Abstract
Changes in the electrical properties of tissue during healing should affect the electric field and current density distributions produced by applied electric or magnetic fields. The electric field produced at a fracture site by surface electrodes is found using a finite-difference method, implemented with a commerically-available spread-sheet program on a microcomputer. The method is first validated by application to a two-layer cylinder. The model considered is the healing of a tibia fracture in an irregularly-shaped, anisotropic model of the human calf. Variations of the three components of the electric field throughout the calf due to the healing are examined. Significant changes are found at the fracture site and in its vicinity. Similar results should be observed with other forms of electromagnetic stimulation.