Instructor Led Training from Certified SolidWorks Simulation Instructors
Training can be delivered at your company or in one of our training facilities
Example static stress analysis Image created by Javelin Technologies Inc.

SolidWorks Simulation Nonlinear

Instructor Led Analysis Training Course

This class will raise your SolidWorks Simulation FEA skills to the next level! It offers hands-on experience on the use of SolidWorks Simulation nonlinear module. The two-day course provides an overview on a wide range of nonlinear structural/mechanical analysis topics. You will learn how to deal with models that exhibit large displacements and/or yielding, discuss and practice the use of many material models available in SolidWorks Simulation and, most importantly, how to drive a nonlinear analysis to successful completion.

Who should attend: Designed for users who would like to become productive fast, the nonlinear course offers hands-on experience on the use of SolidWorks Simulation nonlinear module. The two-day course provides an overview on a wide range of nonlinear structural/mechanical analysis topics.

 

Course details and prerequisites:

Duration: 2 Days
Type: Instructor Led
Level: Intermediate

Prerequisites:

After the training you will be able to:
  • Test your parts and assemblies for a variety of different non-linear situations
  • Apply non-linear materials
  • View non-linear analysis results and understand the effects to your SolidWorks designs

 

Course Outline

Geometric Nonlinearities

  • Large displacements problems
  • Large strain formulation (rubber-like materials)

Material Nonlinearities

  • Nonlinear elasticity
  • Hyperelasticity (Mooney-Rivlin, Ogden)
  • Plasticity (von Mises, isotropic/kinematic/mixed hardening rules)
  • Temperature dependent material properties
  • Visco-elasticity and creep
  • Contact (Boundary) Nonlinearities
  • 3D nonlinear gap/contact analysis (with or without material nonlinearities).

Numerical Procedures

  • Solution control techniques (force, displacement, and Arc-Length controls)
  • Equilibrium Iterations schemes (Newton-Raphson, modified Newton-Raphson)
  • Termination schemes (convergence and divergence criteria)

Special Topics

  • Adaptive automatic stepping algorithm
  • Prescribed non-zero displacements associated with time curves
  • Deformation dependent loading
  • Analysis stabilization techniques

Viewing the Results

  • Deflected shape plots
  • Displacement and stress color filled contour plots
  • Animation of deflected shape, displacement, and stress contour plots
  • X-Y plots for response quantities Isoplanes and sectioning

 




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