10 mm
Sources and simplifications
- The heart is modelled as one current dipole that swings through the P wave, the QRS complex and the T wave. Its magnetic field lines are circles about the dipole axis (the Biot–Savart law), with the return currents in the torso left out.
- The skin potential map assumes the same dipole sitting in a uniform conductor. Real torsos have lungs and bone, so measured maps are less symmetric.
- Fall-off with distance uses a dipole curve fitted to the KRISS measurements (an effective source depth of 139 mm). It matches 70%, 51% and 38% at 40, 60 and 80 mm.
- The brain is one alpha-rhythm dipole in the visual cortex oscillating at 10 Hz. Real MEG sees many sources.
- Line brightness is on a display scale, not to scale between sources. The log chart gives the true ratios: the Earth's field is about a million times the heart's.
- The 1.75 m body is a smooth implicit surface (not an anatomical scan). The nerve path is schematic. Time is slowed so the beat, the alpha rhythm and the nerve impulse can be followed.
- No 'aura': everything drawn here has been measured with electrodes or magnetometers. The fields are far too weak to sense without instruments in a shielded room.
Sources:
- [1] Mahmoud et al., Harnessing the Heart's Magnetic Field for Advanced Diagnostic Techniques, Sensors 2024 (10–100 pT)
- [2] Uchiyama et al., Off-diagonal magnetoimpedance gradiometer for magnetocardiography, AIP Advances 2017 (100 pT at 10 mm)
- [3] Kim et al., Signal amplitude ratio of magnetocardiogram between sensor assembly and chest surface, IEEE Trans. Magn. 2009
- [4] Wikipedia, Magnetoencephalography (10 fT cortical, 10³ fT alpha, urban noise 10⁸ fT)
- [5] Wikipedia, Earth's magnetic field (25–65 µT; refrigerator magnet ~10 mT)
- [6] Wikipedia, Magnetic resonance imaging (clinical 1.5 T and 3 T)
- [7] Erné, Biomagnetism, Europhysics News 1984 (3 fT/√Hz SQUID noise in a shielded room)
- [8] Wikipedia, Electrocardiography (0.1 mV per small box)
- [9] De Luca, The use of surface electromyography in biomechanics, J. Appl. Biomech. 1997
- [10] Wikipedia, Nerve conduction velocity (normally 50–60 m/s)