Matlab Dersleri - !# " $ / 3 3 3$ 3/ 33 35 5 5 5$ 5/...

Info iconThis preview shows page 1. Sign up to view the full content.

View Full Document Right Arrow Icon
This is the end of the preview. Sign up to access the rest of the document.

Unformatted text preview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imulink Accelerator Real-Time Workshop Stateflow Blocksetler DSP Fixed-Point Nonlinear Control Design Communications Simulink Eklentileri MATLAB Eklentileri MATLAB Compiler MATLAB C Math Library Arakutulari Control System Communications Financial Frequency Domain System Identification Fuzzy Logic Higher-Order Spectral Analysis Image Processing LMI Control Model Predictive Control m-Analysis and Synthesis NAG Foundation Neural Network Optimization Partial Differential Equation QFT Control Design Robust Control Signal Processing Spline Statistics Symbolic Math System Identification Wavelet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demo0 + &- D " ! = C & ! )<+ < & " '! ! ) = ,"! ! & +0'! ) % ! 0 #))0" & " ! # ( ) 4 = <+ ! " #(# 42 ! " HE 1 (! " ! " , #(= "" demo & +0'' ! = 0+#( #<+ ( " " #" 0! #" ( 0 7 % " %D 7 < 6 1D ) , )7 ( )) =0 =0 7" ! ) ) !0" 0& ) !, !# ,' $ ( !# < H @ 2 ))= 7 7 #< ( ' $ (% + & 'save-load0 ! % !) " " ) & 4 , !# < H ))) & 6 ( <) 7 0 "0" ( & 7 !< , !# ' #(<" !# " , 7 M #+ H" = " " & !))) <"= E & =D 7 " &! ) '! <+ 4" ,' ' , 4 0 & % ( < !0 = , !# < H +!' ' ' , ( =D 7 E1 " = D4 " ! <" = " & " " >>save & +0'' '& ! ) ( ' ))) 6 ( = 7& 0 '& +0' & ! ) ( '! 0= +! = +#< )= 7 0 (= = <= D ' = ' '' 7 >>load <" = +#< #)) ! =7 ( 2< " = 2< " " + M< 1 ( ) 0 ( =<" < 6 ! % !0 ) 4 #( " < 7 %D 0 ) ! )) <" = " & +0'' 'H 0" # ( ! 7 # 0 ! = = D4 " ! # & < , !# " " " & " ! 7 0 (M 1 = , 4 , " & " D >>save dosyam '' < )= >>load dosyam & +0'' ! = # & 0) +!' ' ' = D4 " ! H" % D , !# ( " " ! 4 =D 7 " & " ) 7 5 $@ # $> 8 % 7 5 '< ' 'casesen off,casesen0 &"! "= ( !, ( " ' ) = ' ' 0' , &0)= ) " D = (I #1 " =! = A < ) , < &2 & % &M C " & # 0! 2 ! 4 C& ( & " 0 # 0! C &) 4 H , " ! <0) &"! ( " !! ) H) C&)& !) ! 2 " 7= "" #1 ( " (0 ! ) &) " !" ! ! ) C !4 & = H) (0 & 0 0& = #+ " = !, ! " '= ' ' 0= , #0" , = C7 = D " ! "" D #( #" casesen off & " " +0'' ! ,' = ' ( " ' 0 E " ", < & % &M C ' <!1 J& =< ! ) (= ) + D & ! 4+! 0) ' <$ =O = D4 " ! " & " @ &! 7 % % (% who, whos, what, size) C= ) 6 +H 0 % = " ( ) 0! % & ! )) ( '! 1 0 ( #! " 2 " = ' ' 0' ' HE = 7" H" 0" % & who,whos,what,size H , & ! )!& '! 4) +0'! ,'' 0 & = ( ! ( ) whoO +0'' & ! ))( & ( '! 1 HE (! I " whos;& +0'' ,' = D4 " ! ( " & " = D4 " ! " & " #) +!0 < C ) # ,+<'! ) ! , ! ( 2 ( " &" " ,' (! I " J C= ) ( ) 0! = D4 " ! " & " ! (# # " ! ) 0! ) ' +! =D ) HE &#) +!6 0 )) = M ! 7 =7 M ) what;& +0'' & ! ) =#& ( '! 1 ) = +#< ! ) #(# ! " 2 " = 0" 1 ( " 2' : 7( ' &< &) ( + &(% % help0 A !0 ) 4 + (0)= =0 ) help 0& ) & +0'' ! < ( " = < ( " =0 ) E" 0! , ! , !1 & ) "" = +#< ! ) ,'' = D =7 ! 