In a class of systems of balance laws in several space dimensions, we prove the stability of solutions with respect to variations in the flow and in the source. This class comprises a model describing the cutting of metal plates by means of laser beam.
Marcellini, F. (2017). On the Stability of a Model for the Cutting of Metal Plates by Means of Laser Beams. APPLIED MATHEMATICS LETTERS, 68, 143-149 [10.1016/j.aml.2017.01.002].
On the Stability of a Model for the Cutting of Metal Plates by Means of Laser Beams
MARCELLINI, FRANCESCA
2017
Abstract
In a class of systems of balance laws in several space dimensions, we prove the stability of solutions with respect to variations in the flow and in the source. This class comprises a model describing the cutting of metal plates by means of laser beam.
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