Partial preview of the text
Download digital control digital control digital control and more Exercises Computer science in PDF only on Docsity!
~ 6\-— ones | a* tty | ga | qi = 3 9.5% ,9.0-- g ba ak -\ 2 a a jer 2 4,2 = Be 2a Sa a 2 +22 a keo eee - - -3 es = [ec 20% 32 (142 +2 42 Fe) we) ~ -62- 2 = Hey = 3" _} u > Go-Bates . 2 = 2 (a% 22.43) ae Ey —— — ©) \ ges * (4) bes Va ee ee a be o ~k Gos u wet = =. She 2 2 a. te *: ° ko rhe & Comparison ot cae icied leads to te. sacunsiwe Seeuulan , SF Feet ara iC: we NePrenn us®iore ; bey A, =e 5 Meo B(es2e-3) 23. 2a. 32 (a’-\) at-\ = Nes etsaras toa Gas n= = qe= by ang., eb eo ds ba- ag = 1-o= J ~Ou- “DiQemce Equshous ‘ Parenter , Vee Zitesy. UNesy od qe = a » Ulead Each: Guy. SBE. Yo ert Ule) => 2° Yen - Am. 2 Ua~ 227 Uw. 32-U Now , Pemenker Man Ro way propanhy . => BY (to kT) - ~ [t) = ne &+3r) +2 ue (X27) «5 Ted (44T) of: 4" [t.7) = " -ar) wea &) + 2" (k-T)+ 3k lt-27. => Given aw Suet uk Ake ae Vea fer Sehou Ga > we Aa, ehurutate Yan belacier ot prurraue \ wgete asd aukpur . -—65- \e Guhune_ ) Last. sholf snr enSy Ow prakxeXou ba Lacibing, wlked = lke) ~ ulld + Qulk -\) *~ Baulk-2) ( We. euik Mag te" 5 ond Welace “tx hive Austra gecsach 2 (j= zt Zeal Se Y oe Gee Lia y, a2i\ Utes Via Ula) Assume: oboe (vninecator) 4 order (demauimator > acs) 2° Yor \ whet: Tay 7 Beer 3 Baye 14284 32% wo 2 Xia - Lis ot 7ite) xllea) = x(k) = able 8) =a em xlkdde xlk- Bo ulk) —-b7— Gee vs b,. 2 shat ae = a baab, Give qe Bsa, 2. moe +A,%+ Ae => x leat) a be mlky & Q-ulk) Wey = Be xlhy< 2 alld oa Suyston PAM Px a \n eae Cocke) vechor % aw a thowr Cras) Veco rede coupling \o> " —oGage00 bd uel =ba- Yee Bae bree be = “ + wv wet 20+ May So Are A, BAe = * x) ~ . , g f= Ulery => qe Gey a Hw Kone : ques by: Ua Yalve ey ULle + Ua o— Yar a AS obree. Gren: x (kad = Talk) + qulbo | 4 Ck) = O’x (lo + i alk) xlkat) oe 2. x(k) => ae xlkd = Fx ley ~ a ulhd = (at-Foxlkd = a ulkd > xlbd= (ar-F 7! opu (ky ~ ye) &lat-Pyig +i Tach ae eee Goes