2 #+ ! '' " " =0 ! , !1 && ) ) " " +0'! ( HE (! " = = ) help & +0'' ' ( = ) < =0 #(=D & ' ) " + <' 6 4 #) < 7 " & #(=D & ' < =0 !, ! " + = ) " +! & & >>help sin & +0''H ! " ( " & SIN 4& = # "! " SIN(X) is the sine of the elements of X # ! ! !, " H < =0 ! , ! ) ) : ?(' type0 type & +0'' ! , ( " = +#< ! )) HE < 7! #) ) 0 = +#< #)= (! 0" = = " # " +#< " D = +#< ) % D " #+ HE (! " J = = ) ' ( ) 7 ) #) & +0'' device.m ( ' & 4) ( " )& <6 ! H" " <+&' & ( < 7! +! ) ) type device (! " (0 # ( ! ) HE ) device.m & +0'' #"device = ( +#< #)= <" ! T 4 " ! ," ! 0 4 ( " !" % !0 # ( ! ) ) & ) HE (! " ) 1 # 2 ! 4 " 0 ( H" " & ! +0'! ) ( # 0! " 2 " % !0 ! ) ) & ,! + = " $ % Komut help who whos what size lenght clear quit save lev MATLAB'in operatr ve fonksiyonlarini tanimlar De i kelerin isimlerini listeler De i kenlerin simlerini ve boyularini listeler Diskinizdeki M-dosyalarini listeler Argmanlarin boyutlarini verir Argmanlarin maksimum boyutlarini verir ali ma ortamindaki tm de i kenleri temizler MATLAB ortamini sona erdirir MATLAB ai ma ortaminda bir MAT-dosyasini saklar BC ? $ & & (+! + $ = ,' & " &! '! ,! 0" 7 , E" 7( # ! " = C= ! C 0' = 2 < "" + " % E" & 7! &" ! " # M6 ( " ( ,! + &"! ( " 2 ! 4 " 0 ( D E E" 6 4! &! ) '! ! ) (7"I 2 &E ! "! "( " 2 0 ( #! " " , %0! = 0" % " & " U 3 G/ #V (JB W"" D 5 5 * . !0 $ % ! ) !& ! < ) 4 ,+4 ! ' ! 0) Karakter Fonksiyon [ ] Matris ve vektrleri tanimlar ( ) Kontrol i lemi stnl Matris indislerini ve fonksiyon argmanlarini ayirmak iin kullanilir ; Matislere ait sairlari sona erdirir % Aiklama eklemek iin kullanilir : Stun i areti veya vektr ! Sistem fonksitonlarini yerine getirir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syms a b c d; A = [a b; c d]; A*A/A A*A-A^2 ( ", #( ) 7 " ) 0)= D [ a, b] [ c, d] #+ ' ' ! ) 1 ) 4 D= & = < 0! "HE" ) " " syms a11 a12 a21 a22 b1 b2; A = [a11 a12; a21 a22]; B = [b1 b2]; X = B/A; x1 = X(1) x2 = X(2) ( ", #( ) 7 " ) 0)= D x1 = (a21*b2-b1*a22)/(-a11*a22+a12*a21) x2 = (-a11*b2+a12*b1)/(-a11*a22+a12*a21) #+ ' ' ! ) 1 ) C % +& 6 +H + &3 (% 0= 4 ! = ' HE " = & +0' 6 1 " ( " " # = & 0" ! 2 " " +!' ' H , =D 0" ! , < & & <! ! # D " +! ) & ! 4 2" 4 4 &!" ! ! ' " == " C N -+50 ! = +#< ! 2< " = +#< ! ) +!4' '0 #) 2 < 7 ) '( ! " =0 ;! 0" # " 40 ! " 9 < !0 ! )) +!' '& = D +0'! )% ( " '& +0' 4 #" " " ! % ( ' % &" " J= +#< #) ' ( 0 & % ,+4, +!4' 4 &! " 1 " +!4' ' " 6 " # '( K = +#< 2< " 6 1 " +!4' ' " " # '( #" " !D 76 1 " " %, " " " & ) #" ! # % 0" H" " " = ( & +#< = = #" ! ) %" 6 1 " % " " J;!I <" " ;H' " <" , I += ! "I<? ; =H ! # ) 0" =N ,( H" " " = & +#< #( 2 " " < = #0 < 7! = ) +#< 0" = 7 !< 1 6 +H ( " " ; 0) ! ( ) & % ) % ) )! 4 ) ! , J 4 7 +0' 6 1 " = #" ! " ," (" & ( " " # " %" & ! ! & % , = +#< #)) # <) = 7 !< 1 % ! ( 2 ! " " < )) 4 @ O+$ ; 4 ! ! !0 ) 4 = +#< ! ))& <= ( & % "0" = H 0" 7H"" 0" (= ) & &" !( )) 4 & +0'' ( !( 0 "4 & (#'HE '' % ( ! I <" , " =N +#< AE " 1 ( # ," 7 " (! " J 2 " = +#< #) = H 0" 72 < ) " ," (" ! ! #" 0" 7 % , % !( 0 & (#'HE "4 '' J= +#< #)) ! ( ) % )) 4 4 7 & 0 <+! = ,'' ' ! (0 lookfor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clc ( = #" ! 