Download Chapter 12-Microelectronic Circuits 5th Ed sedra-Electronics-Solution Manual and more Exercises Electronics in PDF only on Docsity!
CHAPTER (2 - PROBLEMS
be}
wo
Tisd= Ss Tue)s Jere
ITGwdl= _we
\J wet Hw
Tay fi (TG)
Re( TU) )
b(w)
lie
= tan? “lire
ay
"
20 log. LT Qwd \
= 720) leq. [TGw>|
K
w (Ira) é
CYv\ [abl re Bi °
o D ° o
B-Side }O°BINY = - 0-97 OFF -26:5F
ue TOT) -3:01 3.01 7450
Zw. fouaT2 -b-9] aq 73°43
Swe fous) -yy 4 FSG
lOWe Jo0atS =o 200 - F424
1odwWs | ovo “4o-0 40-0 =84-43
12.2.
PEE pee
(s+) Csr sti)
==
Si+ 26* p254 4
Tijw) = [ itew= w*) e(-2wd] |
ITGw)]= \=[(@e0- wo “ye + (eat) >
2 [ ductuigt eeatet Heo sq
. re wl Ya
I
far
For Phase Aagle §
lus) 2 ten” | bm, [ Tein) { |
Rel rau) |
o~tan |e
For w2o.l:
ITWwdl= Grout) #4
ff G8) = 11S" 5 -0-2.0 rad
For wis Vradfe f
yee
i+ 1*) 7 Ale.
b= -tanwt (YG) = -13s" = 2.356
IT (iu) =
Nete: G2 -3dB
Also: taut (-D) = -45° 9 7135
ah (Wyss?
wt (Yay 185°
For w= 1D rad/s :
irawl: (ie wt) ™
# Steyn (200) = 16°
= 20")
= ooo}
conT.
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- tan? [ 82. | From the problem
194 - a
= -[ 180" + tan (G45) | Pell, esolha or Zs ooo)
° Amax = 20log a - 20log b !
2 -258°5 “
= 4-512 rad = 20109 Mo 7
= 201g. (1 'y
Now consi der an ih pete = 0+ 92dB —
ASinwt to TES), The ootpet —S——
és then given by: Amin = 20loq & ~ 20leq & _
AIT Gwd| sin (we © O49)) * 2oleg, (Me)
Using this rewvl€, the ootput * 20 log, (v-001)
to 2ach of the Fellous ing inpots = 60dR “s
will bes
Selectivity « 22 HIS: jo6
INPOT OUTPUT
2 Sin (ont) 2Sin(_-\t-0-) fe Unen
25m (10) VESin(t-2-356) Caen Knee (2.5 ri
28m (tot) | 2x1e*Sin(iot -4.517.
a bec lee ft
“1 g
ie *
4! Ot - ee Aker ee
4 : es
Yo Ws Ths
Tiss _k o£ Tots £ the
Ifst De gam =| then
eat k=l =
Ifds
£ i i
° 5S [Tfjw)| = =
1 > ete ee ae
Note IT) te shown iw om lmear
seale bot Amox and Amin are in At the passband edge. : =
4B
ConT.
