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ứng dụng memristor để thiết kế mạch nhận dạng kí tự sử dụng bộ nhân tín hiệu

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Tiêu đề Ứng dụng memristor để thiết kế mạch nhận dạng kí tự sử dụng bộ nhân tín hiệu
Tác giả Huỳnh Hồng Hà, Võ Minh Hữu
Trường học Trường Đại học Sư phạm Kỹ thuật TP.HCM
Chuyên ngành Kỹ thuật điện tử và tin học
Thể loại Luận văn tốt nghiệp
Năm xuất bản 2015
Thành phố TP.HCM
Định dạng
Số trang 9
Dung lượng 367,86 KB

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Nội dung

L G l 6 l THIEU Viec xu ly thdng tin ngay cang phirc tap ddi thiet bi memristor[l], [2] hoat ddng nhu cac hdi cac he thdng trong tuong lai phai cd do tich chuyen mach, cd kha nang dieu

Trang 1

Trudng Dgi Hpe SuPhgm Ky Thuat TR Hd ChiMinh

ITNG DVNG MEMRISTOR DE THIET KE MACH

NHAN DANG KI Tif StT DyNG BO NHAN TIN HIEU

MEMRISTOR-BASED CHARACTER RECOGNITION

USING SIGNAL MULTIPLICATOR

Huynh Ho^ng Ha, V6 Minh Huan

Trudng Dgi hoc Suphgm Ky Thugt TP.HCM Ngay toa scan nh$n bai 02/02/2015 ngay phan bi§n danh gi^ 8/3/2015 ngay chap nh$n dang 12/3/2015

TOM TAT

Thiit ki mgch nhdn dgng ki tu ung dung memristor thong qua phep nhdn tin hiiu dugc trinh bay trong bdi bdo Mgch nhgn dgng su dung 7 congXOR dugc thiit ke tic memristor Bdng each diiu khiin hogt dong cua memristor phu hop, ta se thu dugc dien dp ngd ra tuong ung vdi timg tap du lieu ngo vdo Dua vdo dien dp ngo ra va tap mdu du lieu co san, ta xdc dinh dugc ki tu cdn nhgn dgng Ddc biet, ngo ra dugc luu tr& trong cac phan hi memristor, khong bi mdt dir lieu ngay cd khi ngung cdp nguon va du" lieu ngo ra cd the truy cap lai dugc sau do Cdu trite mgch nhgn dgng ki tu co ung diing memristor giup tiit kiem dugc ndng lugng tieu hao, qud trinh xu

ly nhanh vd mat do tich hgp cao khi so ngo vdo cdng l&n Bai bao sii dung md hinh memristor

ly tudng Tdt ca kdt qua nghiSn curu dugc md phdng bang cong cu Cadence

Tir khda : memristor, congXOR, phep nhdn tin hieu, nhgn dgng ki tu

ABSTRACT

A character recognition based on memristor via resistive logic signal multiplication is introduced The integrated circuit uses seven memristor-based XOR gates and XOR gate is made by the combination of Memristors By controlling the memristor's operation suitably,

we obtain the corresponding output voltage according to the inputs The interests of this circuit structure is the output registered in the nonvolatile memristors, so that the computed output can be stored without power supply and accessed anytime later This circuit structure saves energy, the processing speed is fast and the integration density is high for the large number of inputs The report mainly focuses on the model of ideal memristor All the simula-tion results are studied using Cadence tool

Index Terms: memristor, XOR, signal multiplication, character recognition

L G l 6 l THIEU

Viec xu ly thdng tin ngay cang phirc tap ddi thiet bi memristor[l], [2] hoat ddng nhu cac hdi cac he thdng trong tuong lai phai cd do tich chuyen mach, cd kha nang dieu khien dugc hgp cao hon, de vugt qua dugc gidi ban hien bang dien ap ludng cue, da dugc sir dyng de tai cua cdng nghe CMOS truyen thdng, cimg xay dung len cac mach ban dan mat dd cao vdi gidi han ciia phuong phap "quang khde" Ngoai ra, memristor cdn cd mot dac tinh quan Dinh luat Moore's Law cung dang ddn tiSn trong nua la kha nang luu trii trang thai h d ddn gidi han cua mmh vi kha nang tich hgp khang trudc do, ngay ca khi ngung cdp ngudn cua cdng nghe CMOS la cd gidi han Dd dat cho mach Md ra kha nang ap dung cac thilt bj dugc yeu cdu vd do tich hgp ngay cang cao, memristor nay vao cac bp nhd khdng bay hoi, thi cac cong nghe, chdt lieu mdi cung da va cdng logic, FPGA vdi mat dp cao hon, quan dang dugc nghien ciiu nhigu vdi muc dich la trpng hon la cd kha nang thich nghi vdi cdng

