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- W2062738091 abstract "We study noncommutative (NC) field theory of a real NC tachyon and NC U(1) gauge field, describing the dynamics of an unstable D$p$-brane. For every given set of diagonal component of open string metric $G_{0}$, NC parameter $theta_{0}$, and interpolating electric field ${hat E}$, we find all possible static NC kinks as exact solutions, in spite of complicated NC terms, which are classified by an array of NC kink-antikink and topological NC kinks. By computing their tensions and charges, those configurations are identified as an array of D0${bar {rm D}}$0 and single stable D0 from the unstable D1, respectively. When the interpolating electric field has critical value as $G_{0}^{2}={hat E}^{2}$, the obtained topological kink becomes a BPS object with nonzero thickness and is identified as BPS D0 in the fluid of fundamental strings. Particularly in the scaling limit of infinite $theta_{0}$ and vanishing $G_{0}$ and ${hat E}$, while keeping $G_{0}theta_{0}={hat E}theta_{0}=1$, finiteness of the tension of NC kink corresponds to tensionless kink in ordinary effective field theory. An extension to stable D$(p-1)$ from unstable D$p$ is straightforward for pure electric cases with parallel NC parameter and interpolating two-form field." @default.
- W2062738091 created "2016-06-24" @default.
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- W2062738091 date "2005-01-15" @default.
- W2062738091 modified "2023-10-16" @default.
- W2062738091 title "Noncommutative Tachyon Kinks as D(p-1)-branes from Unstable Dp-brane" @default.
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- W2062738091 doi "https://doi.org/10.1088/1126-6708/2005/01/023" @default.
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