Coordination Chemistry Book By Ajai Kumar Pdf ››› DOWNLOAD (Mirror #1)
Coordination Chemistry Book By Ajai Kumar Pdf
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Vyacheslav. Molokov, and D.I. Dmitriev. V. V Srivastav and Ajay Kumar. Inorganic. Inorganic Chemistry Book Series: Advances in Organometallic Chemistry… Ajay Kumar Srivastav,  , Prabhas Kumar Kishore, John A Yates,. 2000 Prentice Hall, (2000). Inorganic. Coordination Chemistry  .
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The aim of this work is to bring out the exact position and image of the
nucleus of a star. The spatial dimensions of this spherical model are determined by
the corresponding physical characteristics of the star. The surface of this sphere is
inscribed within a plane which is perpendicular to the direction of the tidal flow. The.
confined region (sphere) of the star is treated as a bounded fluid. The position and
image of the spherical model is determined by the fluid velocity and viscosity. The
sphere is surrounded by a fluid of zero viscosity. The relation of the free-fall time of
this sphere with the proper time of a fluid element is taken as a criterion for tracking
the trajectory of the model in any fluid. This enables us to derive the equations of
motion of the star through the use of the phase space equation. The area of this sphere
is determined by the corresponding physical characteristics of the star. This area
clearly gives the relativistic mass of this star.
The Hubble constant is defined as the ratio of the velocity of light (c) to the.
present value of the Hubble radius (H). The velocity of light (c) is taken as a constant.
The gravitational redshift caused by the tidal flow of the star is taken into account.
The mass of the star is considered as a constant. The star is described by a set of
non-linear ordinary differential equations corresponding to the conservation of energy
and momentum. The left member is the energy equation. The right member is the
momentum equation.
The influences of the star on the surrounding matter are indicated by the stellar
energies of the system. These energies for the binary system increase with the
presence of the star in its vicinity. The gravitational potential energy and the
difference between the kinetic energy in the frame of the star and the kinetic energy of
the fluid elements of the star are indicated by the particle energy of the system. These
potential energies are taken as the work done on the star in the mass centripetal
direction. The difference between the external and internal energies of the star are
indicated by the stellar luminosity (Δ-E) and the radiation energy (Δ-E), respectively.
The luminosity (
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