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Leto] The easiest way to solve the circuit
to use nodal analysis at nodes ©, ©,0)
Wumerater is qiwtn b
Oy (8-0) (st (De) (5 Gare?) * At node@ 2T=0
(% + (exw? F) Ne Me - Ver M 2G
| Vs 258
= aps (sty io) (s*+ axio*) (s+ 36x10") OM = Vo C@s" + 28 +1) aa)
Dagire of Nomérater 2 M= # kt node@ ADT=0
Mow MeL =Ve sO
Degrae 6s Denominaher 2 N | Ys es
LM Cs eustl) «© Vo #25Vi a Cb)
Groin that Haye is one gervat ft
@ — (&)
NoM=l => N= @ Vo (zstr2saes)” = Vo r2e Vi
Vo (ast sturdy #s*(2eur2) #s(ent}+1)
we TESY = Gas Cs ti08) (ste qxi0) [Sedna = Ve # 25 Vi
ste St bste + be
Vo ts) ST ” 2s
{Tl (d8) Vils) Heese gs eas
Ts), =e
s'r2s*+ 25+]
Poles are qimen by;
S-2st+2s rl =0
(srjy(s* fae) 20
+. Polos are 8= = and
5
12-11 lee
Amon = 1d, Ruin 2 20d8, “ep = 13
Using:
Ais.) vlog [re (YT (te 8)
= Amin
cont
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e= fyo%-1 |
Amis = 10 log [ tre (ay |
Asin /p and
10 =pa oe (2s)
= 05088
ean fro
fog (10 ~1) = log ( & uae")
eal (iosmmie fe |
2 log (fusp )
=> choose Noid
N =
SS,
Zim | ©.
N= #, Amox *3dB
wt want allinvalion af
use 16 udp or ane
bold
Ea af ipil_) > 0-948
Alo) = jo log fi ay a
* (log [ ie one (16) |
=A8: 56dB
ee aT auaken
te esos “tg te sige
Saha of Ne
Aus) = toleg | ie e* ey] «fale
= 27-36 dB actual aftenvaton
PTE Re. etapa mpresiene. to bis
met catty wie need fo fund
Amen.
: & \QHB can bo raacranged fo grat.
@® = anne, Wig BS
(Wlayyh NR
2 OB 2g
a Amax = 16 fog ( it &)
Wl
O-F3dB
Wap = 10 mod's, y NS x
Amax = IdB => €>0-s088
ZH
Find sole hoes grep hveally
R= we (2)” x (E+H)
a 87-69 a (io
> 293-59 /[ cos (So) t 3 Sin CS) ]
= 264-96 +) t30:84
he 973-57 4 (E+ Br FI
= -#06-#5 2)S13-49
welt
Re rs6¢ a7 = — 873-59
2-15
fps 10K W365 Ame 1SAB
fs=ibkHy Wp Amax> 2dB
5. *
€°= 10 sala =P €=OF 647
CONT.
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=
ee _
_
==
Manipolahon &y (a1) we gat Beye) =
(6 ruse) (s+: erties ruse")
ies <
Ne fo [iotl?-1) /e 24-89
rae a
2 log (s/w) 7 Sih 1 GIRwoS +W0™
Use N=& Toe senile de goin
mq 8 é
Finding na biralmedes IrGe}l= Ay 2] 9? ke we
x
graphically © 2s TOs) = Lae” 5
‘ Ys) t zy
tadios = W(t)” 2 (st we) str biewes + un")
° el ) wi Ye)" ee
Wo = 6629xI0"
& (T+ Thu) = we 3. 6%0)
tte ( tos (4E) tj Sin) )
——————
Sr bGlfwos rue)
for attenyakow at 20ki, use
& (A'S) sith was 222 2
j wp
= We (-0-304 2 30-95!)
Alor) = 10 log | ne oa]
Pro toe (to los tf t\sm ) = 2p: BdB
> st seer =
Py = we (tat rismir) = —We I2-1¢
. . 5
Ses S THEE thes ee ee waeorae
Gellousing Merm coselte acl
(sea +iB)(S+4-i8) Kae
2 420s tahoe
2 S+2Relrls + Ip”
Pi
Also, note that for a Butheworth . ai/
aatoral modes haut a magnitude. of
we. 2ayint “5
Wp Be
Pi oyiaids: ste oeltwes + wr” > (maj
Payitlts! So |-oifaes+ Wo”
Py gialels: Stule j Giuan Amax * 1dB => €=0-5088
cONMT.
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1244
fo IOkHe Degain=10 Bins lke
Rus R, = (Ok.
