Application of QLV Model with Yeoh Strain Energy
Density FunctionThe probability
density function of the production of matrix asphalt materials is shown in Figure 2.
The transition
density function especially plays a key role in the analysis of continuous-time diffusion models.
Suppose there is a
density function controlled by the parameter vector [lambda], where the function L([lambda]|X) is called the likelihood function and is the parameter [lambda] function parameter determined by the observation vector X:
Gavriliadis, "The truncated Hausdorff moment problem solved by using kernel
density functions," Probabilistic Engineering Mechanics, vol.
Figure 3 displays some of the possible shapes of the
density function of the EOFW distribution.
Changing [mathematical expression not reproducible], the
density function reduces to Equation 24:
To solve for turbulent flow without closely associated defferent dynamical mechanics, a probability
density function method is adopted to describe the pulsating intensity of velocity of fluid particles in this study.
This model revealed three properties of growth: separability, self-similarity and a Gaussian branch
density function. Separability means that growth in one spatial direction is independent of growth in other directions.
Saarloos[3] shown that the
density function (mass, momentum and energy fields) obeys a Liouville equation for hydrodynamics ideal fluid.