After the data analysis, only the experimental data were considered for the calculations. The selected data were regressed with a scaled equation based on three input parameters: radius of gyration, critical density and critical temperature as fluid constants. Particularly relevant is the introduction ...
The deviatoric components indicate the anisotropy of the aggregate, and its compactness is described by the isotropic component, i.e. the second moment of inertia, which is related to the radius of gyration. The equation of motion of the moment of inertia tensor is proposed for the sintering ...
In a plasma, there is a similar effect which occurs even in the absence of collisions. The Larmor gyration of particles(particular ions) brings them into different parts of the plasma and tends to equalize the fluid velocities there. The Larmor radius rather than the mean free path sets the...
Calculate the polar radius of gyration of the shaded area in the figure about its centroid C. z ( x , y ) = e 2 x l n ( x y ) + c o s x 2 Find ? 2 z / ? x 2 , ? 2 z / ? y 2 , and ? 2 z / ? x ? y Verify stoke's the...
molecular interaction—here equal to (2S2), where (S2) is the radius of gyration of both polymers, Ω is a heat of mixing parameter for polymer-polymer interaction, φp is the total volume fraction of polymer and σr is a function of the ratio of temperature and critical solution ...
Radius of gyrationScaled equationsurface tensionThis work presents a new formula to calculate the surface tension of the important organic family of carboxylic acids.Di Nicola, GiovanniCoccia, GianlucaPierantozzi, MarianoFluid Phase EquilibriaG. Di Nicola, G. Coccia, M. Pierantozzi, A new equation...
A novel formulation of the quadrupole equation for potential stellar gravitational-wave power estimation is derived. The derivation commences with the classical Einstein quadrupole formalism and then utilizes Newton's second law to establish a simplified formulation involving the radius of gyration of a ...
In the present version, the liquid molar volume and the distance between the surfaces of adjacent molecules were replaced by two constant parameters widely available for all the fluids: the critical density and radius of gyration. In this way, the resulting equation is much simpler, still being ...
It is given an alternative partial differential equation for flexural vibration of the uniform beam. The equation takes account of shear and lateral inertia by means of the term 2[(1 + )/](/), where is the radius of gyration, is Poisson's ratio, is a constant depending on the shape ...
4. The radius of gyration and the additional viscous stress and as a function of time for the freely-jointed chain in the strong straining motion. The broken curve would arise if the chain moved affinely with the flow u = 8(2x, - y, -- r) and e = 0.35, R = a\l(e4*'/3 +...