0" R" " %" ( & #" 2 + (0= # & " ! = #" ! " %" 0" ( R+6 ! & < 2 + (0= " +0' 9" 1 " ( " # +0' 6 1 " ( " " # & +0'' ! < ) " 1 " " ( " HE 2 = C A ; + !- # & ' 0" O = 7 !0"6 +H " " 4 2" ! ! " % ( &! '! % $ 0 ! < !0 & 2 # <) I ! = 6 1 " #" " " ! " " % &" 0)) % &2 #" 0" " format 2 echo & " +0'! )) ( = D4 0" % & ! ) " ( & '! ! ) 4N ( & & + % ( , %0! )) & " = D4 0" % ,' & " ( & +0'' ( , !# 7 '& +0' 4 #" " " ! = +!4 & = ( ' % &" " ' 0 ( ) H 8 8 : !( ' #$ 'H ; ' A 0 #) 0 = ' ' 0' % & +0'' ( 4+ > % 2 &6! ) " & ) #+ ' '" 1 & #)= H" 4 < 6 % (! 0" " # Echo on #" 2 ! , " " = HE # D ! (! 4 0! ! " " +!6 ' . H !. +! 0 #) 0 4 2+ 7 3+ ! $ % 4 ! #)= H" 4 # D % ! N & + A 7 C ( ) !( 0 ) + ! "4 & (#' ' '' "H % & ,' = & +0' ( 6 1 " = & ! ) C ( " (! " " # " '! ! + 2 $ % #" " ! 7 %, Kom ut Short Long Hex Bank Plus Short e Long e Rational Loose Com pact E tki S abit-noktali sayilari 5 haneli olarak gsterir (varsayilan). S abit-noktali sayilari 15 haneli olarak gsterir. Onaltili gsterim biim ini seer. Dolar ve sent (Lira ve Kuru ) gsterim biim lerini seer. S ayilarin nne pozitif, negatif veya sifir olm a durum larina gre +, -- veya bo luk koyar. K om pleks sayilarda sanal kisim dikkate alinm az. Kayan-noktali sayilari 5 haneli olarak yazar. K ayan-noktali sayilari 15 haneli olarak yazar. Gerel sayilari, tam sayilarin orani olarak verir. K atsayilari, m atrisin nnde satir-atla karakteri ile birlikte grntler. K atsayilari, m atrisin nnde satir-atla karakteri olm adan grntler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ans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i -99 1.60210e-20 -3.14159j 0.0001 6.02252e23 3e5i # <) ) #( !, ! ! HE " " <) ) = < ! ' !))) ," ( & % )D ! ! 0" &! ) '! ! eps sayisi onluk tabanda 16 basamakli olarak gsterilmekte ve yakla ik olarak 10-308 den 10-308' "& = +! (0 # <) ) 6 < , ! &" ! & # 0" (= ,B ; & R - 5! ! ' 6 (4 0 % +6 ( ! " E" 2 E 1= " "" (0 ( #" C= ! " & ! "" ( ) 0! 0) #" 4 0,+! & ! ! " '! $ % +!4' 0 & '( , !# 7 6 ( ! E "! 4 ! = L " E " 7( ' " ) lem Toplama ikarma arpma Blme Sola Blme s Alma Cebirsel Biimi MATLAB Kar ili i a+b a-b axb a/b b/a % a+b a-b a*b a/b a\b a^b & = 7 * ! . # <) (#)= & #& " HE " ! 4 #( 0 ( % = # & " ! ,! x=a + b ' C= = "" 2 , " ," (0" (= ! ! &" =D ! ( ! " " " +6 ( ( #" 4 0! 0" & ! ! " " ( ,! +$ = " = < 0 4 D= +!' 'H , = D " ) =D "" &,"!, ! =D "" ( ! =D 2 -= D4 " +6 )) " " & 40 ! " O % =& , " % = # & =D " ! )) =D "" " ( , % =& , " 1D 4& = ) "! " 1& ' (0 & ,' ( !0) - = D4 " +6 " & D ,I " (0 <+ ' 0 &0 0& = 0! +! # I 4 D= 2 ! , ' ) " " 4 0 ,' 4 &!"<+ ' ! " " = 0! , ! 0 = H" "!+! = " % ' say = say + 1; % , ) & 4 &!" ,' , ! 0 H" " ! , " = = % say % = & , " 1 , #" , ! 0 +!0 7 C& ( " ! = I 2 #+ ' ' " 1 M " % =& " (& " = D " !2 " !1 D "" " = "" say % = # & " ! 1 D ) !( ) ," + ' ( say % = & = D % " "" #"" = C " (1 D ) ," (0" "= & ) ! ! # " ( "!, ! , = D4 " ( ) 0 = " & 0! H ! = < 0! " " " 1 #)= ans # 0! % =& " = D4 " " & % = +( " +0 ( +! & # & ) @" = C#)= ans & ! " <" ! ) ' = ans H !1 1 2 6 7" " =D , "" E 1& " !0) H"" ! #?" & ! # " 0" &# !! 