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Điện Tử - Cơ Sở Thiết Kế Mạch - Design Trên Máy Tính part 3 pdf

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""
Goe d6 hanh
\1"
Mere
kicn
t~
Mile logic
"
//
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de)
diu
trl\C
T6ng
h0P
kien true
~/
MCre
hlnh
hQc
Thie't k6
V[tt
IS'
lI'inh 1.4
Cic
goc d
ll
quan \,\1.
I!\lrC
<16
Iri:ru


Ilroll£'.
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ciic phrtn dmlll
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ke.
a.
Tong
lHlP
kicn trllC
G6c d9
V(lt
ly
M6 hinh hanh
VI
Ci
mut
kiei1 true
co
th0
(hf~X:
the
hi~n
qua
\{Ip
h()p
de
phcp loan
vi:11l10i
quan


phLJ
thuc)c
giiJa chung. Tong hqp kicn trllc
yell
d.lI
ph,ii
X,lc
dinh cae laj
nguyen
phdn
cung
dn
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sit'
dyng
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tlure !Il¢n
de
phep tmin.
,fn
dinh trinh
tty
t1wc
hien cae phcp loan va gtlll
kG!
chting
vt'J"j
de
l~li
nguyen.

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tlll;JC
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m'Jch s,w !lay
phl,!
thuQC
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bIJ6c
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v,~y,
de
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bY
ve
il1{I\ kicn true
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xac djnh
mlre
d()
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song ella
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phcp
toano

TllI;IC
hi¢n toi
1111
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11"en
llllk
nZly
Ch'lllg
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tro het suc
quan
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tdnh
thlet
le".
Ta hay xct
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til
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ke
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bi'l.llg
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va dlc gia tf! ban
(.Hiu
x(O)=-x.
y(O)-y,
y (OJ II.
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di~n
co
the
duac
bi~u
dien btmg ng6n ngfr m6
til
ph[in cling llhu
sau:
Diffcq 1
I~

Read( x. y. dx,
i.l):
Repeat {
xl==x+dx:
u 1
==
u - 3*x*u*dx - 3*y*dx;
yl
=y+u*dx
C = x <
a:
x =
xl:
u=uL
y = yJ:
Until
(c ):
Writd
y):
~
119
dieu
khicn
I
I
':'
I
I
Bo
nh(1

t
ALL
I
I
Trong
VI
<lL,l
n~ly.
de
dOll gi,in.
ta
ctl
till:;
coi
c<le
c111'ong
dfr li¢ll Clb
mach
;.;uSt
phattlr
hai
nguon:
til
oQ
nhtm
",'a
lir
h9
tinh
to,in

so
hoc
ALU.
fill
ALL
1l;1~'
co
th~
tl11fc
hi~n
dc
phcp
tmin
cong.
trir
\'il
so
s<-ln11.
M~\ch
s0 g()ll1
c6
dc
thanh
ghi.
h9
X,lc
dinh
dia
chi
va

or)
dieu
khi~n.
Goc
dO
diu
Ink
ella
mo
hlnh
mi teh
(1
mlTe
kic"n
truc
cho
ta Ihtiy
dc
cau
trllc
VI
mo
etta
lhi0"l
kc".
:\16
hlnh
0'
m(re
logic

ella
111<,leh
co
thc
duqc
hieu
dicn
btll1g
dlc
sO"
c16
chuyen
trang
thai
Clla
dc
o16mat hilu h;.ln.
b,'ll1g
doc
sa
d6
h'lgic
1JO~iC
btll1g
de
ngon
ngCi"
m6
t,\ rhrin c(rng
HDL.

Cic
lllO
hlnh
n~ly
c1lt'(.K
nha
thiet
I c'
(hl'a
ra
hO(lC
dunc
tong
hqp
tir
Ule
mo
hlnh
()·llllt'C
kic>'n
trlle.
Cic
thao
tac
0'
mlJoc
k'lgic
co
Ih~
khae

nhau
tU)'"
theo
tinh
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mach
(nhu
lll'.ICh
t()
hqp
hofle
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turin
Il,r)
va
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hieu
dicll ban
t1:iu
(biC:ll
d6
ehuyen
tn,mg Ihiii
hay
sa
do
l6gic).
va'n
de

toi uu
hOii
dong
\'ai tro
he'[
slk
quan
tr9llg.
N6
gflll
lien
voi qu,i trlllh
t6ng
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lrung
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,de
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de
C:\U
truc
vi
mo
ctl<l
m' lch.
Ket
qua
cuoi
cung
clla

tong
IWp
('j
mu'c 16gic
El
hi~u
dlCI1
CtlLl
trllC
dfiy
uti.
VI
dl,l
n!ur
bang
cac
phan
tlf
logic
ca
h:1ll
\'il
kc:t
Mii
giu<l
nhlJ"ng
ph:in lir do.
Trang
VI
dL.1

tru6"e
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li~Ll
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dua
vc
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dU'<jC
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ht)
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va
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o<)ng clla
b9
dicu
khien
du'(.l'C
bidu
(hen
hang

