Abstract:The capture and subsequent inspiral of stellar mass black holes on eccentric orbits by central massive black holes, is one of the more interesting likely sources of gravitational radiation detectable by LISA. We estimate the rate of observable events and the associated uncertainties. A moderately favourable mass function could provide many detectable bursts each year, and a detection of at least one burst per year is very likely given our current understanding of the populations in cores of normal spiral galax… Show more
“…In this paper, we have investigated the possibility that the inspiral of a several solar-mass CO into a boson star may produce a distinctive spectrum of GWs. LISA is conservatively expected to observe several such inspirals each year with appreciable signal-to-noise ratios [9,10].…”
Section: Discussionmentioning
confidence: 99%
“…Conservatively, event rates of order 10 ÿ8 per galaxy per year are anticipated, implying 0.1 captures per year out to 1 Gpc [9]. This result could be enhanced by an order of magnitude by a top-heavy IMF, either due to low metallicity in the early universe or starbursts in the high-density environment of the galactic cusp itself [10]. EMRIs about a 10 6 M central object would produce GWs in the frequency band 10 ÿ4 to 10 ÿ2 Hz probed by LISA, making them an interesting subject for theoretical investigation.…”
Event horizons are among the most intriguing of general relativity's predictions. Although on firm theoretical footing, direct indications of their existence have yet to be observed. With this motivation in mind, we explore here the possibility of finding a signature for event horizons in the gravitational waves (GWs) produced during the inspiral of stellar-mass compact objects (COs) into the supermassive ( 10 6 M ) objects that lie at the center of most galaxies. Such inspirals will be a major source for LISA, the future space-based GW observatory. We contrast supermassive black holes with models in which the central object is a supermassive boson star (SMBS). Provided the COs interact only gravitationally with the SMBS, stable orbits exist not just outside the Schwarzschild radius but also inside the surface of the SMBS as well. The absence of an event horizon allows GWs from these orbits to be observed. Here we solve for the metric in the interior of a fairly generic class of SMBS and evolve the trajectory of an inspiraling CO from the Schwarzschild exterior through the plunge into the exotic SMBS interior. We calculate the approximate waveforms for GWs emitted during this inspiral. Geodesics within the SMBS surface will exhibit extreme pericenter precession and other features making the emitted GWs readily distinguishable from those emitted during an inspiral into a black hole.
“…In this paper, we have investigated the possibility that the inspiral of a several solar-mass CO into a boson star may produce a distinctive spectrum of GWs. LISA is conservatively expected to observe several such inspirals each year with appreciable signal-to-noise ratios [9,10].…”
Section: Discussionmentioning
confidence: 99%
“…Conservatively, event rates of order 10 ÿ8 per galaxy per year are anticipated, implying 0.1 captures per year out to 1 Gpc [9]. This result could be enhanced by an order of magnitude by a top-heavy IMF, either due to low metallicity in the early universe or starbursts in the high-density environment of the galactic cusp itself [10]. EMRIs about a 10 6 M central object would produce GWs in the frequency band 10 ÿ4 to 10 ÿ2 Hz probed by LISA, making them an interesting subject for theoretical investigation.…”
Event horizons are among the most intriguing of general relativity's predictions. Although on firm theoretical footing, direct indications of their existence have yet to be observed. With this motivation in mind, we explore here the possibility of finding a signature for event horizons in the gravitational waves (GWs) produced during the inspiral of stellar-mass compact objects (COs) into the supermassive ( 10 6 M ) objects that lie at the center of most galaxies. Such inspirals will be a major source for LISA, the future space-based GW observatory. We contrast supermassive black holes with models in which the central object is a supermassive boson star (SMBS). Provided the COs interact only gravitationally with the SMBS, stable orbits exist not just outside the Schwarzschild radius but also inside the surface of the SMBS as well. The absence of an event horizon allows GWs from these orbits to be observed. Here we solve for the metric in the interior of a fairly generic class of SMBS and evolve the trajectory of an inspiraling CO from the Schwarzschild exterior through the plunge into the exotic SMBS interior. We calculate the approximate waveforms for GWs emitted during this inspiral. Geodesics within the SMBS surface will exhibit extreme pericenter precession and other features making the emitted GWs readily distinguishable from those emitted during an inspiral into a black hole.
“…One expects that small compact objects (1 ÷ 20M ⊙ ) from the surrounding stellar population will be captured by these black holes following many-body scattering interactions at a relatively high rate [112,113]. It is well known that the capture of stellar-mass compact objects by massive MBHs could constitute, potentially, a very important target for LISA [114,115].…”
Section: Gravitational Waves With Gravitomagnetic Correctionsmentioning
“…One expects that small compact objects ( 1÷ 20 M ) from the surrounding stellar population will be captured by these black holes following many-body scattering interactions at a relatively high rate [109]. It is well known that the capture of stellar-mass compact objects by massive MBHs could constitute, potentially, a very important target for LISA [110,111].…”
Section: Gravitational Waves With Gravitomagnetic Correctionsmentioning
This review paper is devoted to the theory of orbits. We start with the discussion of the Newtonian problem of motion then we consider the relativistic problem of motion, in particular the post-Newtonian (PN) approximation and the further gravitomagnetic corrections. Finally by a classification of orbits in accordance with the conditions of motion, we calculate the gravitational waves luminosity for different types of stellar encounters and orbits.
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