【摘 要】
:
In this paper,a disc is considered with variable thickness from the rim to the bore which is rotating with constant angular speed about an axis.A theoretical study is done keeping the load at the oute
【机 构】
:
Pandit Deendayal Petroleum Univ.,Gandhinagar Jayp
论文部分内容阅读
In this paper,a disc is considered with variable thickness from the rim to the bore which is rotating with constant angular speed about an axis.A theoretical study is done keeping the load at the outer boundary of the annular disc using transition theory in which a transition phase is dealt with in between the two phases of elastic and plastic.
其他文献
An approximate method is proposed for the solution of a more general class of Cauchy type singular integral equation of the first kind.The present method is illustrated through several examples of sin
We present in this work a numerical study of the square-root formulation which is a stabilization method for computing highly elastic flows of viscoelastic fluids.
In this paper,we report three level implicit method of high accuracy schemes of O(k4+h8),O(k6+h8)and O(k6+h10)for the numerical solution of fourth order non-homogeneous parabolic partial differential
The control of diffusion models is very well developed for uniformly parabolic operators,much less so for degenerate problems.In the latter case,a general theory which covers controllability/observabi
This mini-symposium will present an overview of recent advances on the control of PDEs and stochastic PDEs,as well as their challenging applicative issues for the control of complex models in quantum
In this talk,we give some necessary conditions,presented as criteria of Kalmans type,for the approximate null controllability,the approximate synchronization and the approximate synchronization by gro
Testing hypothesis of equality covariance matrix has been studied by researchers,either data or engaged in health economics.The usual method is the likelihood ratio and Wald statistics.The basic theor
A method of representation of the general analytical solution for equilibrium equations for transversally isotropic plates with initial stresses is presented.A method of expanding the unknown function
In this paper,the effect of the Lumped Mass Matrices(LMM)on the dynamic response of beams under uniformly distributed moving loads is investigated.The analysis was done by using finite element method.
Evidence of signatures associated with cryptographic modes of operation is established in this work by relying on Lyapunov exponents for estimating the divergence among ciphertexts as the encryption a