Doctor of Sciences 
Address : 
Institute of Mechanical Engineering,

Phone : 
+7(812)3214764 
FAX : 
+7(812)3214771 
yuri.pavlov mail.ru (inside "@") 
Laboratory of Micromechanics of Materials
Degrees
Master Degree (1987) was received in Physics from Leningrad State University 
The candidate of physical and mathematical sciences in Theoretical Physics (Ph.D degree) was received in 1993 from Center of Advanced Reseachers of Surface and Vacuum (Moscow). 
The doctor of physical and mathematical sciences
in Theoretical Physics
was received in 2011 from
The
Herzen University (SaintPetersburg).

Scientific interests
Main publications
Yu.V.Pavlov, Nonconformal Scalar Field in a Homogeneous
Isotropic Space and the Hamiltonian Diagonalization Method.

A.A.Grib, Yu.V.Pavlov,
Back reaction of the gravitational radiation on the metric of spacetime,

Yu.V.Pavlov, O.B.Zaslavskii,
Number of revolutions of a particle around a black hole:
Is it infinite or finite?

A.A.Grib, Yu.V.Pavlov,
Black holes and particles with zero and negative energy,

A.A.Grib, Yu.V.Pavlov,
Comparison of particle properties in Kerr metric and in rotating coordinates,

A.A.Grib, Yu.V.Pavlov,
Black holes and high energy physics,

A.A.Grib, Yu.V.Pavlov,
Particle creation in the early Universe: achievements and problems,

A.A.Grib, Yu.V.Pavlov,
Properties of particles in the ergosphere of black holes,

A.A.Grib, Yu.V.Pavlov,
High energy physics in the vicinity of rotating black holes.

A.A.Grib, Yu.V.Pavlov,
Are black holes totally black?

Yu.V.Pavlov,
On creation of scalar particles with GaussBonnet type coupling to curvature
in Friedmann cosmological models,

K.A.Bronnikov, V.Yu.Dorofeev, V.N.Melnikov, V.M.Mostepanenko, Yu.V.Pavlov,

A.A.Grib, Yu.V.Pavlov,
High energy particles with negative and positive energies in the vicinity
of black holes,

A.A.Grib, Yu.V.Pavlov,
Geodesics with negative energy in the ergosphere of rotating black holes,
arXiv:1304.7360v1 [grqc];

A.A.Grib, Yu.V.Pavlov,
On the energy of particle collisions in the ergosphere of the rotating
black holes.

A.A.Grib, Yu.V.Pavlov,
Collision energy of particles in the ergosphere of rotating black holes.

Yu.V.Pavlov, Exact solutions and particle creation for nonconformal
scalar fields in homogeneous isotropic cosmological models.

Yu.V.Pavlov,
On the possibility of observation of the future for movement in
the field of black holes of different types,

A.A.Grib, Yu.V.Pavlov, O.F.Piattella,
On collisions with unlimited energies in the vicinity of Kerr and
Schwarzschild black hole horizons,

A.A.Grib, Yu.V.Pavlov, O.F.Piattella,
High energy processes in the vicinity of the Kerr's black hole horizon,

A.A.Grib, Yu.V.Pavlov,
Particles with negative energies in black holes.

Yu.V.Pavlov,
Exact solutions for a scalar field in homogeneous isotropic cosmological
models, and particle creation. (In Russian).

A.A.Grib, Yu.V.Pavlov,
On particles collisions in the vicinity of rotating black holes,

Yu.V.Pavlov,
On particles creation and renormalization in a cosmological model
with a Big Rip.

A.A.Grib, Yu.V.Pavlov,
Is it possible to see the infinite future of the Universe when falling
into a black hole?

A.A.Grib, Yu.V.Pavlov,
On the hypothesis of superheavy particles as particles of dark matter.

A.A.Grib, Yu.V.Pavlov,
Superheavy particles as dark matter and their role in creation
of visible matter in active galactic nuclei and the early Universe.

Yu.V.Pavlov,
Particles creation in cosmology: Exact solutions. (In Russian).

A.A.Grib, Yu.V.Pavlov,
Active galactic nuclei and transformation of dark matter into visible matter.

Yu.V.Pavlov,
Spacetime description of scalar particle creation
by a homogeneous isotropic gravitational field.

A.A.Grib, Yu.V.Pavlov,
Do active galactic nuclei convert dark matter into visible particles?

A.A.Grib, Yu.V.Pavlov,
Creation of superheavy particles by gravity
of early Universe and hypothesis of superheavy dark matter. (In Russian).

A.A.Grib, Yu.V.Pavlov,
Is dark matter the relic of the primordial matter that created the visible
matter of the Universe?

A.A.Grib, Yu.V.Pavlov,
Quantum field theory in curved spacetime and the dark matter problem.

Yu.V.Pavlov,
DuffinKemmerPetiau equation with nonminimal coupling to curvature.

A.A.Grib, Yu.V.Pavlov,
Superheavy particles and the dark matter problem.

A.A.Grib, Yu.V.Pavlov,
Superheavy particles and the dark matter in the Universe. (In Russian).

A.A.Grib, Yu.V.Pavlov,
Some effects of the quantum field theory in the early Universe.

Yu.V.Pavlov,
On renormalization for a scalar field with GaussBonnettype
coupling to curvature.

