STRESS ANALYSES-FEA

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STRESS ANALYSES-FEA

It is often difficult to perform stress or strain analysis of defects with complex characteristics, in complicated structures, or complex material properties, or flaws in pipelines subject to complex loadings. In other cases, results from analysis using mathematical formulations may be overly conservative. Finite element analysis (FEA) can be used to model a variety of different geometries, and complex or multiple load scenarios effectively.

Strain and stress conditions from FEA can be assessed against code limits to determine acceptability. Stress or strain distributions from FEA can be used to determine high loading locations which in turn can be used to design effective repair methods.


Numerical Modeling Using Finite Element Analysis (FEA) Services we Offer:

  • Analysis of installation loads;
  • Fracture and fatigue analysis of pipelines subject to cyclic loads;
  • Fitness for service assessment of pipeline subjected to ground movement loads such as landslides, soil mass movement, subsidence in mining zones, and others;
  • Strain analysis of pipeline deformation (dents, buckles) anomalies;
  • Failure Analysis;
  • Longitudinal stress evaluation for Girth Weld Engineering Critical Assessments
  • Stress and deformation analysis of pipelines subject to buoyancy in flooding or liquefaction zones;
  • Life extension studies;
  • Vibration analysis;
  • Stress analysis of pressure vessels and storage tanks containing defects;
  • Evaluate performance of repair methods.


Stress Analysis Capabilities

Rave Limited staff and technical partner organizations are experienced in the use of widely recognized FEA modelling and simulation softwares “ABAQUS®” and “ANSYS®”. Rave Limited an perform a variety of FEA modeling ranging from routine to sophisticated pipeline, process piping and pressure vessels engineering problems covering a wide spectrum of applications. Some of our commonly used FEA techniques include, but not limited to:

  • Structural analysis;
  • Linear and nonlinear analysis;
  • Fracture mechanics and failure analysis;
  • Contact analysis;
  • Composite analysis
  • Analysis of complex assemblies;
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