Sub 10 nm CNT transistor

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    Paper reading report

    Sub-10 nm Carbon NanotubeTransistor

    Qing Shi

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    Outline

    Background informationa) key problems in small transistors

    b) how to solve them?

    some new schemes:

    Si nanowire transistorFinFET

    ETSOI/UTBSOI

    CNT tansistor

    Numerical calculation and results

    a) old method

    b) new method

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    Outline

    Background informationa) key problems in small transistors

    b) how to solve them?

    some new schemes:

    Si nanowire transistorFinFET

    ETSOI/UTBSOI

    CNT tansistor

    Numerical calculation and results

    a) old method

    b) new method

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    Background information

    key problems in small transistors

    Good transistor:

    1. High Ion/Ioff ratio

    high on state current and small off state current

    2. Low inverse threshold slope(SS factor)

    =

    ()

    voltage change when drain current decreases to 1/10

    arising problems:Size of transistor

    leakage current high Ioff and low ratio

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    Background information

    key problems in small transistors

    Paths far from the gate cannot be neglected (short channel)

    This means: the drain current can no longer be controlled bygate voltage!

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    Outline

    Background informationa) key problems in small transistors

    b) how to solve them?

    some new schemes:

    Si nanowire transistor

    FinFET

    ETSOI/UTBSOI

    CNT tansistor

    Numerical calculation and results

    a) old method

    b) new method

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    Background information

    key problems in small transistors

    Goal:

    kill the leakage current

    Besides:

    satisfy other conditions to be a good transistor

    (high Ion and low threshold slope)

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    Outline

    Background informationa) key problems in small transistors

    b) how to solve them?

    some new schemes:

    Si nanowire transistor

    FinFET

    ETSOI/UTBSOI

    CNT tansistor

    Numerical calculation and results

    a) old method

    b) new method

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    How to solve them

    silicon nanowire transistor

    purple: metal gate (M)

    blue: dieletric layer (O)

    orange: si nanowire (S)

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    How to solve them

    FinFET

    tri-gate and double gate:

    dieletric layer between channel and gate.

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    How to solve them

    ETSOI/UTBSOI

    Keypoint: thin layer as channel

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    How to solve them

    CNT transistor

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    Outline

    Background informationa) key problems in small transistors

    b) how to solve them?

    some new schemes:

    Si nanowire transistor

    FinFET

    ETSOI/UTBSOI

    CNT tansistor

    Numerical calculation and results

    a) old method

    b) new method

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    Numerical calculation and results

    What the auther do in this paper:1. fabricate the 9nm carbon nanotube transistor

    2. measure curve of Id-Vgs

    3. SS is much smaller thantheoretical projection got before

    SS=94mV/dec SS(proj)=170mV/dec

    4. why past projection is wrong?

    5. using a new method to do the simulation work

    6. also compare result with other new transistors

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    Outline

    Background informationa) key problems in small transistors

    b) how to solve them?

    some new schemes:

    Si nanowire transistor

    FinFET

    ETSOI/UTBSOI

    CNT tansistor

    Numerical calculation and results

    a) old method

    b) new method

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    Numerical calculation and results

    old method

    Ref: Nanotechnology 2006, 17, 4699-4750semiclassical self-consistent method

    use it to calculate sub-10 nm CNT

    answer: 170mV/dec as mentioned before

    not identical with experimental data.(94mV/dec)

    Key: channel becomes less significant than the contacts sincethe channel is extremely short.

    in old method, we treat the contact part as very small.

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    Outline

    Background informationa) key problems in small transistors

    b) how to solve them?

    some new schemes:

    Si nanowire transistor

    FinFET

    ETSOI/UTBSOI

    CNT tansistor

    Numerical calculation and results

    a) old method

    b) new method

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    Numerical calculation and results

    new method

    use the Greens function methodso called bottom-gate structure

    My question:

    how he deal with the contact