AbstractWe present a method for constructing closed-form similarity solutions of the fourth-order nonlinear lubrication equation. By extending a technique used to study second-order degenerate diffusion problems, corresponding interface profiles and diffusion coefficient functions can be derived in exact form. Different classes of spreading and shrinking solutions are obtained using this approach
SIGLEAvailable from British Library Document Supply Centre- DSC:D78351 / BLDSC - British Library Doc...
The fourth-order nonlinear partial differential equation for surface diffusion is approximated by a ...
When a partial differential equation in two independent variables is invariant to a group G of stret...
AbstractWe present a method for constructing closed-form similarity solutions of the fourth-order no...
summary:Numerical schemes are presented for a class of fourth order diffusion problems. These proble...
. Fourth order degenerate diffusion equations arise in a `lubrication approximation' of a thin ...
. We consider the effect of a second order `porous media' [25] term on the evolution of weak so...
We classify singularities of the equation (f n f 000 ) 0 = fijf 0 +fff . Solutions of this e...
A number of important physical processes, such as the flow of a surface-tension dominated thin liqui...
A new method for deriving similarity solutions is introduced. The application proves to be very simp...
Similarity solution is a classical topic in chemical engineering,frequently encountered in analysis ...
57 to elastohydrodynamic 217, 7500 AE Enschede (Netherlands) A new method for deriving similarity so...
AbstractAfter a short presentation of the experimental and physical bases of the Reynolds equation f...
Similarity solution is a classical topic in chemical engineering,frequently encountered in analysis ...
This paper presents a numerical analysis of a stagnation-point flow towards a nonlinearly stretching...
SIGLEAvailable from British Library Document Supply Centre- DSC:D78351 / BLDSC - British Library Doc...
The fourth-order nonlinear partial differential equation for surface diffusion is approximated by a ...
When a partial differential equation in two independent variables is invariant to a group G of stret...
AbstractWe present a method for constructing closed-form similarity solutions of the fourth-order no...
summary:Numerical schemes are presented for a class of fourth order diffusion problems. These proble...
. Fourth order degenerate diffusion equations arise in a `lubrication approximation' of a thin ...
. We consider the effect of a second order `porous media' [25] term on the evolution of weak so...
We classify singularities of the equation (f n f 000 ) 0 = fijf 0 +fff . Solutions of this e...
A number of important physical processes, such as the flow of a surface-tension dominated thin liqui...
A new method for deriving similarity solutions is introduced. The application proves to be very simp...
Similarity solution is a classical topic in chemical engineering,frequently encountered in analysis ...
57 to elastohydrodynamic 217, 7500 AE Enschede (Netherlands) A new method for deriving similarity so...
AbstractAfter a short presentation of the experimental and physical bases of the Reynolds equation f...
Similarity solution is a classical topic in chemical engineering,frequently encountered in analysis ...
This paper presents a numerical analysis of a stagnation-point flow towards a nonlinearly stretching...
SIGLEAvailable from British Library Document Supply Centre- DSC:D78351 / BLDSC - British Library Doc...
The fourth-order nonlinear partial differential equation for surface diffusion is approximated by a ...
When a partial differential equation in two independent variables is invariant to a group G of stret...
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