Trang 2

Trudng Dgi Hpe Su Phgm Ky Thugt TR Hd ChiMinh

toan nano dua tren memristors hiia hen se tao

ra dugc cac ling dung tinh toan m$t dp cao va

tieu thu cdng sudt thdp

Cd rdt nhidu co hdi nghien ciru dugc md

ra cho cdng nghe memristive (trd khang nhd)

Vi du nhu eac ung dyng; bp nhd khdng bay

hoi tich hgp mat dp cao, bd xir Iy tin hieu [5],

synaptic neuromorphic networks [6] Dua

vao cac bai bdo da nghien ciiu, bdi bdo ndy se

gi&i thieu vi mgt kiin tnie tinh todn trd khdng

nhd mat do cao de nhgn dgng cdc ki tu thong

qua muc dien dp ngo ra tinh toan dugc, dua

tren nguyen ly cua bp nhan tin hieu co ban

Trong nghien ciiu nay, thi bd nhan trd khang

nhd se duge nhiing vao trong mach tieh hgp

lai, gdm cd cac phan tir memristor 2 trang thai

va chuyen mach CMOS Mach nh^n dang ndy

se difa tren nhieu cong logic XOR, dong vai

tro nhw bp nhan trd khang, dugc kit noi v&i

nhau Cu the Id, mot day song song cdc cong

XOR dugc ket hgp vdi nhau di tinh todn cdc

phep nhdn mdt each ddng thdi va dugc tdng

hgp kdt qua d ngo ra ciia mach

Bai bao nay dugc trinh bay nhu sau Phan

I gidi thieu tdng quan ve bai bao Phan II se

trinh bay ve dac tinh cua memristor Phan III

trinh bay nguyen ly hoat dgng cua cdng

log-ic XOR sir dyng memristor Phdn IV la thiet

kd mach nhan dang ki tu su dung memristor

Phan V md phong mach bang cdng cu

Ca-dence Theo sau do, phan VI se ket luan de tdi

II TINH C H A T CUA MEMRISTOR

Memristor dugc phat hien bdi Leon Chua

vao nam 1970, ddng vai trd nhu nguyen td

mach CO ban cdn thiSu, ben canh dien trd, cugn day va tu dien Memristor the hien mdi quan he giiia didn tich va tu thdng nhu hinh 1 [8] Nhung den nam 2008, mdt nhdm nghien Cliu ciia R.Stanley Williams d phdng nghien Cliu HP mdi cdng bd su tdn tai ciia nguyen

td mach nay Nguyen lieu chinh su dung xay dung memristor la mpt lop titan oxit mdng Khdng gidng nhu eac nguyen td co ban khac, memristor cd the thay ddi dugc tr^ng thai trd khang Ngay ca khi ngimg cung cap ngudn thi memristor van ghi nhd dugc lugng dien tich

da ehay qua Neu su dung mdt ngudn dien ap nhd de dieu khien, thi chiing ho^t ddng nhu cac thiet bi m^ch tuong tu; nguge lai, neu sir dung ngudn dien ap Idn, thi chiing hoat ddng nhu cac thiet bi sd vdi 2 miic trgng thai trd khang va dugc dieu khien bang 2 miic dien ap ludng cue [8], [9], cd dac tuyen 1-V nhu hinh 2(b)

Hinh 1: Md ta mdi quan he giiia dien tich, ddng di$n, dien ap, tir thdng

(a)