44 & = ) (0) " ! ) ( #! ! < 6! "" ) &! ) & = '! ! ( ) 0 #+ ' ' = 1 4 0! = ,E0" 4 0 ! " " " ! ! " % & C &) #" ! 0,+! '' < )= " " # <) #& ! #" & ,E0" 4 0 D ! " ! ! " " D /Y $ ! $]/ " C= ! "" < )= D "" HE "" " ( #( 1 & #+ ' ! ) < ) ' % +!6 5= " , & = ' ' 0 % = , = " " C7 = ' , ! ' 0 40 ! " 4 D= ) 2 ! 4 " 0 ( $ % ( ( #" 0" & ! = ,'' , ! D " HE " M H ! = E 1! M & ) "& & = # M6 +! = D ' , ! 0" <" = +!1 &) ' '' # " ( &! ) '! ! 4 0! = ! " " " 4 0! ! " " E 1! ! " " & #(# ncelik 1 2 3 4 lem Parantez s alma, soldan sa a do ru arpma ve blme, soldan sa a do ru Toplama ve ikarma, soldan sa a do ru ,C + (; / 5 ' = & +06" # # <) I (0 4 0! = 2 C & <+ ! = i 2 j !& ! ! " " "+ # " " E " C & <+ ! )! C= " ! 7 !+ # " " = " O D z=2+5i, z=1+1.83j, z=1+3j +06" # 0 ( #! H " & =& (" ! # H"" " !& " " & = 0" & #)= ,) &!1 & ,+4 D <" = ) ! ' ' =D "" " ( " D 3+ +& = D ! ( "" " 4i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onksiyon abs angle sqrt real imag conj round fix floor ceil sign rem Aiklama Mutlak de er hesaplar ve karekterleri sayiya dn tr. faz aisini radyan cinsinden hesaplar sayilarin karekkn hesaplar bir karma ik sayinin gerek kismini hesaplar bir karma ik sayinin sanal kismini hesaplar karma ik e lenik sayiyi hesaplar en yakin tamsayiya tamamlar en yakin tamsayiyi sifira do ri yuvarlar en yakin tamsayiyi eksi sonsuza do ru yuvarlar en yakin tamsayiyi arti sonsuza kadar yuvarlar bir sayi veya matris elemanlarinin sifirdan byk veya kk olup olmadi ini tespit eder bir blme i leminde kalani hesaplar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a=[-1.3 sqrt(3) a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zeros Ones Rand randn Tm elemanlari sifir olan bir matris olu turur Tm elemanlari 1 olan bir matris olu turur Dzgn da ilimli rasgele sayilar veya matrisler olu turur Normal da ilimli rasgele sayilar veya matrisler olu turur Bir birim matris olu turur Sihirli kare matris olu turur ) = ( " ! ( # ! ! !, & %E " L E (0" 0 " H & Eye Magic "L & Z = zeros(2,4);% 2 satirdan olu an ve btn elemanlari 0 olan bir matris retir Z = 0 0 " L$ & F = 5*ones(3,3);%3x3 lk olu acak tm elemanlari 1 olan matris 5 ile arpilmi tir 0 0 0 0 0 0 F = 5 5 5 5 5 5 5 5 5 " L/ & N = fix(10*rand(1,10)); N = 4 " L3 & R = randn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conj(A') & +0'! ) '! ) ! ) ( &! ! ) 0 = "! L &" "L & X = 6 0 --3 2 0 --1 8 0 --4 Y = X' Y = 8 3 4 1 5 9 6 7 2 " L$ & z = [1+2i 3+4i] z'= 1--2i 3--4i z.'= 1+2i 3+4i AB, &! = 7 + ( @ N $ 6 ( ; 2 % 0 " ) & 4 0! ! " " % [ 2 ^ #" " 0,+! ! " ( ) )) 0! = ( !0 +6 &! ) '! ! ) " D K+L ' 4 0! ! " " 1 & ,+<'! ) < )+! ( 4" " % !0! " !# & ) I 2 H , C &) " !,+<'( & 0 ( # HE E ( 7 & 0 ( #! " +6 0) ( #+ ' ' ' 2 ! M 1 " 2 " H, " ( 4 ,+<'! 0 ( #! ( ' " C=A+B ,+<'! ) &)) ; & ( C ! = ( " ! = ( ! # & #+ ' ( M ( +! 7 & " +6 % 0 I =D "" <" ( ) " I D A=[1 2 3;4 5 6;7 8 9] ve 2 " 0 ( #! ( ! ) 2 ,' " +6 " B=[1 4 7; 2 5 8; 3 6 0] matrisleri iin C=A+B toplaminin sonucu C=[2 6 10;6 10 14; 10 14 0] olur. +6 0 ! H" " ! % = 2 % 0 " ) & &! " 4 0! ! " " 4" " ! = ! " " , , 0 (# #& ! +!' ' = = " =D ' ,+<'' = ( +! & = 4 " ! 