In the present communication we have reviewed some inverted type equations of state for
solids under high pressures. An inverted equation of state (EOS) gives volume as a function …

The extreme compression (P→∞) behaviour of various equations of state with K′∞> 0
yields (P/K)∞= 1/K′∞, an algebraic identity found by Stacey. Here P is the pressure, K the …

We present a direct method using the basic principles of calculus to derive the expression
for the third-order Grüneisen parameter in terms of the pressure derivatives of bulk modulus …

On the basis of the free volume theory of Grüneisen parameter (γ) and using the calculus of
indeterminates, it is found that the second order Grüneisen parameter (q) and the second …

The first principles study of the crystal structure, chemical bonds, elastic and mechanical
properties, electron energy band structure and density, and normal long-wave vibrations of …

We introduce a new approach to a century-old assumption which enhances not only
planetary interior calculations but also high-pressure material physics. We show that the …

The method based on the calculus of indeterminates for demonstrating that all the physically
acceptable equations of state satisfy the identities for the pressure derivatives of bulk …

Unified analyses for P–V–T equations of state of MgO recently presented by several workers
in order to obtain a solution for pressure-scale problems in high P–T experiments make use …

This work involves the influence of high pressure on some thermodynamical properties of
solid aluminum (Al) using a 3rd and 4th order Birch–Murnaghan equation of state based on …

Melting curves representing the variations of melting temperature T m with pressure P have
been determined for sixteen alkali halides. The calculations have been performed using …