SS
DE gain = “Re, = 7-10
R. = IOR,= (00k
e
Rats Hide
C= ‘
WoR 2, 2F jo x |ooxrD
2 OS Var
; fo =\O0kMe PD= ookn, rll
* ~rir el. \h
B Ge) = Ry Joo ke
IrGd\ = Fla, = 4
Re = B= soorQ
eR = dre
Crit el
eR, 27 looKte?* wOxI0”
© 1S*GaF
V2.2)
Use ganerak First-order careui te.
“Baro ok Iki2 ; Pole at wokHs
ITAL | Ri Co}s ike
Thess Ri Coc) = Ry = (kSL
Tove = - Pela, = 1
For a pole at tookite
e222 = 1 _ => cys —L—_
We 2IGo Re,
= -B54nF
For the arcuié TUS): @S+Oo
Sr Udo
Thos the zero af Ba 2-21 10?
GR, = Wa.
qo = —t
IT Io*R,
= 189aF
High £ ne =A es
ge, jen a7 7122
= 4odPB
pst (dB)
HO Pana age
+
eh a epg
Ike Look te FCleg)
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\2- Liz. 22 |
Lous —sa
“aerPoas
wwe 10?3 3-48 a
want Ri = Rk targa
Rie loohko
Total apn > Ne Awe =
fee = ~BYR, =D Ree -Aee Ri and
Rz< ook
“emake Ave =7b Ane =
Ri= ook
RG =
Weep
a I 5
amhc Re 21F (omi®) oxi
= 0 N59aF
fa
Ane > 7 *i/py 2-4 } make Ry= (O0kG.
Ry=4Ra Ra = 25k2.
Seis BUG AOiane
Gs
a ee
21h oyne Rs
zr (Joo x10) 2S 3103
= 63: %aF
fo cirkval hort
bebwarn berminals «
Ne = Ve due
> Wi ~ Ist Thar Mi em
eo ~) Fi
tis =Qvem S
VM = I= Grst)+t = veel
Ve lesv inst
= We 5. Uda ab
Wets
= — S2we =7Ts)
Ste
{ud = We
jwrwo
blus)= ito°r Tan) - Tan" Ss)
setae
*860 s-2haw'() = \to- Ss)
= - Zan (hoe)
New this equakon can ‘oe rearcongeh
2 a tan (MA) Ge use she
Rows tan (82)
TOv\> _
CONT:
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“Re fone = 10" tan
(#6
= -30°, ~@o, - 908 -Re, - 150"
R= 26WkHL, STR, 10k, I7SPER, S82
i ay Ri
% ‘ : be Ve
cS !
‘
=
Va = Vi = Js Vi
Rr Vs Srioe
B uskere Wee
ie No. 23 -S -b Io s<ue
=a Ve Struts Studs
Ao Nore
Neuss
, fe eS
Pl) = ton (A) ~fa (i)
se
2b ~o)
Chery ghlsh= IBC 4 @lsse)= 07
oe
LouwFass Ue = 10° rad,
s* + ios + j0*
ume «ie CE
= bos _
Vz
SS =
mow l * —taol@ ga ye
aos we
we 1~ qian =
we ff _
2 AE
= ISvsy fi
= 1214aB
7
Wp = Irad/s 10s a z0g E
Amox= 348 _
& dre.
There ars many,
Q -valoes which Tay
ba vsed :
Bs ME ~ no peak,
Q> WE - peaking
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For Fig. (2-4? wiypiz 8100 rad/s, Now Gis Wo 2 O-4IS uw.
