Definition
A computational model used to optimize electrodes and waveforms for deep brain stimulation (DBS) is typically composed of two separate models: a volume conductor model of an electrode in brain tissue used to calculate electrical potential distributions and cable models of neural elements (e.g., axons, local cells) used to calculate the response of neurons to the imposed stimulation. The integrated model is interfaced with an optimization algorithm to search for solutions that increase the performance of DBS, where performance could be related to the efficiency, selectivity, and/or safety of stimulation. The results from the two models are combined to evaluate a specified cost function, and the optimization algorithm searches for a set of parameters that minimize the cost.
Detailed Description
DBS is an established therapy for treating neurological disorders, in which an implanted array of cylindrical electrodes is used to deliver rectangular waveforms of electrical pulses to...
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References
Bossetti CA, Birdno MJ et al (2008) Analysis of the quasi-static approximation for calculating potentials generated by neural stimulation. J Neural Eng 5(1):44–53
Butson CR, Cooper SE et al (2007) Patient-specific analysis of the volume of tissue activated during deep brain stimulation. Neuroimage 34(2):661–670
Butson CR, McIntyre CC (2006) Role of electrode design on the volume of tissue activated during deep brain stimulation. J Neural Eng 3(1):1–8
Carnevale NT, Hines ML (1997) The NEURON book. Cambridge University Press
Chaturvedi A, Butson CR et al (2010) Patient-specific models of deep brain stimulation: influence of field model complexity on neural activation predictions. Brain Stimul 3(2):65–67
Foutz TJ, McIntyre CC (2010) Evaluation of novel stimulus waveforms for deep brain stimulation. J Neural Eng 7(6):066008
Howell B, Grill WM (2013) Model-based optimization of electrode designs for deep brain stimulation. In: Neural engineering (NER), 2013 6th international IEEE/EMBS conference on San Diego, California
Keane M, Deyo S et al (2012) Improved spatial targeting with directionally segmented deep brain stimulation leads for treating essential tremor. J Neural Eng 9(4):046005
Li P, Uren NF (1998) Analytical solution for the electric potential due to a point source in an arbitrarily anisotropic half-space. J Eng Math 33(2):129–140
McCreery DB, Agnew WF et al (1990) Charge density and charge per phase as cofactors in neural injury induced by electrical stimulation. Biomed Eng IEEE Trans 37(10):996–1001
Nicholson C, Freeman JA (1975) Theory of current source-density analysis and determination of conductivity tensor for anuran cerebellum. 38(2):356–368
Sahin M, Tie Y (2007) Non-rectangular waveforms for neural stimulation with practical electrodes. J Neural Eng 4(3):227
Shannon RV (1992) A model of safe levels for electrical stimulation. Biomed Eng IEEE Trans 39(4):424–426
Wongsarnpigoon A, Grill WM (2010) Energy-efficient waveform shapes for neural stimulation revealed with a genetic algorithm. J Neural Eng 7(4):046009
Yousif N, Bayford R et al (2008) The influence of reactivity of the electrode–brain interface on the crossing electric current in therapeutic deep brain stimulation. Neuroscience 156(3):597–606
Zhang TC, Grill WM (2010) Modeling deep brain stimulation: point source approximation versus realistic representation of the electrode. J Neural Eng 7(6):066009
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Howell, B., Grill, W.M. (2014). Computational Models to Optimize the Electrodes and Waveforms for Deep Brain Stimulation. In: Jaeger, D., Jung, R. (eds) Encyclopedia of Computational Neuroscience. Springer, New York, NY. https://doi.org/10.1007/978-1-4614-7320-6_366-1
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DOI: https://doi.org/10.1007/978-1-4614-7320-6_366-1
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