diff --git a/developer-guide.html b/developer-guide.html index e6693338e..7c993f801 100644 --- a/developer-guide.html +++ b/developer-guide.html @@ -95,7 +95,7 @@

FEA Modules

FEA Modules are implementations of specific physical properties or phenomena. They can contain logic for either static computation or simulating the next steps of dynamic evolution. For example, the Inertial FEA Module is tasked with computing element-wise - masses and moments of inertia. Alternatively, the SGH module implements a Lagrangian finite element staggard grid hydrodynamic (SGH) method with a Runge Kutta + masses and moments of inertia. Alternatively, the SGH module implements a Lagrangian finite element staggered grid hydrodynamic (SGH) method with a Runge Kutta time evolution scheme to simulate the dynamics of materials.

diff --git a/index.html b/index.html index 84757d6f8..ef956caa1 100644 --- a/index.html +++ b/index.html @@ -120,7 +120,7 @@

Project Description

Fierro uniquely offers several compact-stencil, arbitrary-order Lagrangian finite element method for more efficient simulations. These schemes use meshes that edges that can bend to accurately track large deformations in material dynamics.

- The implicit finite solver in Fierro is for simulating static or quasistatic thermal and mechanical applications. Higher-order optimization methods work in concert with the thermal-mechanical implicit solvers for multiphysics topology optimization that satisfies multiple constraints. + The implicit solver in Fierro is for simulating static or quasistatic thermal and mechanical applications. Higher-order optimization methods work in concert with the thermal-mechanical implicit solvers for multiphysics topology optimization that satisfies multiple constraints.

@@ -143,11 +143,11 @@

EVPFFT

Our Elasto-Viscoplastic FFT method predicts the micro-mechanical response and microstructure evolution of polycrystalline materials. This tool can be used to simulate the bulk response of a polycrystalline material under desired loading conditions.

-

Implicit Physics Sovler

+

Implicit Physics Solver

Our implicit physics solver can solve boundary value problems over a meshed geometry with provided boundary conditions (Neumann or Dirichlet).

-

Explicit Physics Sovler

+

Explicit Physics Solver

Our explicit physics solver can simulate high resolution dynamic evolution on a mesh given a range of boundary conditions, external forces, and initial conditions.