wpe? 10 p90 rad/s a
Amiax = 1dB J. Ttsy= 0-418. ted, ——§
S* + O-4ISWOS HUG”
u
vot (x1 bo) (ic 080)
Tf ws = 3090 wdls
ude = 4poo rad/s
[Iv (s3000)| = 0-415 we (3000
ho
IT (Que l= (TF Qupa) |= 10 (id 3000") “> (weaoee
= 6 F413 nah
(Tfiwe)] > wea, = O1S2%
Cust wey + (zat) ee Amin > 720 log (01837)
a
=> us = l@- 3dB
we /Q
New ws and Ws2 ace
mt, Bais =| => 4,= 5 gyowatrcatly euymmetnica about
We |
<5 - x Wer Wise = dem
Twp) |= [T Creawe)d| = 0-398 usr = 4000"
3000
(oepa\ordun) = a3 poo cad&
“du ate 210s) Are + (Rey 7 6-898
(aecans) = orrelle- ne y
ey | From exarcige (2+ 15
o-Bl use! =1.84z rf (- . + Q=__ We s we2 260)
= o ene vse ‘| =" ' fom
= |-oo0s
o-Flws' “6: p)ee osu”
aS (' Oey woes
ampere z Lu
(ion) TS) = a, 7 —
Ses aad +90.
SUB ude 24000 quits
é i
Q= 2-4 oe a = | 4 DEGain
ConT.
jd
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@. =! /2-32.
Tig= —stt tame)’ Teepe = 5 et eu?
s' + 8 2760 4 (2160), s+ swe/Qt uo
eS 7
TEs) si ‘Pie o” Zar QA < Pole Q =pa'<Q.
Sr BIB IS + LARK” z
At wewo:
= wo Fp |
ee irl ee. = 42 sa, ‘i
wea, ai
Foe Ace Pass! ™
'_Z TE @' >a,
T(s>= a s- 5s" % +unt
s* be sHe/a pund (TOiwe)\= a2 Qo gas a
i a!
Tt pero fraguancy S pole ferquancy , ITI dea. 4
b Tés)= a, Sos YO tus wneud ar — at
s* +s /a@ + uae” ,
a'>Bo
Se
Ghee: ETL aa we ate wt aoe B ‘7
at
alr (2-33
Qe pa oe SS
yds = oT dfs, Q=2., R= iok-2.
He were => weet G@ez ke
: ee “Qe
i TE zere Goagunnces ? pola fraqvency = QP.
Sten usa pute Pct
DERE Des r= AW at ale 8 3) C™ Ry 7 See
L2 gee * SoeOnt ‘T
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12+ St
udo= te
Te L' = poi
we (eoieey
> 09950 4
O94 We
5047950 use
as bude = ~ 0:5 ‘To
re e'= ore
we 2 0'9950 We
Awe = -0'S%
Charging BR has ao effecl ca ude
Liza |
Use voltage divider roles
Vo = Laws Vs
Zee b Be
4
Ve , (e+ 3c)
=A
Vs gre +S
° Get te) +Sc
* THs Vels). 2 s*
12-36
Ss
Lous ‘Pass: Ue (o, ce OlLar
a= Wa
Q=usyocR we = YWC%
ge a be +e
tot. boc.
=! = tw tt
Yaritx oxi”? =
= $O-Fo
R > 2k
MC era Vo Mi eTL bo
Wo =_l wig = Ae
“Wee on Nee.
Q = weeR Q = wo ¢ 2RiIZR)
Amo= | = week
Keio = aia = Yo.
Vo
Car b
‘et
Ve Vy Vox
Veh Ve * Tar (5)
Wy Moz 0
Vels| a0 = Tree (s)
CONT:
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for circuit © use Fig 2-22 (ay
oe @ rs NS Lele Welt ohiek is tht some as for
redk @).