7 , = ' ' 0= #& ! = D I 0 ( #! = & (0 = D ! ! < ) < ) " (& (& " "" " " "" " " 2 " " 4 0"(, (( ! ! " _ ''' "! L &" A = 1 1 1 1 2 3 1 3 6 B = 8 1 6 3 5 7 4 9 2 X = A + B X = 9 2 7 4 7 10 5 12 8 0 ( #! % " Y = X A Y = 8 1 6 3 5 7 #+ ' ! ) ! ) % ) ABA &! ;( ! ' ' 40 ! " % ` #" 0,+! & ! ) '! ! ) ' 40 4 " ! " ! " ( #! = % 6 " " 0 0 ( #! = M &# " " " A I ` % 60)= ) %,+<' )) < ) = D = ' ! +!' ' ' 0! = H" " ! % = ) # ( # <) ! ' #) " # ( # <) " ( #" ) #) 4 M # 6 0 < 6! & (& = M ( #+ ' '%& " ! ) ) # ( " 1 ) < ) 0 ( # % 60)0 ( #! 1 ) " <+! ! M # 6 ' " " ! 2 !1 &+! # I " "" ' 0 7 E ", <! & 4 ) H"" "" )& ! ! !0 = ! )) % 60 ) X ` & +0'' ( = ' ' 0= " " D C does not exist * 0" 1 ( " ! . 2' = D= "!= & , & " ' < ) # N !) 0" ) ) 2 " 4& = & 0 (# "! " 0 ( # % 60)) #+ ' '+! ) 1 0 (# * .& ' IN + 0' = & = D "" " !D H , , == +& % 60)) ( ) = X IN & X 4 D= HE " ! ( !0 = &" = C= ) #( " +6 " !0 " " 1 # () ! & 1 0 (# ) " Z 1 # ( ' ' 1 0 (# ,& & N "! L &" "L & A = [1 2; 3 4]; B = [5 6; 7 8]; C = A * B C = 19 43 22 50 ABB &! R ( ! & C &) Y2 ]. !* " ( = M E 1 % ! =D H , ,E0" 4 0 % " ) & )) ! ! " ,E0" 4 01 2 = ! ! " # ) 2 Y C= ! " "" 2 . * ` !0) D " = D I (&! 0 < " " " +! #+! = , & "0 ( # #" ] % 60! ) ) < I 0 (# ! 0 (# " 1 # D " = 2 " ` 2 . * '' < ' HE " O X X %7 0 E %7 0 E HE " #( HE " #( " = #+ ' ' = ' 1 +D = "= "0" !" ( & H" ! 0 0& = X ] 0 ( # = &" " !0 X Y 0 ( # = &" " !0 I ( ) )) 0! = D " , YO 0 (# ! " 0 ( # # ( # <) ) < ) #" ) ! & " 0 ( # #" I 'C&E ! I ( " Y C= # " ' " 0 #<+ ' < ## ! =0) ) <! C&E ! " < ) ( " ! ) * . * . LINX LIN = &" " " !0! %70 E = &! ) " '! ! ) '' ! ' = & * . C= # LIN " 0 (# 0 (# , N # ( ' ' HE " 0" (= ' #( &" 0 ( # +! ' D " , & " ! < ),+<'( +! " ( 0 (# = D! " #" C= # " < ) ! ) @+' M = #" +!" ' C&E ! " ( " + ( +H+ "!4 ! # ! ( 0" " & ! ) & C&E! " '! ! ( " & % && "" <E (0 = M # 6 ! " " " ! + ' 0% ,+<'! , ( ' 0 ( #( 1 &= &" " ! = & ! ) " !0! ( ) '! ! ) ' = 0O 0 (# # ( ' # <) ) 2 O 0 ( # #) " # ( # <) ) C= # = ' #) " ! " YO ,! Y X* ] . 4 & = #+! "! " = ,E0" " ! = & ! ) ( 0! ! ( ) '! ! " "" 0! ABC &! $@ & %@ ( 6 ( 0 (# <""! ( = &2" '2( ' 4 0 ! " ! ) ' = &2" '2( 0 (# , ! & % 0 % =& M , " " a6 = < 0 " "" !0 &! 0 & '! ) (& (& 6 "" "" & "0 ( #I 6 #", #& ! # <)) " = & " 0 (# & " * a$. ` # 4 0 "= & ! " " ( 4 0 "= & ! " " ( ' " 7 4 &!" " " = a3 = < 0 = ` ` ` " " #(!0 , & 4 ) a$ 5 H , & # ! )& ! " 4 0 E = D ! 2 E 2 &E ! = % " ! = M & 0 4 ! " 7 "" " " 7 "( " " ) & 4" H"" ( !0 & & 0 ( # % 60)) < 6!, ! # ) ) 0" # <) ) & 1 0 ( # #) 0 (# &2" '2( # ( # <) ' #) ! ,! # ) 0" % , 1 0 ( #( ,'' " ! # ( ) " (+! #)H" " ( " HE " , 4 0 &D I % = # ( # <)) # ( # <) " ) ' #) " ( 4 +! #) +!<) <! & "0 ( # +! #) " 0 = #) 0 H" & ABQ ! 0 (# ! N $ 5 & + ! + ' #(!C & <+ ' " 4 & = C= " ! 2 % 4 ! " + # "! " " = " "( E" 0! <" (( ' '& +0' ( ' ( ,' C & <+ ! + # )M , " "" !0 exp(A) M# 6 0 != " ! 4& = , "! " "" !0 & +0'! M # 6 ) ( " ! 