Synapse and Simulation Setup

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      Non-local spin transfer torque

      A charge current owing to ground from a magnetic contact on the left (input

    nano-magnet) , gives rise to a spin current to the right, outside the path of

    charge current. This “non-local spin current has !een shown to !e capa!le of

    ipping the magneti"ation of a second magnet (output) on the right hand side.

    #$% !ased s&napse

     The position of #omain wall in a strip can !e programmed !& current pulses.

    't is !een nown that #$ motion can !e controlled !& var&ing !oth amplitude

    and duration of current pulses. The #$ strip acts as a where its programma!le

    spin inection strength is used for implementing spin-mode weighting operation.

    A multi-input !ased *ateral spin valve structure is alread& e+plored in all spin

    logic proposal.The conducting channel that transmits information from the input to the output magnet can be viewed

    as an ‘interconnect’, and in principle could be a metal or a semiconductor. Generally Semiconductors

    exhibit longer spin coherence lengths [references from asl.

    imulation and modelling of spin modules

     The domain wall magnet could !e !roen into two di/erent domains of

    oppositel& magnetised Nano magnet. The interface !etween the magnet and the

    channel can pla& quite an important role in contri!uting to the spin polari"ation

    of the inected electrons alleviating the resistivit& mismatch (see discussions in

    !etween the magnet and the channel.

     The #omain wall strip proposed here has constrictions at desired positons.

     These constrictions act as local pinning sites which prevent motion of #omain

    wall due to thermal uctuation.

     The results of short_pulse dynamics reveal that an initiall& pinned domain wallcan !e eventuall& e+pelled far awa& from the constriction !ut if the ma+imumdisplacement does not surpass a given threshold the domain-wall e+periences anattractive force which pushes it again toward the initial pinning site

     The spin circuit approach !& supri&o dutta et al. The spin transport model 0alet

    1 2ert is coupled with magneti"ation d&namics of the device descri!ed !&

    *andau3*ifshit"34il!ert (**4) equation.

     The spin-di/usion formulation &ields four-component conductance matricesGinterface  , and Gchannel  for the elements of Nano magnets, magnet3channel

    interface, and the nonmagnetic channel, respectivel&. The four components arethe charge and the three spin components. The conductance matrices relate

    four-component voltage drop and current ow !etween di/erent circuit nodes

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     The 2% 3N% interface

     

    %agnetic %aterial parameters.

     't is nown that with the help of soft magnetic material such ,

    5o6t5r ,ver& high 6erpendicular %agnetic Anisotropies (6%A)

    can !e achieved . these material can have more narrower

    domain wall . !ut the high magneti"ation gradients suggest

    that the non-adia!atic parameter  β  .

    %aterials with high 6%A show current driven domain wall

    depinning at ver& low current densities of the order of 7.8 A9

    um2

      .

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    parameter value:+change :nerg& 5onstant 8   10

    −12

     ;9m

     Alpha 3damping parameter

     

    7.7readth9thicness)

     

    1 μm X  80 nm X 4 nm  

    Non-adia!atic 6arameter 7.77