° us
si ey ee 2y = Co-= 106
. R= Res Ws = By = [ko
For cireutt @) use fiq (2-13 @)
: s Now. Q = 2a = Gre
&
Me DeGoiwe te “HR, => keke = 1k
; a Res Yirscy = Pore ka
\
CR. = Von =de= Reude= Toner
= 1OnF
[z-4s J
for eircuit (use Fg. 1222 @)
hi
wes 10” Ys
2 5 Weles 36"
Q
for 4kie Su=Sktz 210
nous > 1OnF gad Ke l=
“y
we» (ey (Carter) RRsRe fe, |
Cer tCez = Ce
Pz
Q& = 1 _ = peit
2lesde <=
From Table 12")
Choose Ges Cys 10nF &
Se
ke Rie Ry= fe = R= RK
7 - Cu Ge Ribs Re ds aa fell eye a
Eh: CE oe c= fe
B+ S/tee + Geta, i.
Es R= We Cy a
BC BRRerke ps ee B= 39FT LD
: "ye FR ? 3 3S
y= Cg = ‘
ki wh.
tom USE Cy = Cg (00a bon = ( GR )
= =peer > = G4nF
* Rs a => RBG B= Ik 2 Gai= WFR Cy Gu= GHaf a
gs Cor = 3-EnF a
; Mao using : —_—S——
a
= Q= oor Qs Coy t Coz _~ Re
Qi CoE f Ke Cig RRs Be
Ree Ge
= = = Ble = = 3%
Ea, 7 Slee = Re fee + Ble => e239 702
Ne
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re -44 Vas Ve-T@
= Ve (t+ 54 2 5
From Fg: 2-16 tS) dzigo’ at fo !
Ta = (Ve. -Ve) te
ee Use Gor Ikhe Q=| = SCR.
Ler Re
wis =_ “Be Ea Ge & = INE
Cy Co RRs ey =Rs Re =RaeR Ve = Wa- Te Ry
ss = — 5Co RR
7 fee Va ae 3
4
R=eet = STKE RRR La= M-vn)SCy
= — S'€y Ce Rik
Se we a Sache y,
@ Rec Ce ude
= Now the volkagt seunce sara an
loam 0% input venpadonves ques boy |
Re = (89 16kSL . Fg .
SSE OZ YA = Be
SP Cy Gey Ri Ry
As ragsveach «
for S= ju => sta wh
file Sh
ee OS eRe
= Ro) ie puee
NEGRTIVE
Ressrancel
Lave ]
Foc LPN: Soe Table 2-1 & Fig, 12226)
TOs) * kite . SF GGRhee
Coe Re
Ge SF + SI Re + G (eoP RNR
Lt =e. At DL» sso ,
Swee we ewok guas: into thy 2 pote a
. : Sap Tfe)= Le
ingot jermunals we house: te) K ange Be He (eon Cen) Riko Rs
cont.
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Ee |
™
>The) =k & ve can | tons [Be he gale
= Gy GB Re (a m2) -
Note Hak Cort Gor in the total
capacitana. acres Ro Ae hale Fraquancis S-> oo 2
. Cy= Cart Gaz Tl)zk & high & Rian
z —— ih og, gain _
dens Refey ce Wes ‘
ae eae Dbsarws hed the agsivatint
[Ge (caw Cas) Ri, Re Peoolenee at The poe hormcaol
4 A ois:
= Cen ee a ye AND
Cot Cen Res Rs) Rae =
Die e foe the vesenater Cable 2-1)
Hu”
Es = Horse: => ee 2 Wee
Bee Coy * Cy (S\". o(ee)"
Fe
we = Rilcyt Res Re = Pe, = Roo” il
x Clearly GemTlS> above | wor Re / Cu & RRs Rey “ cs
es
Re fey Cor BPs Re a a
with
7 Re, oe. R
f => ud: = at “
& Cole Ris Re,
q m7 el SS]
We = Riley ce % ka Ps
; Rez = aS
ii => ude = Re [= vont Age
Gy (Cort Cor) Ry Py Re,
ae “4
lew] —
o-ysor (s+ 1:6996 ia
= Tés)=
For HPN? Seo Table tel @ Fic. |-22{6) ) G+ e729) (S*+ 023865 + 0504)
Te) =} Se File Be Bet
Se Yee, + | & cL
§ + 2
: ee a im) TOs) 2 _osoe (Zap? + 10996 )
Hearty: Wy a oRe Gr one S + wees #1eso4)
C4 GRR Re | “tp
Parr (a> Replace. Ss usith */idp
CONT.
