We consider the small-time behavior of interfaces of zero contact angle solutions to the thin-film equation. For a certain class of initial data, through asymptotic analyses, we deduce a wide variety of behavior for the free boundary point. These are supported by extensive numerical simulations
Not only are thin fluid films of enormous importance in numerous practical applications, including p...
Not only are thin fluid films of enormous importance in numerous practical applications, including p...
A review of spontaneous rupture in thin films with tangentially immobile interfaces is presented tha...
We consider the small-time behavior of interfaces of zero contact angle solutions to the thin-film e...
We introduce an algorithm for the explicit treatment of contact line motion for thin- film problems ...
In the simplest case of a linearly degenerate mobility, we view the thin-film equation as a classica...
We present a novel framework to solve thin-film equations with an explicit non-zero contact angle, w...
The main part of the thesis provides existence, uniqueness and regularity for the 1-d thin-film equa...
We investigate compactly supported solutions for a thin-film equation with linear mobility in the re...
We rigorously prove the convergence of appropriately scaled solutions of the 2D Hele-Shaw moving bou...
This dissertation studies the steady state of thin film type equations. Different considerations of ...
Not only are thin fluid films of enormous importance in numerous practical applications, including p...
Not only are thin fluid films of enormous importance in numerous practical applications, including p...
Not only are thin fluid films of enormous importance in numerous practical applications, including p...
We rigorously prove the convergence of appropriately scaled solutions of the 2D Hele-Shaw moving bou...
Not only are thin fluid films of enormous importance in numerous practical applications, including p...
Not only are thin fluid films of enormous importance in numerous practical applications, including p...
A review of spontaneous rupture in thin films with tangentially immobile interfaces is presented tha...
We consider the small-time behavior of interfaces of zero contact angle solutions to the thin-film e...
We introduce an algorithm for the explicit treatment of contact line motion for thin- film problems ...
In the simplest case of a linearly degenerate mobility, we view the thin-film equation as a classica...
We present a novel framework to solve thin-film equations with an explicit non-zero contact angle, w...
The main part of the thesis provides existence, uniqueness and regularity for the 1-d thin-film equa...
We investigate compactly supported solutions for a thin-film equation with linear mobility in the re...
We rigorously prove the convergence of appropriately scaled solutions of the 2D Hele-Shaw moving bou...
This dissertation studies the steady state of thin film type equations. Different considerations of ...
Not only are thin fluid films of enormous importance in numerous practical applications, including p...
Not only are thin fluid films of enormous importance in numerous practical applications, including p...
Not only are thin fluid films of enormous importance in numerous practical applications, including p...
We rigorously prove the convergence of appropriately scaled solutions of the 2D Hele-Shaw moving bou...
Not only are thin fluid films of enormous importance in numerous practical applications, including p...
Not only are thin fluid films of enormous importance in numerous practical applications, including p...
A review of spontaneous rupture in thin films with tangentially immobile interfaces is presented tha...