| Literature DB >> 26541374 |
Marom Bikson1, Dennis Q Truong2, Antonios P Mourdoukoutas2, Mohamed Aboseria2, Niranjan Khadka2, Devin Adair2, Asif Rahman2.
Abstract
Computational neurostimulation aims to develop mathematical constructs that link the application of neuromodulation with changes in behavior and cognition. This process is critical but daunting for technical challenges and scientific unknowns. The overarching goal of this review is to address how this complex task can be made tractable. We describe a framework of sequential modeling steps to achieve this: (1) current flow models, (2) cell polarization models, (3) network and information processing models, and (4) models of the neuroscientific correlates of behavior. Each step is explained with a specific emphasis on the assumptions underpinning underlying sequential implementation. We explain the further implementation of the quasi-uniform assumption to overcome technical limitations and unknowns. We specifically focus on examples in electrical stimulation, such as transcranial direct current stimulation. Our approach and conclusions are broadly applied to immediate and ongoing efforts to deploy computational neurostimulation.Keywords: Computational models; Direct current; Electrical stimulation; Finite Element Model; Neuromodulation; Quasi-uniform
Mesh:
Year: 2015 PMID: 26541374 DOI: 10.1016/bs.pbr.2015.08.005
Source DB: PubMed Journal: Prog Brain Res ISSN: 0079-6123 Impact factor: 2.453