sa
do
cllUy~n
In.mg th,ii
va
so
do
logic.
15
ThllYI
ke'
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I}'
1<'1
qu<i.
Irlnh
lao
ra
~o'
d6
h6
lri
eLJa
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ILl'.
Ceil'
16"r
btl trf
m"Jch
luang

lIng \'6i
de
1ll,:11
n'.1
dung
lrong
qu,i Irlnh
ehe"
t:.IO
('Iill). ])0
ct6
c,k
116
tri hlllh hqe iii
nwe
IICU
euoi cung ella
Ihl2'1
kc"
ole
m,.teh
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di~n
tu.
Cie
Ihao
I,ic
chlnh
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rh,ln

elm,lll
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hI
b6
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del)"
dinh
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eut'J1l
;;ieh
n~ly
chung:
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khong
di
~[tll
\,~10
ph,-Ill
doan
ni:'y.
2. l'{ii un hna
m: teh
di~n
l1~li
lo<i.1I
t6i
Ull
Iio;.
me.leh

Iw:m
di
dOl
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h(li locin tc'ing
hq'p
m,.tell,
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m:,lch
f h6ng
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()'
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ra nhlrng llweh
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c.mh
ttanh
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de
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uu
hal d(l
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quan Ir9ng: di¢n tieh
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mach.
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ra
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kh,i
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de
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Ira
\-il
ph;'lt
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eua
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de
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e6
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djnh
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thcmg

qua
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du
true
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nc"u
ta
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tich
ella
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ph:ln m'.Kh. Thclng Ilnrh'ng
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tlf
ec1
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m"ch
16gic
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6e
ph:in
ILr
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thanh
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de
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bie't
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lung
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kc",
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dc
d,'IY
n6i
d{lng
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4uan
trqIlg \'il
khong
the
h()
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th:ulh ph:in
di¢n

l!ch
Il~ly
c6 Ihe
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djnh
IU
mo
hlnh
m'.leh tren g6e d(l
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rlH)
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111":0
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dt)
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cae
phuong
phcip
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kc.
l-liC:u
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ella m'.lch dlf(fe t6i U'u hoa til/a

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tre.
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mach,
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d ::
nilY
kllelc nhau dui
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mach
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,
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de
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th{ltIg
qua
thlji gldn tre
truY~1l
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lUU
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den

dell!
nl.
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gr,illl dl) pln!c
I'n)
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thiet
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de
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dlllg
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ub
m',lell
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tinh qua

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gian
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tllLo lILt'ling
dO
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nhat.
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mi lell
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t~f
dong
b<\
d(l
do
hi¢u nrlllg
c6
lh~
uuve x,ie djnh
Ihong
qua
thoi
giall
quay
yong
cua
llli.,leh. Tho'i

gian
n;l)'
IiI
chu
k)' dc)ng
b()
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nhJ"t
c6
the
et,H
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tlweh.
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m'.leh t6 hqp
etta
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tu,i.n
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can
d116i

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thh'i
gian quay
vt'mg.
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m6 hlnh
trC'1l
111lTC
kicll true nhu
qp
h{)"p
d.e
phep
lo{m,
d{il
vll'i
de
m'.lch
tlHll1
t~t"
ddng
bi\
m¢t
trong
nlllrng
ci{)
do
hi('u
lHlng

li\
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dn
thiitt
tte'
tlll.TC
hi~n
d.c
phep to,in.
Th()'j
gian
nay co the
dU'0C
uo-e
Ilfong
Ih<'lllg
qua
d.c
chu ky thai gian. Tich ella thoi gian quay \'ong
vii
Ih(Ji
glan tlllrc
hit;n
eho
ta thi\i
gWIl
thl!e hien
tcing
e(lllg ella
111'.lch.

Thong
tlmi::mg
Ihi:J'i
gian
quay
\'(lI1g
\,ZI
thai
gi<1ll
tlllTC
hl~n
dlTOC
t6i
Ull
hoa
riC'Jlf;
r~
de'
don
gi"111
[10ii
qu{i
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leli
u'U
\,;1
Ih(x!
man cae yell
([ill
(t)1 ra d6i v6i thict

kc".
eic
m;,leh
d60g
h6
c{)
the'
dune Ilnrc hicn day
dc
phcp toan theo
chl:"
dl)
d.\y
ehuYCll
~
pipdlll':
),
trong
dCllll' leh
se
tlll.fC
hi~n
c{le
phcp loan song song
tn:'lI
nhung
t~lp
hqp dll'
li~u
khJe nhau.