Trang 3

Trudng Dgi Hpe Su Phgm Ky Thugt TR Hd Chi Minh

Bai bao nay chi tap trung phan tich vao

khia canh hoat dgng nhu mdt thiet bi sd cua

memristor Nen dac tuyen I-V trong trudng

hgp nay gidng nhu hinh 2(b) Hinh nay the

hien mdi quan he giiia ddng dien va dien ap,

thdng qua dd cho thdy tinh chat trd khang ciia

memristor Trd khang se dugc giii khdng ddi

khi didn ap dat vao (V^^^^) khdng vugt ra ngoai

nguong [VQP^^, V^^^og^] va dao trang thai trd

khang khi sir dung dien ap ngoai nguong \y^

V 1

PEN' 'CLOSE-I"

Khi dd, memristor dugc xem nhu mdt thiet

hi trd khang nhd luong cue, gdm cd 2 trang

thai h d khang Trd khang d miic thap dugc ki

hieu RQJ^, h d khang d miic eao dugc ki hieu la

RQPP [10] Trd khang gia dinh se chuyen hang

thai hi R^^^p sang R^^ (hay R^^^ sang R^^^) vdi

khoang thdi gian chuyen mach Tg = 0 khi dat

vao 2 dau memristor mot mirc dien ap V^^.^

(hay V^.^) vdi bien dp Idn hon (hay nhd hon)

mire dien ap ngudng V^^^g^ (hay V^p^^) Ddng

thdi, qua hinh nay can phai thuc hien hong

mdt khoang thdi gian T^j^^p phu hgp [11],

[12] Md hinh dac tinh ciia memristor dugc

md ta bang ngdn ngii Verilog-A Cac thdng sd

thiet hi dugc sii dung trong phan sau cua bai

bao nay: R^^p 5 kH, R „ , = 1 kH, V,^^^^

-3-5 V, V , p , , - -3.5 V, 1 - 0, T „ , , , - 10 us, R3

= 1 k n , Vgp^ = 5 V, Vj,g.p = -5 V Vdi qui udc:

miic logic ' 1 ' nghTa la: V^= V^^^, R ^ - R^^,

and Rp= R^^ Miic logic ' 0 ' nghTa la: V ^ ^ 0,

R , = RoPP,andR,-R^Pp

III NGUYfeN LY H O A T BQ^G CUA

C O N G X O R Sty DUNG M E M R I S T O R Cau tnie mach XOR sir dyng 2 memristor,

3 ehuydn mach CMOS va 1 dien trd [13] Vi kha nang tich hgp cao ciia nguyen td memris-tor nen cau tnie mach cd m^t dp tich hgp cao hon cdng nghe CMOS truyen thdng Cau tnie mach chi tiet dugc trinh bay trong hinh 3(a), vdi 2 ngo vao: ngo vao di^n ap Vj^ (x) va ngo vao memristor R^ (y), 1 ngo ra la memristor

Rp (p') Khac vdi cdng XOR truyen thdng, qua trinh xii ly cua mach thyc thi qua 2 budc nhu trong hinh 3(b) Va bang su that tuong img giua 2 ngo vao vdi 1 ngo ra dugc trinh bay nhu trong hinh 3(c) Ngo ra d budc 1 la p, ngd ra 0 budc 2 la p ' , day la ket qua cudi cimg cua ngd ra De mach hogt dgng hieu qua, thi gia tri cua Vp, V^ phai dugc lua chpn phu hgp

va thda man 4 rang budc [7] ( vdi a = K^^J

R „ , a n d p = R „ / R 3 ) :

KjEr < 2 X VciosE (1)

I ' s n X l + W x l ' ^ i - C a + fflxVnoK (3)

Vx

Rp -ffi

(a)

Ys ISx Rs:

- u - t

sT

(b)

Step-I Step-II

Vp

VRST

VsET

Si S2

1 0

0 I

( c ) X y

0 0

1 0

1 1

P P

0 fo\

0 1 1 ;

0 i l :

0 1,0,'

Mode

p'=y p'=y

Hinh 3: (a) Mach cdng XOR sir dung memristor, (b) Qua hinh xu ly,

Trang 4

Trudng Dgi Hoc Su Phgm Ky Thugt TR Hd ChiMinh

Trudc khi qua trinh xii ly xay ra 2 budc, 2 ngo

vao dugc gan gia tri trudc Sau dd, trong budc

^' ^p " '^Rsp S, - ' 1 ' , S, - '0', nen Rp dugc

ndi tat xudng ddt, va vdi miie dien ap V^.j d

chan Vp dugc dat hoan toan len Rp, lam cho

trd khang eiia memristor Rp dugc dua ve miic

'0' (R(jFp), bat chap ngd vao x, y dang d trang

thai nao

Trong budc 2, Vp = V^^ S, = '0', S, - ' 1'