A.A.Grib, Yu.V.Pavlov,
Dark matter in the early Universe and the creation of visible particles.

Yu.V.Pavlov,
Renormalization and dimensional regularization for a scalar field with
GaussBonnettype coupling to curvature.

Yu.V.Pavlov, The nwave procedure and dimensional regularization
for the scalar field in a homogeneous isotropic space.

Yu.V.Pavlov,
Hamiltonian diagonalization and scalar particles creation
in curved space. (In Russian).

A.A.Grib, Yu.V.Pavlov,
On the possible role of superheavy particles in the early Universe.

P.Kurasov, Yu.V.Pavlov,
On field theory methods in singular perturbation theory.

A.A.Grib, Yu.V.Pavlov,
Cold dark matter and primordial superheavy particles.

Yu.V.Pavlov,
Creation of the nonconformal scalar particles in nonstationary metric.

Yu.V.Pavlov,
The Hamilton Operator and Quantum Vacuum for Nonconformal Scalar Fields
in the Homogeneous and Isotropic Space.

A.A.Grib, Yu.V.Pavlov,
On the coincidence between visible and hidden masses.

A.A.Grib, Yu.V.Pavlov,
Quantum field theory in curved spacetime and the early Universe.

A.A.Grib, Yu.V.Pavlov,
Superheavy particles in Friedmann cosmology and the dark matter problem.

Yu.V.Pavlov, Dimensional regularization and the nwave procedure
for scalar fields in manydimensional quasiEuclidean spaces.

A.N.Bulygin, Yu.V.Pavlov,
Methods of finding of exact analytical solutions of nonautonomous nonlinear
KleinFockGordon equation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
The nonlinear model for deformating of crystal media allowing
martensitic transformations: solution of the static equations.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
The solutions of nonlinear equations of flat deformation of the crystal media
allowing martensitic transformations: complex representation for macrofield equations.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Exact analytical solutions for nonautonomic nonlinear KleinFockGordon equation.

A.N.Bulygin, Yu.V.Pavlov,
Complex representation of general solution of equations for nonlinear model of
plane deformation of crystal media with a complex lattice.

A.N.Bulygin, Yu.V.Pavlov,
Solutions of nonlinear nonautonomous KleinFockGordon equation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
The solutions of equations for nonlinear model of deformation of the crystal
media allowing martensitic transformations.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
The solutions of nonlinear equations of flat deformation
of the crystal media allowing martensitic transformations.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Methods of construction of exact analytical solutions for nonautonomic
nonlinear KleinFockGordon equation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Functionally invariant solutions of the nonlinear nonautonomic
KleinFockGordon equation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Nonlinear model of deformation of crystal media with complex lattice:
mathematical methods of model implementation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Solutions of the sineGordon equation with a variable amplitude.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Mathematical methods for solution of nonlinear model of deformation of
crystal media with complex lattice.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Nonlinear theory of localized and periodic waves in solid crystal media
with complex lattice.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov, N.A.Reinberg,
Nonlinear theory of deformation of crystal media with complex structure
of lattice: plane deformation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Functionally invariant solutions of nonlinear KleinFockGordon equation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Nonlinear KleinFockGordon equation and Abelian functions.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Exact solutions of nonlinear KleinFockGordon equation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Propagation of waves in thin crystal layers at different potentials of
interaction of sublattices.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Functionally invariant solutions of nonlinear KleinGordon equation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
The nonlinear theory of reorganization of structure of superthin crystal
layers at intensive loadings.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
New approach to the solution of the classical sine–Gordon equation and
its generalizations.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Functionally invariant solutions of triple sineGordon equation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Hydrodynamics of liquid nanolayers.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Functionally invariant solutions of the double sineGordon equation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Functionally invariant solutions of sineGordon equation with
variable amplitude.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
New approach to solution of sineGordon equation with variable amplitude.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Some dynamical problems for generalized (3+1)dimensional
sineGordon equation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
A new approach to solution of generalized (3+1)dimensional
sineGordon equation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Solutions of generalized (3+1) sineGordon equation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
Solutions of the threedimensional sineGordon equation.

E.L.Aero, A.N.Bulygin, Yu.V.Pavlov,
A new approach to solution of sineGordon equation. 
S.K.Gordeev, S.A.Kukushkin, Yu.V.Pavlov,

S.K.Gordeev, S.A.Kukushkin, A.V.Osipov, Yu.V.Pavlov,

M.Bordag, J.Linding, V.M.Mostepanenko and Yu.V.Pavlov,

G.L.Klimchitskaya, Yu.V.Pavlov,
The correction to the Casimir forces for configuration used in
experiments: the spherical lens above the plane and two crossed cylinders.

V.B.Bezerra, V.M.Mostepanenko, Yu.V.Pavlov, C.Romero,

G.L.Klimchitskaya and Yu.V.Pavlov,
Stark broadening and satellite structure of hydrogen spectal lines
in the presence of constant and microwave electric fields.

G.L.Klimchitskaya, Yu.V.Pavlov,
On the influence of Lamb shift on hydrogen spectral lines satellites
in microwave discharge.

G.L.Klimchitskaya, Yu.V.Pavlov,
The influence of constant fields on hydrogen spectral lines satellites
in microwave field.

V.D.Liakhovsky, Yu.V.Pavlov,
Harmonic superspaces with large N.