40 " 1 ! " )7 = " " "" !0 "" = & 4) )& ! ) 0 (# 4 & = "! " (& (0" 0 ( # " ! #(!C= # #" expm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inv(A) B= -0.1000 0.4000 A*B ans= 1.0000 0.0000 B*A ans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plot(Y) !" % 0 " 7 plot(X1,Y1,...) plot(X1,Y1,izgitr,...) plot(...,'zellikismi',zellikDe eri,...) h = plot(...) #$ ( ' -2 < " #" ! " & " ! " +! &E% &" = " ! ! " 2 2 ! " " " H C D %7 " ' = -! , D0#) = D4 " < ! #", D0!= D4 " HE " 0" (= " ) 7 " & " ) )" & #( &" $ X = 0:pi/15:4*pi; Y = exp(2*cos(X)); plot(X,Y,'b+') M , 2 " " +& #) ( 0 2 ( 4 " & ) ( +< &%" 7 8 7 6 5 4 3 2 1 0 0 2 4 6 8 10 12 14 + + 2 2 ( # +HJ! E% D % 0" +H ! " 7 & $ % ' ( loglog(Y) loglog(X1,Y1,...) loglog(X1,Y1,izgiTr,...) loglog(...,'zellikismi', zellikDe eri,...) h = loglog(...)plot(Y) #$ ( ' @" -" #" M 0 = < " #" 0 & " " & 2 < =D ! " "" " $ " 4 "! ! , # ( ( " " , H C D % ! +H ( & E% &" = 0"& ! 0 ! ! " '! &- +!4' ' '( ! +H %70 +!4' ! +H! '( ) 0 x = logspace(-1,2); loglog(x,exp(x),'-s') grid on 10 50 10 40 10 30 10 20 10 10 10 0 10 -1 10 0 10 1 10 2 ( + /@ ! ( + 5 2 2 ( # $ % " J! 0 +H ' ( semilogx(Y) semilogx(X1,Y1,...) semilogx(X1,Y1, izgiTr,...) semilogx(...,'zellik smi',zellikDe eri,...) h = semilogx(...) semilogy(...) h = semilogy(...) ( &H 0 C % 0" & 7 & #$ ( ' ! ( + / - " #" 2" & 2 ! " " H C D %" 7 ! +H ( & < " #" 0 & ! " +! & E% &" = " !" ! 2 " ! ( + 5 - " #" 2" & 2 ! " " $ " , & H C D %" 7 ! " < " #" " & = ' !+! & E% &" = +D # ! ! " 2 " #" ! 6+( L 0 +H< ! ' x = 0:.1:10; semilogy(x,10.^x) 10 5 10 4 10 3 10 2 10 1 10 0 0 0.5 1 1.5 2 2.5 3 3.5 4 4.5 5 = H C C & <+ ! )) < &+ # )= % ! H 7" = C! &" 7 " " < 7 < 7 ) , !1 D0 7 " & ( & ) = "" (" +0'! ( & +0'! ) " % !0 ! ) 4 D= 2 ! 4 ( 2 ) & ) " 0 ( & ( #@ !M 7 = & H ) $ % ' ( title('ba likyazisi') title(fismi) C ", 4) " !0" D ! &" & & 2 = "! , 4 " & ( ) ! ! (" ) title(...,'zellik smi',zellikDe eri,...) h = title(...) #$ ( ' @ ! 7=& H M ) C D " #(&#0) 0"& 7" " ( & % = & & ! ) " !<" & ) " " 0" < = &! H ' " 0" ,' '< 7 ) =) $ $ 6 <+( , " ! ' # # # < !%7 "" 7 "R = & " # # # < ! =<" < 7! #) ) 0 L t = 0:pi/100:2*pi; y = sin(t); plot(t,y) sins s iny ali 1 0.8 0.6 0.4 0.2 0 -0.2 -0.4 -0.6 -0.8 -1 0 1 2 3 4 5 6 7 / . @ 5 . ( # -2 < " #" ! % " & ( ) 0 & " & " ( " ( 0! $ % ' ( xlabel('yazi') xlabel(fismi) xlabel(...,'zellik smi',zellikDe eri,...) h = xlabel(...) ylabel(...) h = ylabel(...) #$ ( ' / . " ! 7=&H @ M ) 5 . " ! 7=&H @ M ) C -" #" D & C D < " #" & % " &( 7) ("< =) % " &( 7) ("< =) / & ( # -2 < " #" ! % " & ( ) 0 & " & " ( " ( 0! $ % ' ( text(x,y,'yazi') text(...'zellik smi',zellikDe eri...) h = text(...) #$ ( ' @ ! 7 H M ) ," ! " H !" $ plot(0:pi/20:2*pi,sin(0:pi/20:2*pi)) text(pi,0,' \leftarrow sin(\pi)','FontSize',18) 1 0.8 0.6 0.4 0.2 0 -0.2 -0.4 -0.6 -0.8 -1 C( &" ! ) " #" ! & ! & " '! 7 ", " & * I<.& = ++ ( ) ' ! ! <+! " C " #" & & " & ( 7) ("< =) sin( ) 0 1 2 3 4 5 6 7 &/ & ( # ; "< $ % ' ( =0) H ) <! C 7 "0" <" !4 0" & " ( "( gtext('metin') h = gtext('metin') #$ ( ' '& +0' H ( , C " & & 7 = C "2 < " " " +&(4 )! HE " ! '! " #( " +& = ( 0" 2 < 0" ! < 7 ( " ( " $ gtext('Bu nota dikkat et!') 7 ( # 7 H $ % ' ( grid on grid off grid #$ ( ' '& +0' 7 = % ! ) H ( " " )! 