Khi X = '0', thi S^ khdng ddn, Rp va R^, dugc

mac ndi tiep va ndi xudng dat thong qua S,

nhu hinh 4(a), V^^^V^X R/(R^-i-R^.muy

= '0', till V^ = 2.5 V, h-d khang Rp khdng ddi,

nen p' = 'C N^u y - ' 1', thi V^ - 4.16 V, trd

khang Rp dao trang thai, nen p' = ' 1'

Giai

Nguge lai, khi x = ' 1', hay V^ .(>0),

thi Sj^ din, Rp va Ry se duac mac song song va

noi tiep vod R^ nhu hinh 4(b)

Neu y = '0' thi ta co he phuong trinh (5):

(il + i2-h = 0

I 5ii + 13 = 5

(5)

Giai phuong trinh 5 thu dugc: ij = 0.77 mA;

i,-0.37mA;i3= 1.14 mA

Vjy = i, X Rp = 3.85 V Nen Rp se chuyin

trang thai tii 'O'sang ' 1 ' , hay p ' ^ ' 1 '

Tuong tu, neu y = ' 1' thi ta cd he phucmg trinh

(6):

il + 12 - ia = 0

Sil - iz = 2

Sil + 13 = 5 (6)

he 6 thu dugc: i, 0.64 mA;

i, = 1.18 mA; i^ = 1.82 mA Nen

V^ ^ i, X Rp = 3.2 V Nen Rp se giii nguyen trang thai '0' hay p' ^ '0'

Vp=VsET Vp=VsET V X = V E V L

V R Y

Hmh 4: Mach hmh 3 dugc ve lai: (a) Budc 2 vdi Vx = 0; (b) Budc 2 vdi Vx = V^^ > 0

rV THIET KE M^CH NHAN DANG

KI TU" SU" D VNG MEMRISTOR Trong nhieu ling dung nhan dang mau cua

am thanh, ki tu, hinh anh, hay trong nhieu phan tich dii Ueu khoa hpc ciia khi hau, khdng gian, y hpe , phep nhan giua mau du lieu ngo vao va dii lieu tham chieu dugc luu tru trudc la mdt phucmg phap nham xac dinh su ddng dang ca ban de nhan dang cac mau dii lieu ngo vao

Cdng XOR xay dung hi memristor dugc sii dung nhu la mdt phan tir nhan, dimg de thiet

ke mach nhan dang ki ty Mdt trong hai ngo vao ciia cdng XOR dugc dimg de luu trii du lieu tham chidu (R^), ngo vao cdn lai (Vj^) dung lam ngo vao cua mach L phan hi nhan XOR dugc su dyng de xay dung mach nhan dang ki tu nhu hinh 5 Ngd ra ciia mach la dien

ap VjjY dat hen dien trd R^ Ngoai ra, mach cd them mdt ngd vao dieu khien ap Vp Vi vay, ndu dimg L cdng XOR, thi mach se gdm L+1 ngo vao va mdt ngo ra nhu hinh 5(b)

Trang 5

Trucmg Bgi Hoc SuPhgm Ky Thudt TR Hd ChiMinh

3 ^ ^ ^ — '

-•

Hinh 5: Mach nh$n d?ng ki tu sir dyng bd nhan: (a) Vdi cdng XOR thdng thudng;

(b) Vdi cdng XOR su dyng memristor Hinh 5(a) la mpt dang mach nhan dang, sir

dung cac phdn hi nhan XOR theo cdng nghe

CMOS truyen thdng Ngd ra cua cac cdng

XOR nay la di€n ap, mang 2 muc logic '0' va

' 1 ' , khdng the ket hgp trye tiep vdi nhau, vi

v|iy phai su dyng them mpt bd cdng ngo ra

Sd ngo vao cua mach cang Idn, thi cau tnie bd

epng cang phiic t^p, thdi gian xii ly eang lau

Trong khi do, hinh 5.1(b) la mach nhan dang

sir dyng eae phan tii nhan XOR ed chiia

mem-ristor Ngd ra cua cac cdng XOR nay la trd khang Rp^, nen cd the ket hgp vdi nhau, tdng trd cua cac ngo ra cua cac cdng XOR dugc tinh thdng qua didn ap Vp ma khdng can diing thdm bd cpng Vdi kien tnie mach nay, thi tdc

dp xii ly hoan toan khdng phy thupe vao sd lugng ngd v^o, vi^c them, bdt ngo vao ciing khdng gay anh hudng den toan mach Cau tnie chi tidt cua mdt cdng XOR dua tren memris-tor dugc sir dyng trong m^ch nhan dang nhu hinh 6

