M. Rodr'iguez

collaborators

2 papers

math.NA2024

Long-term behaviour of symmetric partitioned linear multistep methods I. Global error and conservation of invariants

B. Cano, A. Durán, M. Rodríguez

In this paper an asymptotic expansion of the global error on the stepsize for partitioned linear multistep methods is proved. This provides a tool to analyse the behaviour of these…

cond-mat.mtrl-sci2024

$α$ -Al $_{2}$ O $_{3}$ sapphire and rubies deformed by dual basal slip at intermediate temperatures (900C-1300 $^{\circ}$ C) -- II. dissociation and stacking faults

M. Castillo Rodríguez, J. Castaing, A. Muñoz +2

Sapphire and rubies (undoped and Cr-doped $α$ -Al $_{2}$ O $_{3}$ single crystals) have been deformed in compression at temperatures lower than those previously used in studies of dislocat…

Long-term behaviour of symmetric partitioned linear multistep methods I. Global error and conservation of invariants

α-Al2​O3​ sapphire and rubies deformed by dual basal slip at intermediate temperatures (900C-1300∘C) -- II. dissociation and stacking faults

$α$ -Al $_{2}$ O $_{3}$ sapphire and rubies deformed by dual basal slip at intermediate temperatures (900C-1300 $^{\circ}$ C) -- II. dissociation and stacking faults