Numerical validation of Koiter's model for all the main types of linearly elastic shells in the static case
Wangxi Duan, Paolo Piersanti, Xiaoqin Shen, Qian Yang

TL;DR
This paper numerically validates Koiter's shell model across all main types of linearly elastic shells, confirming its theoretical justification through computational experiments.
Contribution
It provides the first comprehensive numerical validation of Koiter's model for all main types of linearly elastic shells.
Findings
Koiter's model is numerically validated for various shell types.
The validation confirms the theoretical assumptions of Koiter's model.
Numerical experiments support the model's applicability in static cases.
Abstract
In this paper, we validate the main theorems establishing the justification of Koiter's model, established by Ciarlet and his associates, for all the types of linearly elastic shells via a set of numerical experiments.
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Taxonomy
TopicsAdvanced Mathematical Modeling in Engineering · Topology Optimization in Engineering · Composite Structure Analysis and Optimization
