Multiscale CAE system “Multiscale.Sim”

Multiscale.Sim is a CAE tool for multi-scale analysis that is developed by using the customized language of the multi-physics analysis tool Ansys. Multiscale.Sim provides the analysis systems that are needed for multi-scale analysis, such as macro structure analysis, localization (micro structure) analysis, and numerical material test of micro structure by the homogenization method. Multiscale.Sim uses standard features of Ansys that has a track record for many years of service as an analysis engine for mesh creation and solver. Please note that a contract of conjunction with Ansys products for this product is required since it is an add-on product to Ansys if you do not hold any Ansys product licenses.

What is Multiscale Analysis?

The multi-scale analysis is literally the means of the analysis that will combine the behavior or the properties of both structure bodies with different scales. To put into a few words, there are various methods to approach and one of the techniques such as the homogenization method has been well known as a typical method. For example, composite materials that are used for various products in recent years consist of multiple, various materials. Supposing that the characteristics of the composite material can be homogenized, we could predict the behavior of the overall product. As a result, ideal material design is possible.

Multiscale.Sim modules

Multiscale.Sim Linear license

The Linear version can perform the following analysis based on the homogenization method.

  • Elastic Analysis – Elastic modulus, Poisson’s ratio, Shear elastic modulus, Linear expansion coefficient, Density.
  • Heat Transfer Analysis – Thermal conductivity, Specific heat.
  • Penetration Analysis – Permeability for Darcy’s law.
  • Electric Current Analysis – Electrical resistivity.
  • Electric Field Analysis – Specific permittivity.
  • Magnetic Field Analysis – Specific magnetic permeability.

Multiscale.Sim Nonlinear license

The non-linear version can perform the following analysis in addition to  linear version

  • Homogenization Analysis (numerical material test) – Elasto-plasticity, Creep, Hyper-elastic, Viscoelastic, Piezo-electric, Damage.
  • Homogenization Analysis (physical properties identified) – Elasto-plasticity, Creep, Hyper-elastic, Viscoelastic.
  • Localization – Geometric non-linear, Non-linear material (Elasto-plasticity, Creep, Hyper-elastic, Viscoelastic)

Both Nonlinear and Linear licenses are available as Paid-up (perpetual) and Leased licenses.

Utility of multi-scale analysis

Examples of utility of multi-scale analysis are shown below.

  • Development of new composite materials
    • Development of FRP
    • Study of the cross-sectional shape of the filament
    • Study of the angle of the strand
    • Study of the matrix material
    • Study of the crystal orientation
  • Product design using composite materials
    • Design of Printed circuit board
    • Design of bumper
  • Study for product defects in composite materials
    • Study for product parts with damaged mechanisms
  • Alternative to material testing
    • production costs reduction of material testing
    • Ideal material test
  • Reduction of analysis scale
    • Simplification of the model using homogeneous material

The need for multi-scale analysis

In recent years, a composite material that has anisotropic properties and complex microstructure is used in various products. Therefore, it is necessary to grasp the material characteristics of microstructure first of all in order to understand the behavior of the overall product.

Usually, it is common to perform the material test in order to determine the material characteristics of the composite material. However, characteristics obtained from this test are actually characteristics of the macro-structure instead of the microstructure. Suppose that there is an analysis tool that could consider the characteristics at the micro-level and the macro-level such as parts model or components with different scales of the analysis model simultaneously, and will enable material design that takes advantage of the characteristics of the material inherent. In addition, there is a possibility that if the material could be on the design variables, product development can be performed with great features that did not exist before.

【 Composite Material Example 】
Laminate sheet, fiber reinforced plastic, carbon, metal matrix composites, bone, reinforced concrete, light metal (such as aluminum, magnesium, titanium), alloys (such as stainless steel), fiber (Natural fiber, synthetic fiber, carbon fiber), ceramics, paper, and synthetic resin.

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Watch our introduction videos , connect to us for demo

Introduction to Multiscale Extension for Ansys Workbench
Designing Non-homogeneous material using Multiscale.Sim for Ansys Workbench