• Support for stationary nonlinear PDEs over regions. »
  • Model with PDEs depending on space, time and the dependent. »
  • Use PDEs depending on the derivative of the dependent. »
  • Solve complex-valued nonlinear PDEs. »
  • Specify nonlinear generalized Neumann boundary conditions. »
  • Solve time-dependent nonlinear PDEs over regions. »
  • Transient problems use automatic time-stepping techniques.
  • Formulate coupled nonlinear PDEs for multi-physics analysis. »
  • Solve computational fluid dynamics problems. »
  • Program with the finite element method interface.
  • Use a Newton algorithm for root finding of large systems of equations. »

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