Litcius/Paper detail

A Jacobi-Ritz approach for FGP beams with arbitrary boundary conditions based on a higher-order shear deformation theory

Bin Qin, Rui Zhong, Qingshan Wang, Xingzhuang Zhao

2020Composite Structures27 citationsDOI

Topics & Concepts

Boundary value problemParametric statisticsVibrationRitz methodMathematical analysisJacobi polynomialsBeam (structure)Displacement (psychology)Convergence (economics)Structural engineeringBoundary (topology)MathematicsOrthogonal polynomialsPhysicsEngineeringEconomic growthEconomicsPsychotherapistQuantum mechanicsPsychologyStatisticsComposite Structure Analysis and OptimizationVibration and Dynamic AnalysisRailway Engineering and Dynamics
A Jacobi-Ritz approach for FGP beams with arbitrary boundary conditions based on a higher-order shear deformation theory | Litcius