The Quarterly Journal of Mechanics and Applied Mathematics · 1952 · 38 citations · 0 references
Natural SciencesMathematicsPhysicsDifferential EquationsFluid MechanicsSolidificationBoundary ConditionsPartial Differential EquationsRelaxation MethodsRelaxation TechniquesElliptic Partial Differential EquationsRelaxation In LiquidsRelaxation PhenomenaRelaxation ProcessesRelaxation Theory
In Part I of this series a method was described whereby the heat-conduction equation, ∂v∂t=K∂2v∂x2, could be attacked by relaxation in order to d