Lab 01 TCA1 - IntroMatlab

 

VNKSFZWKMOM NOGKBNOA MF WON OEVW]KN 

COGVA]OM MF KNEFNKFZKO MF XZBMVGGKBN [ WFZSKGKBW FWGVFAO XZBCFWKBNOA MF KNEFNKFZKO FAFG]ZBNKGO  GVZWB0  AOJBZO]BZKB MF ]FBZKO MF GBN]ZBA OV]BIO]KGB K ]VZNB0 E6 Skfrnfs 5 oi O 40=8 oi 

]FIO0 KN]ZBMVGGKBN OA IO]AOJ 

AOJBZO]BZKB ? 

- Gdbqufduongo Xogbrk Gdrkstkon

:8?7::;5

 

?. Zfpftkr y f`fgutor abs skeukfntfs gbionmbs fn Iotaoj. Mfcknkgk÷n mf uno gbnstontf0 o9? j9 \? :Y

Fsgrkjkfnmb nðifrbs gbipaf`bs0 o9:+k j9-6-7*k

Xbr f`fipab, sk sf qukfrf rfprfsfntor rfprfsfntor fa nðifrb ?+ ∐: ` sf prbgfmf prbgfmf mf ao skeukfnt skeukfntf f ionfro0 x9 ?+sqrt(:)*k %÷  x9 ?+sqrt(:)*`  x 9 ?.8888 + ?.=?=:k  ?.=?=:k 

8 

 

 

Wk k y ` sf utkakzon gbib vorkojafs, dojréo quf rfnbijror ao vorkojaf gbipaf`o gbipaf`o gbib kk9sqrt(-?) ÷ ``9sqrt(-?) y fntbngfs fa nðifrb :+7*` sf mfjfréo kntrbmugkr gbib0 ``9sqrt(-?) x9:+7*`` `` 9 8 + ?.8888k  ?.8888k  x 9 :.8888 + 7.8888k 

I÷muab y ao cosf mf un nðifrb gbipaf`b  z 9 x + y` 9 r*  , sf prbgfmf mfa skeukfntf ibmb0  ibmb0 

r9 ojs(z)  tdfto9 oneaf(z)  oneaf(z) 

? 

 

mbnmf ao sfntfngko z9r*fxp(`*tfto) vufavf o bjtfnfr fa nðifrb gbipaf`b fn su cbrio nbrioa. z97+k*:

r9ojs(z) r 97.3863 tdfto9oneaf(z)

Fxprfsk÷n jbbafono0 O99?

Sfgtbr gbnstontf0 v9 \? : 7 = 6Y b v9?06

: 

 

Iotrkz gbnstontf0 O9 \: :  7 8  8  5  6  ;  -?Y  b  O9 \: : 78, x:>8 % y9x?+x:< fasf y9((x?.^:)+(x:.^:)).^8.6< fnm ckeurf(?)< pabt7(x?,x:,y),tktaf('Erockgb ?')< ckeurf(:)< surc(x?,x:,y),tktaf('Erockgb :')< ckeurf(7)< ifsd(x?,x:,y),tktaf('Erockgb 7')< erkm bn

Btro cbrio0 >> x?9knput('Knerfsf vfgtbr x?9')< Knerfsf vfgtbr x?9-708.?07< >> x:9knput('Knerfsf vfgtbr x:9')> x?9knput('Knerfsf vfgtbr x?9')< Knerfsf vfgtbr x?9-708.?07< >> x:9knput('Knerfsf vfgtbr x:9')< Knerfsf vfgtbr x:9-708.?07< >> \x?,x:Y9ifsderkm(x?,x:)< >> kc x?>8, x:>8 y9x?+x:< fasf y9((x?.^:)+(x:.^:)).^8.6< fnm >> ckeurf(?)< >> pabt7(x?,x:,y),tktaf('Erockgb ?')< >> ckeurf(:)< >> surc(x?,x:,y),tktaf('Erockgb surc (x?,x:,y),tktaf('Erockgb :')< >> ckeurf(7)< >> ifsd(x?,x:,y),tktaf('Erockgb 7')< >> erkm bn

=   %EZOCKGB = %EZOCKGB 6  6  %EZOCKGB 3  3 

?6 

 

 

?3    

 

3.7.- Doeo un .i . i ckaf quf oyumf o fngbntror fa iénkib iénkib mf c x) 9 x^7-:x^: x^7-:x^: 6, mfntrb mfntrb mfa mfa kntfrvoab kntfrvoab 8,:) 

Wbaugk÷n0 (8,:)0 )0 ')< x?9knput('Mfcknf mf guontb fn guontb kro fa kntfrvoab (8,: x?9knput('Mfcknf x980x?0:< y9x.^7-:*x-6< %mfcknkibs ao cungk÷n iknkib9ikn(y) Mfcknf mf guontb fn guontb kro fa kntfrvoab (8,:)0 6 iknkib 9 -6 3.=.- Gbnstruyo uno sfÿoa fsgoa÷n unktorkb, mf 8 o 68 sfeunmbs, gbn stfp knkgkoa fn :6 s. Fa posb mfjfréo sfr mf 8.6s. Xabtff fa rfsuatomb

t9808.6068< >> ]9:6< % nbs voafibs mfa gbionmb stfpcun poro grfor uno cungkbn fsgoa÷n unktorkb  unktorkb  

?5    

>> x9stfpcun(t,])< >> pabt(t,x)< tktaf('Fsgoabn Vnktorkb')< >> oxks(\8 68 8 :Y), xaojfa(']kfipb(t)'), yaojfa('u(t-:)') %nbijroibs abs f`fs y fa tétuab mf ao erïckgo  erïckgo 

3.6.- Gbnstruyo uno sfÿoa pfknf mf mkrog Xabtff fa rfsuatomb

Wbaugk÷n r9-60?06 p9zfrbs(skzf(r)) p(r>9-78)9?< stfi(r,p)< %oxks(\-6 6 -? :Y)< :Y)