MSC Marc

MSC Marc is a nonlinear finite elements analysis software used to simulate behavior of complex materials and interaction under large deformations and strains. It can also simulate multi-physics scenarios across structural, thermal, piezoelectric, electrostatic, magnetostatic, and electromagnetic behaviors. It uses automatic two-dimensional and three-dimensional remeshing to analyze structures undergoing large distortions, and crack propagation.

History

Marc was the first commercial nonlinear finite element software developed by Marc Analysis Research Corporation founded in 1971 by Dr. Pedro Marcel. It was acquired in 1999 by MSC Software Corporation. Mentat is the dedicated pre- and post-processor used to support Marc.[1]

Introduction

Engineering structures and systems often use nonlinear materials and experience complex interactions between various parts. For example, the stress-strain curve of an elastomer is highly nonlinear.[2] During installation, elastomeric components could fold onto themselves and could undergo buckling. Their properties change with temperature and time. These nonlinearities are often grouped into three major categories, namely geometric, material and boundary condition nonlinearities.[3] Marc is used to perform Finite Element Analysis of structures accounting for all these nonlinearities, in one, two and three dimensions.

Technology

Marc can be used to run various types of mechanical simulations.[1]

Marc can also simulate coupled physical phenomena like:[1]

Various constitutive formulations are used during simulations to represent the behavior of materials used in the designs. Marc can be used to model materials like:[1]

Applications

Marc is used in several industries including automotive, aerospace, machinery, electronics, biomedical, oil and gas, consumer goods and packaging, manufacturing, civil engineering and mining to solve complex nonlinear problems that involve large deformations and strains, contact interaction, damage, fracture and failure. [4]

See also

References

  1. 1 2 3 4 Marc Brochure
  2. ↑ Nonlinear Finite Element Analysis of Elastomers
  3. ↑ When f≠Ku, An introductory Guide to Nonlinear Analysis
  4. ↑ Simulating Nonlinearity Supplemental issue Summer 2013

External Links

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