On elliptic partial differential equations in bioimpedance

Abstract

AbstractThis paper deals with mathematical models in electrical bioimpedance fields that are described by means of elliptic partial differential equations (PDEs). To find solutions that have practical significance and value, it is necessary to gain a deep understanding of the underlying physical phenomena with the parameter details of PDE models as well as the data acquisition systems. This paper describes practical details of boundary conditions and effective coefficients of elliptic PDEs occurring in bioimpedance.