Xi \

-mW\

pyy ^-

Hinh 6: Cau trie cong XOR su dung memristor

C4u trie c6ng XOR trong hinh 6 tuong tu qua 3 budc, va co them 2 chuy6n mjch Sj va nhu cdng XOR trong hinh 3, dugc thuc thi S^, dimg da tinh dien ap ng6 ra cua m^ich o

Trang 6

Truimg Bgi Hge Su Phgm Ky Thudt TR Hd Chi Mmh

Bang 1: Trinh tu thg:c thi ciia mach n h ^ dang Id tu

Budc

I

11

m

Vp

V

V

SET

V

EVL

S,

1

0

0

Sa

0

1

0

s,

1

1

0

SB

0

0

1

Ch^dv Reset XOR Evaluate

Ngd vao R^j (y,) cua cac cdng XOR ddng

vai trd luu trii dii lieu tham chieu, va dugc

dat ed dinh la R^p^CO') Cac ngo vao V^^^ (x^)

la cac ngo vao ciia mgch Qua trinh xir ly ciia

mach n h ^ dang dien ra theo 3 budc nhu bang

1 Trong budc I va II, cac phan hi XOR thyc

hien phep nhan mdt bit nhu cdng XOR trong

hinh 3, de tinh toan trd khang ciia Rp^ Vdi ngo

vao R^i deu dugc cd dinh la R^^^p, nen khi ngo

vao Vj^j cd gia tri logic la ' 1 ' , thi Rp^ se dao

hang thai len ' T (R^j^); nguge lai, khi V^^^ cd

gia tri logic la '0', thi Rp, giu nguyen trang thai

'0' (Rppp) O budc III, cac chuyen mach S,, S^,

Sj deu ngung dan, S^ dan Cac memristor Rp^

dugc each Iy vdi mach va ket ndi song song

vdi nhau nhu hinh 7

mm

-FTnm

¥ms

Hinh 7: Mach hinh 5(b) dugc ve lai d budc III

Theo hinh 7 ta cd:

Rp Rpo Kpi " P i - i

_ VpXRo _ VEVI,XRP

VxY = Rp+Rp Rp+Ro

(7) (8)

0 buac iil, Vp va Rp phai thoa man rang

bupc sau:

V <(V -V ) < V (9)

OPEN V EVL XY' CLOSE '• '

K6t hop (8) va (9) ta dugc:

''OPEN ^ „ , „ ^ 'CLOSE (10)

Vay khi Vp va R^ dugc lya chpn phu hgp vdi rang budc (10), ta se tinh dugc dien ap ngo

ra VjfY (theo edng thiic (8)) Gia hi dien ap VjjY thay ddi theo ngd vao Vj^^ cua mach Vdi

so dd mach nay, ta cd the nhan dang dugc bat

ki mdu ki ty nao, bang each quy udc mdi ki ty mudn nhan dang ling vdi mdt trudng hgp ngd vao Va dya vao dien ap V^^^ do dugc d ngo

ra, ta xac djnh dugc ki ty can dugc nhan dang

V MO PHONG: MACH NH^N DANG

KI TU" BANG CONG CV CADENCE

Dd tai da dugc md phdng bang cdng cy Ca-dence, cdng cy chuyen sir dyng hong ITnh vyc thidt kd chdt ban ddn, vdi 7 cdng XOR (L=7),