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12 SBR
Use Tow Thomas te realeas- a Len)
(Fig 12-26)
Wo 10 Wdx et 2Wo QI Dfpn=l
CrlOnF r=20kK2
Ret = 1Oksh
toot
from Te 16 (ed =
De Galw = Aa usa =|
tap
Or. ve*ue = |
: eRe de) IE
For A Poss, Rie
‘tbe adyst Qe, trim CorRe
(yndtaandant of- we!)
We we? PE ao ae nch ela Ratt
Kole “if we tein Re or Cy to adjust ua,
this will olso affect Be. So th
ophons aret
For ude + fay fein Ra AND (rerRs) bo
maintoaan the volus of Ae
oR
(e) fem Ci, awk or Ra
Prater mol fo him a eapacihor so
use (a) \
2”
Ris elon) = ge (teyaG-2y”
HF Gow
= R= lok ste
Becks = co
[ss |
ie dikieoses
Te: -T@)+cblh-) ae
S43 Ze te
we hie => We JE
12.54
Tley= 2:Hs08 (¢+ heaqe) — —
(sro Ray) (Shy wR IS + 10804)
Replace S vith Sede
vap = 1D radfs .
Part (@)
o-4set € bits PhO Ite
UTtes
Ger o-vaas) (ge oe
up ur Wp
+ 1pse4
T=
cont.
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Tisye o-Hs0¢ wp ( Sé #16996 ur" \
(* o-72A 4 wp)(S* DL Ifbulps +
[oboqup
_ 4503 (s+ 4 1-6996x10" }
& +7244) (Sh TEES +1004 x10")
Foc Presr Dever Section use Fig 2 Ro
ude = 7294 De
= ton
ain =l
cheesa C=
ca
RyzRee tee =D Re Ream Wee
i
Fi For Seconp Depew Sector ~ use FIG 12-76
: _ 3
2 ude 26996 10" => Wye Weaee
4 Wp = bosogxin” => We = 10-247 x10
=> Q= 3-64}
1 For Tow Thomas UPN) uaa tolode 12-2
cheese C =1oqr
—_
= tS =)
R= ube (b-249 4107 iO KD?
= PSF EG
cheese r= Zook.
SS
Now From Fig 16 Ce):
Tio) Q2uwn | ie
ae =] Sane ee 2O°GI8
*) HE gain = @2 = 0-618
G = CxHFgain => C,= 6 /8aF
e
az = Rho)
Re = o.oig rm => Br 6:03 st.
Ry >Re = 0
QAR = aoe @
2-56 |
Make C= Ce einF ae
{ 4
We * Jones, ° [ete
ht By oR m= 4+Q™
Ry = & Bez,
oe (2.
ee a oe = ey 107
jee ~ ec
=> R= ee, = LYp. #2 ke
1" 10 SS
Ry = Ee a> Ry = 7O-FkO.
z ha =
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Ll2:5¢
For Fig 12-28 (ay
takes gor oh 1
ts = e+esl& ré) Rt Ciqeky
Sige ide long doe Vigo
S (Gay tat te arr,
Bo Cie Cec Res RyeR, Reet
\
fe b(ed= Ste stee «RO
. 3 wiles
o+s Hee. t oe
sit ste s Ae
s+ Ss + er
Zsros daPined ey We > Ye
= AL
Ree a
Doble Root ot siz - Ke
Poles of HD ote green by the
quadiahe formula:
ge Ge op VES. =Btdy
ae ee 2
(e foo reets on The negabor
peo Ooe
TE the neboorke is placed ja The
abine feedback path of an ideal
amplifier (hee) then tha poles are
givens by the gures eb eCS):
Clesth loop poles!
