We consider Filippov sliding motion on a co-dimension 2 discontinuity surface. We give conditions under which Σ is attractivethrough sliding which are sharper than those given in a previous paper of ours. Under these sharper conditions, we show thatthe sliding vector field considered in the same paper is still uniquely defined and varies smoothly in x ∈ Σ. A numerical exampleillustrates our results.
Sharp sufficient attractivity conditions for sliding on a codimension 2 discontinuity surface
ELIA, CINZIA;LOPEZ, Luciano
2015-01-01
Abstract
We consider Filippov sliding motion on a co-dimension 2 discontinuity surface. We give conditions under which Σ is attractivethrough sliding which are sharper than those given in a previous paper of ours. Under these sharper conditions, we show thatthe sliding vector field considered in the same paper is still uniquely defined and varies smoothly in x ∈ Σ. A numerical exampleillustrates our results.File in questo prodotto:
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