Rp = 1 kn, Vgyj^ sir dyng 2 miic dien ap 5 V

va -5 V tuong ling vdi 2 miic logic ' 1 ' va '0' (trong budc III) Cac ngo vao R^^ da dugc d^t

cd dinh miic '0' Vl vay, mach cd 8 ngo vao va

1 ngd ra nhu hinh 8(a) Cau tnie ciia mdt cdng XOR hong Cadence dugc thi^t k6 nhu hinh 8(b) Trong md phdng nay, myc tieu la nhan dang cac ki ty hong tir "MEMRISTOR", nen d8 tai da ti§n hanh ma hda tuong img 16 ki ty chu vidt tir 'E' d§n 'T' trong bang chu cai Bd

16 trudng hgp ngd vao cung vdi 16 miic dien

ap ngo ra se tuong ling vdi 16 ki ty nhu hong

Trang 7

Trudng Bgi Hge Su Phgm Ky Thugt TR Hd ChiMinh

Hinh 8: (a) So dd mach nhan dang ki ty trong Cadence; (b) Cau tnie I cdng XOR Bang 2: 16 ki ty 'E' den 'T' tuong ling 16 trudng hgp ngo vao va ngd ra (theo tinh toan)

CHARACTER

E

F

G

H

1

J

K

L

M

N

0

P

Q

R

S

T

Vp

0

0

0

0

0

0

0

0

Vx

0

0

0

0

0

0

0

1

0

0

0

0

0

0

0

I

Vx,

0

0

0

0

0

0

1

1

0

0

0

0

0

0

1

I

Vx,

0

0

0

0

0

1

1

1

0

0

0

0

0

1

1

1

Vx3

0

0

0

0

I

I

I

1

0

0

0

0

1

1

1

1

v„

0

0

0

0

0

0

V V

X5 X6

0 0

0 1

1 1

1 1

I 1

1 1

1 1

1 1

0 0

0 1

1 1

1 1

1 1

1 1

1 1

1 1

V x v W -2.917 -3.438 -3.750 -3.958 -4.107 -4.219 -4.306 -4.375 2.917 3.438 3.750 3.958 4.107 4.219 4.306 4.375

Trang 8

Truing Bgi Hge Sir Phgm Ky Thudt TR Hd ChiMinh

So do mach dugc thi^t k^ nhu trong hinh 8

bang cong cu Cadence Qua trinh thuc thi diln

ra theo 3 buoc theo bang 1 Va vdi 16 lei tu

chij da dugc ma hoa truoe nhu bang 2, de tai

da tidn hanh nhan di$n 7 Iti tu: E, 1, M, O, R,

S, T trong tir "MEMRISTOR" Kgt qua dang song tra v6 chinh la dien ap ngo ra V ^ nhu trong hinh 9 Va dien ap do dugc (o buoc 111) tuong ung voi cac trudng hgp ngo vao dugc tong hgp trong bang 3

^_^ •

I I I I I I I M I I I I I I ~

I I ' , j I I I ^ I I I I I I I I i ~

Hinh 9: Dang song ngo ra cua mach nhan dang lei tu

Bang 3: Dien ap ngo ra do dugc g buac 111 tuong img vdi cac ngo vao

Kitv

Vxy do dugc (V)

Vxy tinh toan (V)

DO chinh xac (%)

M

2.917

2.917

100

E -2.917 -2.917

100

M 2.917 2.917

100

R 4.2 4.219

99

I -4.1 -4.107

99

S 4.3 4.306

99

T 4.4 4.375

99

O 3.75 3.75

100

R 4.2 4.219

99

Trong hinh 9, mdi bd ngo vao dugc thyc

thi qua mdt qua trinh hong 30 us gdm 3 budc,

mdi budc thyc hien hong 10 us Trong budc

I va II, Sp = '0', ngd ra V^^y hi each ly, ndi

xudng dat thdng qua dien trd R^ , nen V^^ = 0

V 6 budc III, Sp = ' 1', dien ap ngd ra (V,^)

cd gia tri va dugc diing de nhan d^ng ki tu

trong mdi qua trinh (kdt qua do ludng cy the

nhu bang 3) Cudi ciing, tra dien ap ngo ra V^^

do ludng dugc d bang 3 vdi kdt qua tinh toan

theo ly thuydt d bang 2, ta xac dinh dugc ki hr

cdn dugc nhan dang

VI KET LUi^N

Bai bao nghien ciiu tap trung vd cdu hiic,

dac diem cua cdng ngh6 vi mach mdi - dien

trd nhd (Memristor) Qua dd, ling dyng

mem-ristor dl thiSt k6 mach nh|n d^g ki ty Trong

dieu kien ly tudng, bd qua dien ap tieu hao ciia mach, thi ket qua nhan dang chinh xac den 99% Nhung mach lai cd han che, dd la miic