Se - Ye Cmothipliciy =)
=
Nofe first -S¢Yo . -V
lb R
oy <= eat VY
= ; es PDoce
= + 3e(Mi- vy os =0
sew RK + sei+s'cR Ve yseVe
Fé lo 1G
+ve 2
ep oO
molt by 162 aad let BEST
gt Ve + 16 VEs +t otter srUe rib
=0
\yo[ et*+ Saat + te | = =-wse vi
" Nes ws lest
we SU + WSs Ib
we see
sh+ s3ee + te/gice
CONT:
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Por @ Vv =o
-No + Vi=N se = VnMe
Re ' Ry
Woe + i vPse-2 -SOVE
Prol R- Ra} +v[scmen+ Qe] ayscge,
‘ o(Bu-Rs )* \o( "35% ss RRs rR)
= St@s Ry Vie
i (Purr SeRsey +P + Sey *&,)
= $C) Ra Ry VC
Vs (tee Rey FSC) Ry tSQRy rt)
= SE, Rg Co Mi
. Stover Ry
a Vi SPC) GC. Ray + SQRytSCeky 4 |
i st
Sis(Ar + te )\et ‘
a (au, aa ) Gila Re By
Se ee
—
Note. 4 gh Fass
este | ch
[T(e2)\=I High Frag, Gain= iS,
ok,
Q> Va Gr nae
208, frag = ip ads |
flat.
22%. 2I0 Bd G=6= One
at mee Chee Ry -
~ es = ae 2 Ex10-
Ri =e
Ry = 4l gd kL,
Be is => Ry 2 Fo7LD
12.60
Pmax = SAB
“L
e= (w"*-;) %
ve
- a Yes
wo = we (£) = kip= 21 S000 =
ay
|
oT
Qe = 0-618
2Ges36
rs
26872
For Gest odar subi +
loo" [OTT de qa =|
Fram 1% (ad
Ris Be = 10k
4d ee i:
C* use ~~ let jo% SEE
Second ~ Ordur Sadho @=0' G18!
Pre ma
ees)! ma vars 1.628
contr.
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in)
Re= 2Q wet Rye Re = (Okie
bop
C= 2 as
Cy C=: UBar
bide ®
ee
Cz =m * 2-S3nF
Sacond Order Secon Q= 1 GIES
cz ag me 4 Qh = (eee
We R
= 103nF => Reeve 1OkQ
Cy = G2 1O°8aF
Cas & = ORF
[ese]
Tit a Gaaksaace SOLE
gS
S74 sY/Q rue
Tisd=
carkee Cag. opie {
templarnentany Fron fen funchion :
he 1k
& > &us,*
= Noret !
StS" %_Q rude .
Wd
From Re 12°18(4)
Rg
Ke es
‘i CaaE ne eee 2 ond
el ; +5 , get:
this is The same ao Fig 1? 18(e)
for Fig 12°18 (a):
poy= See
s+ S/eer We
Werte at Rle
pur -wuey* 1 pe awe
2
DL OL 20
Duss _ _ ade
Sc 80
Dee = Oo
DR
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4 poe un
at
2 MU gk ase =
Dx u*
we
anak 2 an
ox ——
Pact (e) 4h be) we Gls) .
Si = =F 2 PE) xe
om Fr bw) 7
= Phils au. x
Dx ax £\G) ci
= DO | Bh. pe yw,
WA DM {, uw -
But us be
a Ses Bh he, ce ~
ce Dam ee poe” Ry Ra
o: By ww we
= my a
me Bee
_ ok Sa
aLGNy 2 Se ~
4 w
282 Se.
12 G4
Since the charackerehit aguahoa of
Fre. 12-38 (e) is thi com as bee os
Fie (224 The poles ove gees by
Ea \l. BG:
zat
2
anes wr =O
Att ets
ste Sale
This is: becewse, (233 (bY ic bated,
on The complementary rans leon
o& 1229 awd hea the pole
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=
i
al
Cy= Welt -
Q
2)
= O-153—9F
Gas tte: vs Cy = Vlster
Q ——7 ae.
