Algorithms for strong coupling procedures

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Performance of a new partitioned procedure versus a monolithic procedure in fluid-structure interaction (2009, methodology): “These methods have been applied in monolithic codes [11–15] but also in partitioned implementations with a matrix-free solver and finite-difference approximations in the calculation of the matrix–vector product [16,17].”
Performance of partitioned procedures in fluid-structure interaction (2010, methodology): “The fixed-point problem can be solved with fixed-point iterations, also called (block) Gauss-Seidel iterations [22], which means that the flow problem and structural problem are solved successively until the change is smaller than the convergence criterion.”
Comparison of monolithic and splitting solution schemes for dynamic porous media problems (2009, background): “The coupling can be classified from weak to strong depending on the degree of subsystem interaction [25, 48], where a coupling is commonly regarded as strong if the solution depends significantly on the accuracy of the coupling term calculation [23].”