Bioelectromagnetism Created 2026-10-13 Updated 2026-11-05
Bioelectromagnetism studies electric fields, electric currents and magnetic fields associated with living systems and their interaction with applied fields. Ionic currents across and along biological cell membranes generate measurable signals; the surrounding tissue conducts and redistributes them.
In electrocardiography, surface electrodes measure electric potential differences produced by distributed cardiac activity rather than directly recording one isolated cell. A volume conductor model relates internal source currents to those surface readings. Electrode position and conducting geometry matter, so a changed voltage can reflect source activity, measurement contact or the current paths through tissue.
Current dipole Created 2026-10-14 Updated 2026-11-05
A current dipole idealizes a localized impressed electric current density by the displayed Dirac delta function distribution. Its moment has units of current times length. In a homogeneous volume conductor of conductivity , its primary electric potential is .
Geselowitz formula 2026-10-14
For a homogeneous volume conductor with an insulating boundary , the Geselowitz formula expresses the exterior magnetic field as the primary Biot-Savart law field minus a surface contribution from the induced electric potential. For a current dipole, . On a spherical boundary, is parallel to , so the surface term has zero radial component at the observation point.
Volume conductor 2026-10-13
A volume conductor is a conducting three-dimensional medium through which electric currents flow. In the quasistatic bioelectric model, the total current density is , comprising an impressed source current and its Ohmic return current. Electric charge conservation gives . An insulating boundary has zero normal total current.