-scale bridging for woven composites using homogenization techniques (Q6162956) (← links)
- Multiscale enhanced non-uniform transformation field analysis (Q6589335) (← links)
