Advances in Biomagnetism pp 539-542 | Cite as
Impact of Different Noise Sources on Dipole Localization in the Spherical Model: A Simulation
Abstract
In an effort to understand the impact of the different noise sources present in current multi-channel Neuromagnetometers® we have developed a set of modeling routines which allow us to independently add noise corresponding to these different sources to the forward solution for a current dipole in a homogeneous spherical conductor (Sarvas 1987). The resulting perturbed forward solution is then inverted using the nonlinear least squares fitting routine in the Biomagnetic Technologies Inc. (BTi) Neuromagnetometer software. Unlike several previous analysis of noise effects (Ribeiro et al. 1988, Kaukoranta et al. 1986) we were interested in simulating a number of different sources to look at each contribution independently and together. We have included field noise, relative gain error of a multi-channel system, translational error in placement of the system, and rotational error in placement of the system. We have measured the statistics of the resulting fits as an estimate of the noise introduced into the localization.
Preview
Unable to display preview. Download preview PDF.
References
- Sarvas, J. (1987). Basis Mathematical and Electromagnetic Concepts of the Biomagnetic Inverse Problem. UPhys. Med. Biol.32: 11–22CrossRefGoogle Scholar
- Ribeiro,P. C., Williamson, S. J., and Kaufman L. (1988). SQUID Arrays for Simultaneous Magnetic Measurements: Calibration and Source Localization Performance. IEEE Trans. Biomed. Eng. 35n7: 551.CrossRefGoogle Scholar
- Kaukoranta, E., Hamalainin, M. Sarvas, J. and Hari, R. (1986). Mixed ans sensory nerve simulations activate different cytoarchitectonic areas in the human primary somatosensory cortex SI. Exp. Brain Res 63: 60.PubMedCrossRefGoogle Scholar
- Buchanan, D. S. and Paulson, D. N. (1989) Neuromagnetometer Calibration Using an Array of Small Coils. This Proceedings.Google Scholar
- Paulson, D. N., and Buchanan, D. S. (1989). Experimental Accuracy of Localization of Current Dipoles in a Spherical Phantom. This Proceedings.Google Scholar