SimScale adds Hexagon’s Marc Nonlinear FEA Solver to platform

Users can now run complex FEA simulations earlier in design without requiring on-premises software or infrastructure.

SimScale has announced the general availability of Hexagon’s Marc nonlinear finite element analysis (FEA) solver on its cloud-based simulation platform. As part of an ongoing strategic partnership, the integration allows engineers and design teams to access Marc’s nonlinear simulation capabilities directly through a web browser to support product development workflows.

Complex deformation of a rubber bellows, simulated with Marc on SimScale

Unlocking cutting-edge nonlinear simulation, democratized in the cloud

For innovation and R&D teams working on components that experience significant deformation, complex contact, or nonlinear material behavior, SimScale’s cloud-based integration of Marc offers a practical solution. It enables users to perform advanced FEA simulations—such as large deformations, contact scenarios, plasticity, and hyper-elasticity—earlier in the design process, without relying on on-premises software or hardware. Key capabilities include:

  • Nonlinear analysis: Marc technology provides stable and efficient performance for complex engineering problems that may challenge traditional solvers.
  • Accessibility and collaboration: Powered by SimScale’s modern cloud platform, users can access Marc’s capabilities anywhere, manage and share simulation data effortlessly, and collaborate in real-time.
  • AI-powered and automated workflows: Benefit from SimScale’s integrated AI for streamlined setup, instant result prediction, and agentic workflow automation.
  • Scalability and flexibility: High Performance Computing (HPC) provisioning ensures massive scalability and rapid simulation turnaround, even for the most demanding cases.
  • Multi-physics capabilities: Supports structural, thermal, electrical, and magnetic analyses within one platform.

For more information about SimScale, visit simscale.com.  


For more information about Hexagon, visit hexagon.com.