Nonlinear finite element modelling of moving beam vibrations controlled by distributed actuators

Keyphrases

• Beam Finite Element 100%
• Nonlinear Finite Element Method 100%
• Piezoelectric Actuation 100%
• Distributed Actuator 100%
• Moving Beam Vibrations 100%
• Degrees of Freedom 50%
• Numerical Examples 50%
• Shear Deformation 50%
• Nonlinear Beam 50%
• Shear Strain 50%
• Highly Flexible 50%
• Feedback Control 50%
• Shear Deformable Beam 50%
• Rod Theory 50%
• Nonlinear Rods 50%
• Axial Deformation 50%
• Virtual Work 50%
• Internal Force 50%
• Bending Deformation 50%
• Nodal Degree 50%
• Piezoelectric Actuator 50%
• Biaxial Strain 50%
• Shear Bending 50%
• Two-link Robot 50%
• Thickness Deformation 50%
• Displacement Interpolation 50%
• Flexural Vibration 50%
• Bending Strain 50%
• Rotation Interpolation 50%
• Tip Mass 50%
• Actuation Control 50%
• Displacement Gradient 50%
• Strain Energy 50%
• Strain Measure 50%
• Distributed Mass 50%
• Concentrated Mass 50%
• Equivalent Rotation Vector 50%
• Equivalent Displacement 50%
• Flexible Arm 50%
• Flexible Robots 50%

Engineering

• Actuator 100%
• Finite Element Analysis 100%
• Fem Model 100%
• Piezo-Electric Actuation 66%
• Degree of Freedom 33%
• Numerical Example 33%
• Shear Deformation 33%
• Applicability 33%
• Shear Strain 33%
• Rod 33%
• Internal Force 33%
• Axial Deformation 33%
• Bending Deformation 33%
• Structural Element 33%
• Feedforward Control 33%
• Displacement Gradient 33%
• Strain Energy 33%
• Concentrated Mass 33%
• Flexural Vibration 33%
• Piezoelectric Actuator 33%
• Axial Strain 33%