Differential-algebraic equations (DAEs) are used to describe many physical problems. These types of equations arise for instance in the modelling of electrical networks, opti-mal control, mechanical systems, incompressible fluids and chemical process simula-tions. An important quantity that characterizes DAEs and which plays a key role in the treatment of these equations is the index. There are various definitions for the index of a DAE (Martinson and Barton 2000; Günther and Wagner 2001; Rang and Angermann 2005; Kunkel and Mehrmann 1996) but the most used one is the differentiation index. It is defined as the minimum number of times that all or part of the DAE must be differen-tiated with respect to time, in order to obtain an ordinary dif...
This paper outlines a procedure for transforming a general optimal control problem to a system of Di...
AbstractDifferential algebraic equations (DAEs) define a differential equation on a manifold. A numb...
We discuss two notions of index, i.e., the geometric index and the differentiation index f<j)r no...
We discuss several of different index concepts for differential-algebraic equation (differentiation,...
Hybrid systems modelers exhibit a number of difficulties related to the mix of continuousand discret...
Hybrid systems modelers exhibit a number of difficulties related to the mix of continuousand discret...
Differential-algebraic equations (DAE) systems arise naturally from modelling many dynamic systems a...
Differential-algebraic equations arise from the equation based modelling of physical systems, such a...
Differential-algebraic equations arise from the equation based modelling of physical systems, such a...
We discuss two notions of index, i.e., the geometric index and the differentiation index f<j)r nonli...
We discuss two notions of index, i.e., the geometric index and the differentiation index f<j)r nonli...
Summary. We deal with differential algebraic equations (DAEs) with properly stated lead-ing terms. T...
We discuss two notions of index, i.e., the geometric index and the differentiation index f<j)r nonli...
Differential–algebraic equations (DAE) and partial differential–algebraic equations (PDAE) are syste...
Differential–algebraic equations (DAE) and partial differential–algebraic equations (PDAE) are syste...
This paper outlines a procedure for transforming a general optimal control problem to a system of Di...
AbstractDifferential algebraic equations (DAEs) define a differential equation on a manifold. A numb...
We discuss two notions of index, i.e., the geometric index and the differentiation index f<j)r no...
We discuss several of different index concepts for differential-algebraic equation (differentiation,...
Hybrid systems modelers exhibit a number of difficulties related to the mix of continuousand discret...
Hybrid systems modelers exhibit a number of difficulties related to the mix of continuousand discret...
Differential-algebraic equations (DAE) systems arise naturally from modelling many dynamic systems a...
Differential-algebraic equations arise from the equation based modelling of physical systems, such a...
Differential-algebraic equations arise from the equation based modelling of physical systems, such a...
We discuss two notions of index, i.e., the geometric index and the differentiation index f<j)r nonli...
We discuss two notions of index, i.e., the geometric index and the differentiation index f<j)r nonli...
Summary. We deal with differential algebraic equations (DAEs) with properly stated lead-ing terms. T...
We discuss two notions of index, i.e., the geometric index and the differentiation index f<j)r nonli...
Differential–algebraic equations (DAE) and partial differential–algebraic equations (PDAE) are syste...
Differential–algebraic equations (DAE) and partial differential–algebraic equations (PDAE) are syste...
This paper outlines a procedure for transforming a general optimal control problem to a system of Di...
AbstractDifferential algebraic equations (DAEs) define a differential equation on a manifold. A numb...
We discuss two notions of index, i.e., the geometric index and the differentiation index f<j)r no...