4 %H! 7 " * = 7 H X)H .% = 7 ! = )H 7 ! ) & C ! H" (M " ( C % < (<J=& < E% &" = 0" & " ! ! " %H! 7 " HE "0" #( H =+ I 7 = % ! ) " " )! 4 H =+C & C C ( +! )H I 7 !) H" & !) =) B , ; + % +% & % ( ! & 6% ' 2 &E #" 6+(<.C & <+ ' < "( !* + # H 0 "" !0 ! )) =#! " " D < , " HE " ! " +! & % = " 7 C & <+ '-"HE "< + # +! & & 2 &E ," ( #" 6+("( ! ! ! * I<. ! " C & <+ ' '%7 " + # " ' C & <+ + # ! % ! 2 " +&' " & 0"" ! %7 0 E "! ! 7 !&" ," ( " !" & % = 0" 0 0& = 7 & 6+( ' ( '' & 7" " " =0! 2 ! !E " ! L ! +!4' ! " ! 1 & ) " H &" $ % =0! ) " M 7 ! 0 #) ) !! H " & -X : $L $O L < X ," ! I- O ##"* . <$ X ," ! . ##"* $I- O </ X ," ! . ##"* /I- O $ 9" 1 " " < #" ! # % 0" / 2 %7 !1 & 6 #<+ ' ' C " . " = "" +7 H' * #' ! * ,6+($I$I . MX 6+(- I! * I< I<$II</. O #"* Ib 7 H" 4 Db b 7 !d b Ob (M H ! I$Ic #( bIceR Lb O b. bd J #"* Ic " &d bO O d (M b bIc bHb,b. b b -#*: $ J:5 W U . H =+ 70 C & <+ ' 'H ! # + # 0" #" ! # % 0" 3 7 2 4 " E "! ! H " ( 7 !&" 5 & #" %7 ! H " #)) ) ( & 7 ! I 1 ! " ," ! 0" !" # 2 )H " 7 B & #" " & ( ("I H %& <)), ! 2 (- ! - ,"* 0 b )! 1 H " " ( " ! ! b . <!,"* & ! b !A #"0". b C " +( ) = 4 ! # D ! 0" !H" = M " * Ib 1b & 1 Ib% 1 b Ib . ( !* " ! + & <+ ! b ( b ##" ; # " . U -X0 * . <I W < O (-* * . ; #( " (- - I<Ib ] HM +?b ( I b 7 (!! 0" ( HM b @+ + H b Ib ( . C % ( ! & )) & #) 6 ( 6 J= #$ F B A 8 $ ?( 7 ? 2 & "6 & @ $ +& ! )% H ( 7 6+(! * I<. & +0'' - 2 < 2 &E ! ( " "( " =! " ! , !4 "" , 0! " "( & %H H 7 ! (0# !" ! " " =" C +!4' ' D '( " & I +& ! # ! () I D " +& ! J & # & H , =D % H ( ! () " ! " 7 " ( C , ( %H H 7 C <" ", D +& H ( = #" 0" 0 0& = " % & C = % = 0" 0 0& = D " 7 & 4 D= & (,! % H 2 4 " ( ! ) += 7 " ( 6" $ % , ! " 2 ! 4 #(# " 0 ( " 0,+! A "& * # . 7 #( H ! " 0,+! +& ( <' !& 2 % 6 4 " ) ( +& #( ( ! J L J JJ 7 H +& ! () % H !2 +& ! 7 " () & # &% H ! " 7 ) : * . 0 H" (* : 1 < * . : [ ` & 0) * : . ) 7 ) : <" ! : 4* . : (4 " ) ( <) ) !7 = 0 2* : . : > ," 7 < * . & "E && , & 2 ! % * 4 D. H" ) a f S 9 @ % * & ) H" <' . % * . H" #+! % * D. H" # 6 (H " M-H " 0 0 # < M: : *: . "L & 6+(- `.C & <+ 'H ! D = % ! H ! * I<I + # = " 7" * 4 "! <! % ! 4+! `. ( " " 70 ' B B &! ? 7 H 0 ( ! +! &(&, " 0 ( # !# ) J" #" & #" I " D L0 " & = +! C & 0)) " &" .2 <) ) & ) 7 (* " ! 7 = 6+( + # <+ ' ! C plot(y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plot3(X1,Y1,Z1,...) plot3(X1,Y1,Z1, izgitr,...) plot3(...,'zellikismi',zellikDe eri,...) h = plot3(...) #$ ( ' / ,+<'' ' <= ! 7 +& ! ) 2 % H ! ( " 7 " & = ++ H C D +!4' ' 6+(- . '( ! * I<I7 "" !0 ! ) +! & +0'' / ,+<'! ' <= ( ( ' 7 ( )- 2 7 ! I7 " +& ! = ( H" " (& , % " %H H 7 C +!4' ' D '( %7 " ' = - 2 7 I< " < ) ,+<'( 2 &E ! +! #) " ( "( " 0 H" & $ %,+<'! M !7 ' % ! # L ( "" + ' 7 0" t = 0:pi/50:10*pi; plot3(sin(t),cos(t),t) grid on; axis square 40 30 20 10 0 1 0.5 0 -0.5 -1 -1 -0.5 0.5 0 1 ! " ! 4( ! ? >( > " > ( # $ % D% 0! 