Nhu
\'~\y
hl~ll
n[lIlg
Cllil
m' lch
ellil e6
th~
dU(l'e
thc
hi~n
qua
kh,\
n:mg
XLI'
15'
def
liC'Lt,
luqng
tier
!t~u
m;\
llI'.leh
e{\
IhJ
Xli'
1\'.
Do
do
dt'i

eni
li\
th{llIg
lunllt'. ella lIldeh. Doi
\-(ii
nhG"nl!.
mach
kh{llll!.
••
__
L'
~_
L'
L
Ihvc
hi~n
qua
ky
IhU<)1
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chuy~n,
tIH'UIg
hrqng
hj
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h'.lll bni nglqch (j.\O
eLlCl
tfch giiIa th6i gian quay
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va

thll'i
gl:ln tlwc
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cho phep
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thong
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liC'u
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XLI'
15'
nrot
qua gl6i
h'.1lI
n6i trcII.
V6'i
nhG'ng
dQ
do n6i Ircn, tui
uu
hexi
hi~u
n:ll1g
ella

lIl' lch
bao
g()111
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gle\m
thicu
tlli:ri
gian (re
truy'?l1
lt6i \'6i
111'.ICI1
t6 hqp, Ihai gian quay
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Uing
t6i cb thong
IlTong
ella m'.lch d(ii
\<'ri

nhCmg:
mach tlulc
hi~lllhco
\ 5'
thu[lt d.\y chuyen.
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nhu'l1g
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t6i
lTli
hoa
vc
kreh
tl1Ll'(k
\,~I
thai
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n61
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liang ella
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con lien qllan t6i
kh,-'l
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phal
hi~n
l()i
V:I

d]llh
V!
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16i
lrong
m:.Ich.
(-l,:'11
10:ln
x:ly
d~mg
nhCrng
m~lch
cho phcp
de
d:l1lg
Illll
It'll
c111ng
mot yai
lri'l
qllan trong trong
qUii
IrJllh
tllle"1
kc'
\';1
t6i
lilt
ho,1
tnach.

NhCrng
m'.lell de kicm tra cho phcp giam
IhiJi
gian
Sll1h
Ci\c
b()
gla
Ir!
thl! nghi('lJl
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gl'-'lll1
s6
lu'{.mg
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gia In
IhlT
nghi~lll.
V[\n
de
(hlU
lien
dlH)'C
giai
qllyc-I
h~lllg
deh
It
III

ra nhling
thui.lt
to{m
tclng
hnp mach c6
hi~'u
qu,'t:
ctll1
\'an
dc
tilL!"
hal hen quail
h'ri
\'l~e
tIm ra
nhLing
thll,H
to,\])
tIm j()j nhanh
\'('ii
llH.1C
lieu
gi;\1l\
thili glan
ph,-i!
hi¢n
h')i
V;I
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16i

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viii tlrng
h(l
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thLr
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h;1l
tOJ1I
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du(,l'C
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ke'l
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hal
h~\i
10,111'
giall1
11\l~1l
di~n
lich
tlu,re
k'

ella
lIl'.Ich
vi\
I, ng
hi~ll
n:ll1g
ella
llli.lch
y(J'i
J h,\
ll{lllg
cao nhtlt e6 the c6.
Bi:li
loan
l<li
uu
hOii
e6 the ph\!
thUl~C
yilo cae
],;1111:'
bu()C
yi
lIl.t
nlllT
gioi
he.1ll
tren
\'e
dicll tich

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gi6i
h'.111
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hi¢lI
n{ltlg.
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17
lmin
l(ii
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hu,i
co
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b!~u
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lrong kh(mg
g:iun
vccW
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T:lJ)
hnp c,ic
c:lll
ln~!C
c6 the
c()
CUd

mc.teh
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kl: l.!n lh:lnh !Illll kh(mg
~lla!l.
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nilY
1;(,)/ b kh(Jllg
gl<lll
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)
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gian Ire. lhi)i
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hi¢n.
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Ru
tmin
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hoa
mach
1m'
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tmin lim kicm dicm
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thic'l
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dat
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trillll thie't
k0
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hop nwch.
18
CHlJONG II.
CO
SO

ToAN
HQC
Trong chuong
nuy
chClllg
\()i
nh:-tc
1,.ti
nlt)1
sCi
vCin
de
loan hoc liull
co
_~(j
cho
C[IC
chu'ong
lier
Ih(;o.
Cell'
kien
there
10;111
Cllll
)eu
xoay
quanh
CO'
so'

X[IY
d~rng
d.c
mach
so
dna
trcn
cac
d',\llg
ci1Uan
lAc
ella cae biel! thue 16gic.
l\hD'ng vall
de
lien
quan
\(Ii
qua
trtnh
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dU(:il:

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h E
B.
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ii,
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h.
a:
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(2.
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E
It
a + ( h . c )

::::;
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a . ( b + e ) =
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3
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13,
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a=La.
a=O:PldnhtL
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2.
a,
a:::: a:
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a + I =
I:
(2.5)
(2.6)
(27)
19
c).
a.{),-O:

(2.~
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C.9)
6.
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( b . c
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(2.11 )
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9. a . ( a + h ) = a:
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II.
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• h :
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151
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ta c6 the
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d{mg
m.!~-\l
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d1011
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20_
1
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bao )!lim hdi ph'\1l1lf (0.
1)
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dlf(:'l'
<ip

dung
cho
dai s6
ellll\'l~n
lllach.
Dc
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mIll
wong
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glli,(
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dua
ra

de
sO'
Mi
llle.teh
dU\K
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dung
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~()'
dli
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==
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()
20

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