activity
19972022
most citedNon-linear metric perturbations and production of primordial black holes

165 citations · 1.1k across the 28 of their papers we have counts for

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7 papers · 1 filter

astro-ph2005★ 31 cited

Oscillations of rotating bodies: A self-adjoint formalism applied to dynamic tides and tidal capture

J. C. B. Papaloizou, P. B. Ivanov

We consider the excitation of the inertial modes of a uniformly rotating fully convective body due to a close encounter with another object. This could lead to a tidal capture or o…

astro-ph2004★ 153 cited

The tidal disruption rate in dense galactic cusps containing a supermassive binary black hole

P. B. Ivanov, A. G. Polnarev, P. Saha

We consider the problem of tidal disruption of stars in the centre of a galaxy containing a supermassive binary black hole with unequal masses. We assume that over the separation d…

astro-ph2002★ 26 cited

The new model of a tidally disrupted star: further development and relativistic calculations

P. B. Ivanov, M. A. Chernyakova, I. D. Novikov

In this paper we develop the new semi-analitical model of a tidally perturbed or tidally disrupted star proposed recently by two of us. This model is effectively a one dimensional…

astro-ph2001★ 44 cited

On formation rate of close binaries consisting of a super-massive black hole and a white dwarf

P. B. Ivanov

The formation rate of a close binary consisting of a super-massive black hole and a compact object (presumably a white dwarf) in galactic cusps is calculated with help of the so-ca…

astro-ph2000★ 63 cited

A new model of a tidally disrupted star

P. B. Ivanov, I. D. Novikov

A new semi-analytical model of a star evolving in a tidal field is proposed. The model is a generalization of the so-called 'affine' stellar model. In our model the star is compose…

astro-ph1999★ 39 cited

On generation of metric perturbations during preheating

Pavel Ivanov

We consider the generation of the scalar mode of the metric perturbations during preheating stage in a two field model with the potential $V(ϕ, χ)= {m^{2}ϕ^{2}\over 2}+{g^{2}ϕ^{2}χ…