Abstract
The dynamics of an isolated straight stripe domain is investigated in three samples with various damping constants. If an in-plane field is not present, the dynamic behavior of the stripe domain agrees well quantitatively with the horizontal Bloch line theory independent of the damping constant. If the in-plane field H_{\parellel} is applied parallel to the walls, however, the experimental results gradually deviate from the theory as the damping constant becomes smaller or the in-plane field becomes larger. For example, the peak velocity is independent of H_{\parellel} and the critical field for velocity breakdown decreases with increasing H_{\parellel} for a film with very low damping.
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