This chapter deals with a mathematical problem related to the equilibrium analysis of a membrane with rigid and cable boundary. The membrane and its boundary are respectively identified with a regular surface and a set of regular curves. The equilibrium is directly expressed by means of an elliptic problem, in terms of the shape of the membrane and its stress tensor; therefore, a free boundary numerical resolution procedure is presented and applied in a particular case
The obstacle problem consists in computing equilibrium shapes of elastic membranes in contact with r...
Suppose an elastic membrane is attached to a flat wire frame which encloses a region Ω in the plane....
Abstract. For the two-phase membrane problem ∆u = λ+χ{u>0} − λ−χ{u<0}, where λ+ and λ − are p...
This chapter deals with a mathematical problem related to the equilibrium analysis of a membrane wit...
This paper proposes a mathematical method to solve the equilibrium equations of a membrane with rigi...
[EN] This paper presents the equilibrium analysis of a membrane with rigid and cable boundaries for...
We study the equilibrium of an open fluid membrane free to adhere to a rigid wall. We obtain a covar...
This paper proposes an effective method for directly determining the final equilibrium shapes of clo...
AbstractThis paper proposes an effective method for directly determining the final equilibrium shape...
summary:The equilibrium equations of membrane stress is solved by identifying the conjugate stress s...
Summary. In this paper we present an effective numerical algorithm for determining the equilibrium s...
This paper presents the equilibrium analysis of a membrane with rigid boundary. The idea of using me...
Curvature elasticity is used to derive the equilibrium conditions that govern the mechanics of membr...
We construct a cut finite element method for the membrane elasticity problem on an embedded mesh usi...
The rezulting Equations of membrane theory of shells in the form of dupen's surfaces Ivanov V.N. T...
The obstacle problem consists in computing equilibrium shapes of elastic membranes in contact with r...
Suppose an elastic membrane is attached to a flat wire frame which encloses a region Ω in the plane....
Abstract. For the two-phase membrane problem ∆u = λ+χ{u>0} − λ−χ{u<0}, where λ+ and λ − are p...
This chapter deals with a mathematical problem related to the equilibrium analysis of a membrane wit...
This paper proposes a mathematical method to solve the equilibrium equations of a membrane with rigi...
[EN] This paper presents the equilibrium analysis of a membrane with rigid and cable boundaries for...
We study the equilibrium of an open fluid membrane free to adhere to a rigid wall. We obtain a covar...
This paper proposes an effective method for directly determining the final equilibrium shapes of clo...
AbstractThis paper proposes an effective method for directly determining the final equilibrium shape...
summary:The equilibrium equations of membrane stress is solved by identifying the conjugate stress s...
Summary. In this paper we present an effective numerical algorithm for determining the equilibrium s...
This paper presents the equilibrium analysis of a membrane with rigid boundary. The idea of using me...
Curvature elasticity is used to derive the equilibrium conditions that govern the mechanics of membr...
We construct a cut finite element method for the membrane elasticity problem on an embedded mesh usi...
The rezulting Equations of membrane theory of shells in the form of dupen's surfaces Ivanov V.N. T...
The obstacle problem consists in computing equilibrium shapes of elastic membranes in contact with r...
Suppose an elastic membrane is attached to a flat wire frame which encloses a region Ω in the plane....
Abstract. For the two-phase membrane problem ∆u = λ+χ{u>0} − λ−χ{u<0}, where λ+ and λ − are p...