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ADM masses for black strings and p-branes
An ADM mass formula is derived for a wide class of black solutions with certain spherical symmetry. By applying this formula, we calculate the ADM masses for recently discovered black strings and $p$-branes in diverse dimensions. By this, the Bogolmol'nyi equation can be shown to hold explicitl...
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| Lenguaje: | eng |
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1993
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| Acceso en línea: | https://dx.doi.org/10.1016/0370-2693(93)91186-Q http://cds.cern.ch/record/567579 |
| _version_ | 1780899208099790848 |
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| author | Lu, J.X. |
| author_facet | Lu, J.X. |
| author_sort | Lu, J.X. |
| collection | CERN |
| description | An ADM mass formula is derived for a wide class of black solutions with certain spherical symmetry. By applying this formula, we calculate the ADM masses for recently discovered black strings and $p$-branes in diverse dimensions. By this, the Bogolmol'nyi equation can be shown to hold explicitly. A useful observation is made for non-extremal black $p$-branes that only for $p = 0$, i.e. for a black hole, can its ADM mass be read directly from the asymptotic behaviour of the metric component $g_{00}$. |
| id | cern-567579 |
| institution | Organización Europea para la Investigación Nuclear |
| language | eng |
| publishDate | 1993 |
| record_format | invenio |
| spelling | cern-5675792023-03-14T18:52:29Zdoi:10.1016/0370-2693(93)91186-Qhttp://cds.cern.ch/record/567579engLu, J.X.ADM masses for black strings and p-branesParticle Physics - TheoryAn ADM mass formula is derived for a wide class of black solutions with certain spherical symmetry. By applying this formula, we calculate the ADM masses for recently discovered black strings and $p$-branes in diverse dimensions. By this, the Bogolmol'nyi equation can be shown to hold explicitly. A useful observation is made for non-extremal black $p$-branes that only for $p = 0$, i.e. for a black hole, can its ADM mass be read directly from the asymptotic behaviour of the metric component $g_{00}$.An ADM mass formula is derived for a wide class of black solutions with certain spherical symmetry. By applying this formula, we calculate the ADM masses for recently discovered black strings and $p$-branes in diverse dimensions. By this, the Bogolmol'nyi equation can be shown to hold explicitly. A useful observation is made for non-extremal black $p$-branes that only for $p = 0$, i.e. for a black hole, can its ADM mass be read directly from the asymptotic behaviour of the metric component $g_{00}$.An ADM mass formula is derived for a wide class of black solutions with certain spherical symmetry. By applying this formula, we calculate the ADM masses for recently discovered black strings and $p$-branes in diverse dimensions. By this, the Bogolmol'nyi equation can be shown to hold explicitly. A useful observation is made for non-extremal black $p$-branes that only for $p = 0$, i.e. for a black hole, can its ADM mass be read directly from the asymptotic behaviour of the metric component $g_{00}$.An ADM mass formula is derived for a wide class of black solutions with certain spherical symmetry. By applying this formula, we calculate the ADM masses for recently discovered black strings and $p$-branes in diverse dimensions. By this, the Bogolmol'nyi equation can be shown to hold explicitly. A useful observation is made for non-extremal black $p$-branes that only for $p = 0$, i.e. for a black hole, can its ADM mass be read directly from the asymptotic behaviour of the metric component $g_{00}$.An ADM mass formula is derived for a wide class of black solutions with certain spherical symmetry. By applying this formula, we calculate the ADM masses for recently discovered black strings and $p$-branes in diverse dimensions. By this, the Bogolmol'nyi equation can be shown to hold explicitly. A useful observation is made for non-extremal black $p$-branes that only for $p = 0$, i.e. for a black hole, can its ADM mass be read directly from the asymptotic behaviour of the metric component $g_{00}$.An ADM mass formula is derived for a wide class of black solutions with certain spherical symmetry. By applying this formula, we calculate the ADM masses for recently discovered black strings and p -branes in diverse dimensions. By this, the Bogolmol'nyi equation can be shown to hold explicitly. A useful observation is made for non-extremal black p -branes that only for p = 0, i.e. for a black hole, can its ADM mass be read directly from the asymptotic behaviour of the metric component g 00 .hep-th/9304159CERN-TH-6877-93CERN-TH-6877-93oai:cds.cern.ch:5675791993 |
| spellingShingle | Particle Physics - Theory Lu, J.X. ADM masses for black strings and p-branes |
| title | ADM masses for black strings and p-branes |
| title_full | ADM masses for black strings and p-branes |
| title_fullStr | ADM masses for black strings and p-branes |
| title_full_unstemmed | ADM masses for black strings and p-branes |
| title_short | ADM masses for black strings and p-branes |
| title_sort | adm masses for black strings and p-branes |
| topic | Particle Physics - Theory |
| url | https://dx.doi.org/10.1016/0370-2693(93)91186-Q http://cds.cern.ch/record/567579 |
| work_keys_str_mv | AT lujx admmassesforblackstringsandpbranes |