SIM-ABA-FEA-101-614 study materials - Dassault Systemes SIM-ABA-FEA-101-614 dumps VCE

Dassault Systemes SIM-ABA-FEA-101-614 : Finite Element Analysis with Abaqus 6.14 Specialist

Exam Code: SIM-ABA-FEA-101-614

Exam Name: Finite Element Analysis with Abaqus 6.14 Specialist

Updated: Aug 05, 2026

Q & A: 0 Questions and Answers

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Dassault Systemes SIM-ABA-FEA-101-614 Exam Syllabus Topics:

SectionObjectives
Topic 1: Pre-processing and Model Definition- Meshing techniques
  • 1. Element types and selection
    • 2. Mesh controls and refinement strategies
      - Material modeling and properties
      • 1. Elastic and plastic material definitions
        • 2. Section assignment and property definition
          - Geometry preparation and import
          • 1. Geometry cleanup and simplification
            • 2. Part creation and assembly setup
              Topic 2: Finite Element Simulation Types- Linear and nonlinear analysis
              • 1. Small deformation linear elasticity
                • 2. Geometric and material nonlinearity
                  - Dynamic analysis
                  • 1. Implicit and explicit dynamics
                    • 2. Impact and transient response simulation
                      Topic 3: Analysis Setup and Solution Procedures- Boundary conditions and loading
                      • 1. Contact definitions and interactions
                        • 2. Force, pressure, and displacement constraints
                          - Step definition and analysis procedures
                          • 1. Static and dynamic step configuration
                            • 2. Nonlinear analysis setup
                              Topic 4: Post-processing and Result Interpretation- Validation and reporting
                              • 1. Engineering interpretation of simulation results
                                • 2. Result verification and convergence checks
                                  - Results visualization
                                  • 1. Deformation and displacement analysis
                                    • 2. Stress and strain contour plots

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