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MATHEMATICAL MODELS OF EXCITATION AND PROPAGATION IN NERVES

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dc.contributor.author Prasad, Jagdish
dc.date.accessioned 2014-12-01T05:50:39Z
dc.date.available 2014-12-01T05:50:39Z
dc.date.issued 1980
dc.identifier M.Tech en_US
dc.identifier.uri http://hdl.handle.net/123456789/12421
dc.guide Saxena, S. C.
dc.description.abstract Interest In the cUnical syplUattcn of IS I .ti 1 + of rv.s,, 'both pari**sraUy centrally s gin rapidly, %%M of patiatta orr now being treated for comic pain using both ertLeisl and ii31antsd etactree Glenn hays develOped an lectrophr.niotor ihLch has been ilwMd In near*y 100 pattsn w4th b*deqi*ta or no reap tory Mtc► , Waters have reported on a series of smoke viatia. in s aralyzed $150111 of the leg irs activated electrically during a tion Wales. E~ mantel workis under way to flopopnsurost.ctrja pXOse ase► for the deaf and blind, As these clinical efforts ieiltiply, It bieoees i,iirattvs that a model of nerve sue c*t be available provide an analyticalfOWId*tLOI* a* # study of signal propagation and nerve xcitaticn, over the am" of the last tea dentrij" neny Dhyaicei syst have bean linicad to names and Mw uistheeetic.1 models propoeed as representingnot" hsr.ot.ri.tics. en_US
dc.language.iso en en_US
dc.subject ELECTRICAL ENGINEERING en_US
dc.subject NERVES EXCITATION en_US
dc.subject NERVES PROPAGATION en_US
dc.subject NERVES en_US
dc.title MATHEMATICAL MODELS OF EXCITATION AND PROPAGATION IN NERVES en_US
dc.type M.Tech Dessertation en_US
dc.accession.number 176471 en_US


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