larF
to = 0", Q* he, Ce=lo0kHe
at
pe gown = Bu zy Ce
Re oy
€, 2, = lOpF
CG C4 Gs Welt
> 10" (7eane® ) torre
> IpF
tg= Ve = Lt pr
=
lat “7 RK
Tes 25.) Cus pF, Gre (Opr, preno
fre(PO R= 5 026.0.
From base te colle chor
Me g -B RB 2 Laas
a age k
Total copacibancn, ak base
b— Miller
G+ Gp t 200p + cy (-k) Ekbect
> lo +200 + 1 (1¥199)
= 416 pF
|
e= Wee
Vee
ss
iom* x dioKio'*
44-4 210° adj,
Canten Grequnancns gee a
tr g
Rs ty
2 —20otS x -194
1O+ 5-025
=~ 66° 6 Miu
se
i.
BW = Re
Le
(Reh) 410 pF
= > rad
2729x107 COS
—— =——_——
Q> we
Bw
> ft fo a0 43,
> ORF
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Gos Be ee, = @odt
= 200 (zr wt) (10x18)
> ba 6} ke
wee | 2 g2:
Woe. 2 le"
4
Gr wry oxo ®
= 2S BSnr
Be.
RC. (207 10x10") (2-533%10")
a 6-28Skew,
moe tt ye
i J. TR, RB PRE
2 DR? WSR ta. BURAK
e
I
fees
a °
Fee tL _
4 orgie Ras)
= (zn (exes) ic’) # + Inf
* gae-gktz [kes
Rene’
= 4 (1k2)
Siete
B= Reco.
@xioe
LY TaY-BRID' «x Borne
es ape
fom Wey ee tye
SAL we
: Ww <é
LS,
te uaall bale
Fesornance
BG gain= “Ju Gol)
e * duaer +] wba (tegmital)
“ wah Calpe (arta)
As perauieen
From, Fre 2-16 Ce):
Ttsy= as
Sits 2% +u007
TGu)y= SQ.
Wer-uo™ + Jyotso:
qQ
Tie) = 3aWe ga
jwele We
[TGes)|= 4, v9 [e+ wy + est
= aw Yous
| + gh (ete
tp Wd
Nooo Ws Ue + Foo, Be gy
So
ard wo 3 too (1+ 2840
bat
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12-32
\ SO Up w= “tg Wuts
fit
oe IT Gud|2 —o@/ede — For first ordur low pass :
| H J i+ Q(z _ ; : ,
! | ~ T(s)= toe : TG) = _wWo
| fer @P>L: at (2ie\s on ase) SESS {ou
| ws } ~ We
“| | “po wom Ws | for a bandpass response. around We
i! wait uo = Ge |
A > (TGilz Ir Ge)|_ =
mi gua \> TGs) = Fa
i wea CS) Sey" eee
att a 2
= _IT(huos|
uh —— the
TM) +4 vo =.
i ‘~ Bere
me For No band wa st
ee or peae sec 3) = =
il sync hronoy sly forcd in cascada, ‘i UG (8 hooey
i | hal power is. given toy t
| Neuw af us=u%e or Gus=0
et = = {e(juse) | ah, thon
ever ee) Tas) = [roel
Mi [+ ae M y reat (he)
| We
HM Yu Pact (\8)
yg@fsus = 2" -|
hb
x
We Fer N synchronously, fond sections
sare in cascada, 348 banduon thee Vs
Sis = a 2m | geen boy “4
= hee
(Tip) *
- ; : a
we Bandundth : (ry jel) = GH ee
2280s = We YN
B ave il + 4ar (Se) = of "
he
28us a = Joi (ize)
conT.
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