SmartDO

• SmartDO : AI-Powered Multidisciplinary/Multiphysics Automatic Design Optimization Orchestration Platform with Cutting-Edge Computing Efficiency

  SmartDO is redefining how the world around us is designed

  SmartDO transform engineering simulation into an intelligent automation infrastructure — where AI, deterministic mathematics, and cross-solver orchestration converge to create push-button automatic global optimization at scale.

  Engineering is no longer a sequence of iterations.
  With SmartDO, it becomes a programmable, autonomous decision system with cutting-edge computing efficiency.

  • One-Page Setup GUI.
  • (Literally) Push-Button Automatic Design Optimization Technology.
  • With Gloabl Optimization Search capability.
  • AI-Powered S.A.F.E.D (Secured Adaptive Function for Error Detection) for automatic CAD/CAE failure prevention.
  • AI-Powered SmartLearning for computational cost reduction.
  • APO (Advancing Pareto Optimal) For direct, synchronous multi-objective optimization.
  • Proven with 240+ design variables
  • 200+ successful industrial applications for Multiphysics & multidisciplinar.
  • Cutting-Edge computing efficiency architecture.

  Platform & Ecosystem Architecture:

  • Tcl/Tk & Python programmable core
  • Cross-solver orchestration layer
  • Digital production line integration
  • OpenXim: Cross-linking platform for open-source CAD/CAE ecosystems.
  • Designed for scalable workflow standardization.

• For more information, please visit www.SmartDO.co

DyRoBeS

FEA-Opt Technology is the exclusive distributor of DyRoBeS (by Eigen Technologies). DyRoBeS is well-known and accepted around the world, by customers like FAA, NASA, US Air Force, US Navy, GE, (just to list a few). It is superior and unique, with the following features

• Easy to use and learn
• Finite Element Method based (not Transformation Matrix Method)
• Capable of performing foreign rotor dynamics for object intrusion (referred to the paper published by NASA).
• Dozends of bearing model built in. Thin-film and fluid pressure was solved directly by Reynold Equation, but not interpolation