dp phi tuyen ciia ket qua Idn, vdi miic ngudng thap nhat giiia 2 gia tri ngo ra lien tiep ciia mach la 0.071(V) Tuy nhien, miic ngudng thap nay cd the khac phye dugc, bang each tang sd lugng ngo vao, lua chpn lai gia tri Vp

va Rp phii hgp

Vdi viec sii dung memristor, kich thudc mach nhd hon, sd lugng phan tii mach it hon,

va nang lugng tieu hao thap hon vi cac phan tir memristor cd kha nang tich hgp cao, va duy tri dugc hang thai ngay ca khi ngung cap ngudn Tuy nhien, day la ITnh vyc kha mdi, tham chi mdi cd mdt vai cdng trinh nghien ciiu thye

Trang 9

Trudng Bgi Hoc SuPhgm Ky Thugt TR Hd ChiMinh

nghiem la chinh Nen day la mgt thach thtxc trien tiep theo se tap trung vao t6c do chuyen Idia Ion, d6ng thoi ciing chila nhiSu tiSm nang mach cua memristor, ling dung cdiig nghe moi

dl phat tridn cong nghe vi mach hien nay nay vao cac mjch 16 hgp truyen th6ng, va thiet

Sau Idii hoan thanh ii tai nay, hudng phat kl cac bg nho vai do tich hgp cao hon

TAI LIEU THAM KHAO

[I] L O Chua and S M Kang, "Memristive devices andsystems", Proc IEEE, vol 64, pp

209-223, Feb 1976

[2] M Di Ventra, Y V Pershin, and L O Chua, "Circuit elements with memory:

Memris-tors, memcapaciMemris-tors, and meminducMemris-tors, "Proc IEEE, vol 97, no 10, pp 1717-1724,

Oct 2009

[3] D.B.Strukov and K.K.Likharev,"CMi9i./^PG^.- A reconfigurable architecture for hybrid

digital circuits with two-terminal nanodevices, " Nanotechnology, vol 16, pp 888-900,

2005

[4] G S Snider and R S Williams, "Nemo/CMOS architectures using afieldprogrammable

nanowire interconnect, "Nanotechnology, vol 18, no 3, p 035 204, Jan 2007

[5] B Mouttet, "Proposalfor memristors in signal processing," inProc Nana-Net 2008, pp

11-13,2009

[6] S.H.Jo, T.Chang, l.Ebong, B.B.Bhadviya, P Mazumder, and W Lu, "Nanoscale

memris-tor device as synapse in neuromorphic systems, " Nano Lett., vol 10, no 4, pp

1297-1301, Mar 2010

[7] Sangho Shin, Kytmgmin Kim, and Sung-Mo Kang, "Resistive Computing:

Memristors-Enabled Signal Multiplication ", IEEE transactions on circuits and systems, VOL 60,

NO 5, MAY 2013

[8] D B Strukov, G S Snider, D R Stewart, and R S Williams, "The missing memristor

found, "Nature, vol 453, pp 80-83, May 2008

[9] L O Chua, "Memristor—The missing circuit element, 'TEEE Trans Circuit Theory, vol

CT-18, no 5, pp 507-519, Sep 1971

[10] J Barghetti, G S Snider, P J Kuekes, J J Yang, D R Stewart, and R.S Williams,

^''Memristive 'switches enable 'stateful 'logic operations via material implication, "Nature,

vol 464, pp 873-875, Apr 2010

[II] K Kim, S Shin, and S.-M Kang, "Stateful logic pipeline architecture," inProc

IS-CAS, pp 2497-2500, May 2011

[12] S Shin, K Kim, and S.-M Kang, "Reconfigurable stateful NOR gate for large-scale

logic-array integrations, "IEEE Trans Circuits Syst 11, Exp Briefs, vol 58, no 7, pp

442-446, Jul 2011

[13] S Shin, K Kim, and S.-M Kang, "Memristive computing-multiplication and

correla-tion, " inProc ISCAS, pp 1608-1611, May 2012

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