Closed-form solutions for the free vibrations of three-dimensional orthotropic rectangular plates - ScienceDirect
Analytical Solution of the Bending Problem for Rectangular Orthotropic Plates with a Variable in-Plane Stiffness | springerprofessional.de
Asymptotic closed-form solutions including boundary-layers for orthotropic beams - ScienceDirect
Simply Supported Orthotropic Plate — FLAC3D 7.0 documentation
Analytical solution for the elastic bending of beams lying on a linearly variable Winkler support - ScienceDirect
Asymptotic closed-form solutions including boundary-layers for orthotropic beams - ScienceDirect
Calculation examples. (a) Cantilever beam subjected to an end-load. (b)... | Download Scientific Diagram
Bending deformation of a cantilever beam under the action of linearly... | Download Scientific Diagram
Typical asymmetric delamination fracture beam test configurations. (a)... | Download Scientific Diagram
Materials | Free Full-Text | Three-Dimensional Bending Analysis of Multi-Layered Orthotropic Plates by Two-Dimensional Numerical Model
Bending of orthotropic rectangular thin plates with two opposite edges clamped - Yangye He, Chen An, Jian Su, 2020
Deflection of the Beam of Length 4 m Subjected to M0 = 10 kN-m for... | Download Scientific Diagram
Closed-form solutions for the coupled deflection of anisotropic Euler–Bernoulli composite beams with arbitrary boundary conditions - ScienceDirect
Aerospace | Free Full-Text | Closed-Form Analysis of Thin-Walled Composite Beams Using Mixed Variational Approach
New analytic bending, buckling, and free vibration solutions of rectangular nanoplates by the symplectic superposition method | Scientific Reports
On pure bending in non-linear elasticity: A circular closed-form 2D solution for semi-linear orthotropic material - ScienceDirect
On pure bending in non-linear elasticity: A circular closed-form 2D solution for semi-linear orthotropic material - ScienceDirect
Mathematics | Free Full-Text | Closed-Form Solution for the Natural Frequencies of Low-Speed Cracked Euler–Bernoulli Rotating Beams
An efficient closed-form solution for springback prediction and compensation in elastic–plastic creep age forming | SpringerLink
Bending - Wikipedia
Variation of maximum deflection with ratios of t/l in Timoshenko beams... | Download Scientific Diagram
Mathematics | Free Full-Text | Closed-Form Solution for the Natural Frequencies of Low-Speed Cracked Euler–Bernoulli Rotating Beams
