Abstract: Considering the mutual interaction between the thickness of the disk and temperature distribution,and directly using results in , and the iteration method suggested in this paper,we obtain the equi-strength thickness distribution of nonhomogeneous variable thickness high speed rotating disk under axisymmetrical steady temperature field.
Abstract: In many studies on two-dimensional flows in field of atmosphere and ocean the equations which are extension of river-hydraulic equations or Navier-Stokes equations are usually used.In these equations stand for turbulent resistance.Obviously use of these equations in practice may lead to contradiction.In this paper the average of Reynolds equations over depth is taken.The motion equations,continuity equation and diffusion equation are obtained for the average physical variables.
Abstract: In this paper,several explicit criterions of absolute stability for the real second canonical form of control system are given,which generalize and include the known result in ref..By applying these criterions to the well known equations of the longitudinal motion of aircraft,a result that generalizes and includes the known results in refs.[3,4,2] is obtained.
Abstract: This work is the continuation of the discussion of Refs.[1 3],(i) We turn the Magnetohydrodynamics equations of isentropic compressible and non-dissipative magneto-flow into the form of the ideal hydrodynamics equations in this paper; we can obtain the general Chaplygin equation from Ref.,and the general sduction of this equation.(ii) We apply the theory of functions of a complex rariable under Dirac-pauli representation,turn the general Magnetohydrodynamics equations of incompressible mageto-flow into two nonlinear equations for flow function and "magneto-flow function",and obtain the exact stable solution of incompressible magnetohydrodynamics equations under the condition of stable magnetic field(i.e.under conditon of equality for kinematical viscid coefficient or viscid diffusion coefficient with magnetic diffusion coefficient).
Abstract: This paper studies the free bending vibration of elliptical column partialy submerged in water.It is the first time that we get an exact solution of the function of normal mode of vibretion of column-water couple system and a corresponding frequency equation denoted by limited order determinant.It points out that the effect of water is equivalent to an attached distributive mass.Therefore,the frequency with water is lower than that without water.
Abstract: If a plate solution is known which has the same boundary and loading conditions with a shallow shell,the solution of that shell can be reduced to a non-homogeneous Helmholtz's equation in complex domain.Two examples are given to illustrate our method.
Abstract: In this paper the AMSAA model for multi-system simultaneous development is discussed.The maximum likelihood(ML) estimates of the parameters and the confidence intervals of the MTBF for Weibull process are presented.Crow's formulae are the special examples for this paper.
Abstract: This paper presents a simple method for measurements,of dynamic deformation by mismatch white speckle method using dynamic photoelastic device.The method is able to measure not only large dynamic deformation,but also small dynamic deformation.Combined with dynamic isochromate pattern,the elastic modulus Poisson's ratio and dynamic material fringe value of the material measured can be obtained by the method.
Abstract: This paper deals with the nonholonomic mechanical systems of Chetaev's type by use of modern differential geometric methods.Based on a precise definition of Chetaev-type constraint pfaffian systems,the differential geometric structure is given for the description of nonholonomic mechanical systems.In thisframwork,the classical theory of Lagrange's equations with nonholonomic constraints is put into an invariant and coordinate free form.Furthermore,the problems of constraint imbedding and conservation laws are discussed within thisframwork,and the Noether-type thereom on constraint-imbedding submanifolds is obtained.
Abstract: This paper presents the development of three leadage cr Her ions to predict fracture in thin-wall pressure vessels,materials of missile and spaceraft.Experimental results show that the.criterions are successful.