Total Solution for Structural Optimization
OPTISHAPE-TS

Shape Optimization

Non-Parametric Shape Optimization

OPTISHAPE-TS is the business software which contains the nonparametric shape optimization technique by "Traction method".

Nonparametric Shape Optimization proposes the most suitable shape by changing surface shape.
By Traction Method, it needs just the boundary condition.
So the user can easily use this software at various design stages like the detailed design stage, the improvement stage of existing parts, etc.

flow

Cost Functions

    Shape
  • Volume
  • Mass
  • Moment of Inertia
  • Surface Area
  • Center of Gravity Position

  • Coupled Thermal-Structural Analysis
  • Maximum Thermal Stress(Mises)
  • Thermal Displacements

  • Steady Heat Conduction Analysis
  • Temperature
  • Standard Diviation of Temperature Distribution
  • Heat Flux on Temperature-fixed Point
    Static Elastic Analysis
  • Static Stiffness
    (Compliance)
  • Maximum Mises stress
  • Maximum principal stress
  • Minimum principal stress
  • Maximum principal strain
  • Miminum principal strain
  • Maximum principal shearing stress
  • Maximum displacement
  • Displacement
    Natural Frequency Analyses
  • Eigen Value/natural frequency
  • Displacement of Vibration Mode
  • Displacement Square Error of Vibration Mode

  • Frequency Analysis
  • Amplitude
    (Displacement/Velocity/Acceleration)
  • Amplitude of Velocity in Normal Direction

  • Others
  • Buckling Load Factor(Eigenvalue buckling)
  • Amplitude of Equivalent Alternating Stress(Fatigue)
  • Non-linear Campliance
    (Geometric nonlinearity)

In addition, it is equipped with many other functions.

Analysis case

Lightweighting of Aluminum Wheel
Lightweighting of Aluminum Wheel It gives the lightweighting shape as considering stress,stiffness and the production requirements.

  • Object : Volume Minimization
  • Constraint : Stiffness, Shape Restriction

Stress Minimization of Link Arm
Stress Minimization of Link Arm It minimizes Mises Stress while fixing volume.

  • Object : Mises Stress Minimization
  • Constraint : Volume

Natural Frequency Maximization of Lower Arm
Natural Frequency Maximization of Lower Arm It gives the shape which maximizes the natural frequency of the specified vibration mode. Therefore, it can improve the vibration characteristic.

  • Object : Natural Frequency Maximization
  • Constraint : Volume

Production Requirements

The various features, such as cost functions for production requirements, shape restrictions, and shape constraints, enable optimization that considers manufacturing requirements.
For example, considerations include die-drawing and thickness limitations for forging and casting processes, specifying designable areas based on interfering components, and incorporating symmetries such as planar and rotational symmetry.

This approach enables the optimization of shapes while adhering to various production constraints.

  • Specifying Uniform Cross Section
  • Considering Die drawing
  • Maintaining Minimum thickness
  • Maintaining Maximum thickness
  • Specifying designable areas
  • Considering interfering parts
  • Ensuring uniform thickness
  • Maintaining rib shape
  • etc.

Shape Restriction

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