7 " ' ( mesh(X,Y,Z) mesh(Z) mesh(...,C) meshc(...) meshz(...) h = mesh(...) h = meshc(...) h = meshz(...) #$ ( ' 0" I 0" 1 2 0" 7 I 0 ( # "" #M #M " #M !0 6 #6 & C " "( $ !4 " 0" D ) ) " 2 (6 +& ! ) & ( " "" ( " %7 0 < 6!0 #) ) %7 = ! " ! )) / ,+<'' +! & ,4 ! +!4' 0 & '( U I<W 0" H = J/L $5 O - X #M * L/. &' ( ) ,*+ .) + *+ &,/ )1 0 1 1 2 , $ , " " +& ! C & <+ ' % 6 = % 0 6 ( + # " " 7 [X,Y] = meshgrid(-3:.125:3); Z = peaks(X,Y); meshz(X,Y,Z) "! # (0" 3 ++ 4 ( # =7# $ % " &" ! 0 ( # "" !0 !) <! M # 6 " ! , = ( #" M 1" E H" ! %= ! & 7 0" ' ( pcolor(C) pcolor(X,Y,C) h = pcolor(...) #$ ( ' 6 ' +1 + % 0 I R ( #" = +! 7 C= ) ," ! 0 4 " &" ! M 1"" !" ! " ! =& E ( = H" , %0 = #) ! 0 #)) " = % 84 ( # A 7 < " " +!4' 0 & " # # '( $ % ' ( surface(Z) surface(Z,C) surface(X,Y,Z) surface(X,Y,Z,C) surface(...'PropertyName',PropertyValue,...) h = surface(...) #$ ( ' #' C1 I < 7 < " " C & <+ ' ' + # = $ load clown surface(peaks,flipud(X),... 'FaceColor','texturemap',... 'EdgeColor','none',... 'CDataMapping','direct') colormap(map) view(-35,45) " " # # +!4' 0 & % '( = 4 & #" <" , 2 ! H C & B,,A + % % = 5& IH , H C % & C D <E 8 < $6 #! ' '' ) 7 40 = (&0 H ) C & & (+! ( + "0" 7 "& <! # D = +! ) & ! 2 HE " 4 HE 4 % )," (, !I <E ) #) !" 7 4 &! " 1 " = HE " !# " 6 " # " , 7 !&" HE "" ,' ! ) "! ! & , 7 ( = " #" ! ! & " C & <+ ! ) ' & (+! = , !# + # <+!<! + "" view C & <+ ' & " ! ++ = + # , #" & 0"& 7 "HE " " ! * N " % ) 2 < & ! % ) !(" " , &4 +& #)) < + . )& " ! #"( ) ," ! & ! ) ( % ! I - = 7" = # ) ) J< && !0 " ( <E = 6 ( = D !& (6 ! %= " +7 C " " '' # )) 7 = * +7(. 2 < " "6 C " % ) ) = A & ! #" , &4 +& #)) - = 7" #"( ) ( J< !0 ! = * " (. 0 #)) !!<" = " "1 # = , ( ) H C+! ," " " 1 " 4 D= & % 0I & = ) 7 ++ "0" (= ( &" &4 ) +& #) ( ( #(0 # " HE " #( & I 6 ( <E ! C= ! +7 C " " C & 0" & 7 " A & ! #"( %&) )! & I $J 2 < /J " % 0! 7 " ' HE " ," ! 0 4HE 4 % ) !" ) #) +( +0 ( +! &#" " & % $J % 0! % I %&)X: 2 < & !XG + 7 " )! & + " #"( : + + /J=% 0! % I %&)XJ/F5 2 < & !X/: 7 " )! & " #"( " L 4 D= 6 & 0 ( # & ) " # C &) !HE 0 <" ! & = 0 ( ) %7 ! # = "= " ! H = 0" " !" = " C D = ( E + + % ! XJ/F5 2 < & !X/: % H )) && " #"( C D % 0L 7 [X,Y] = meshgrid([-2:.25:2]); Z = X.*exp(-X.^2 -Y.^2); surf(X,Y,Z) 0.5 0 -0.5 2 1 0 -1 -2 -2 -1 1 0 2 $ + % ! X 8: I < & !X: 2 7 )) && #"( + " X: % H C D %70 L view[180,0] 0.5 0.4 0.3 0.2 0.1 0 -0.1 -0.2 -0.3 -0.4 -0.5 2 1.5 1 0.5 0 -0.5 -1 -1.5 -2 / + + #"( % ! XJ/F5 I < & !X/: % H )) && C D % 0L 7 view([-37.5 -30]) 0.5 0 -0.5 -2 -1 0 1 2 2 1 0 -2 -1 3 % ! XJG +I < & !X: % H )) && : #"( + view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simulink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modelim.m.' <H' , =7 #+ 0 ' (), 7 ) ! ,! #0 += ! " ! = # & ( ) ! 6 1 " = & 0" = simulation/start & " " # " " +0'' #" ! & ( % 0" 1 "H, +6 4" ! ),! ! ) ( ) 1 +& #' " <! 0+= ! # 0' #<+ ' % ! ( ) ( " " ! ) )! 4 ) & ! 0 & #' " ! #+ ' ! '! ( " % = +#< = # & ! & )= ! ,! ) < ) % 7 0 #+ ' ! ) 1 E % , + (0)= H C ! "= " !, ! &" !" = " CB 7( ' 7( ' R $ . (+ 7 +% & % ( ! @ 6% ' # '& ' ! 6' ( ' 7 ( A" , ' % ! 0 + (0) & ) ) 4 <' = !(=D H , +!4' '' ) )) ! '( ! , 7( ' ,'' ' ! += ! 7 " "0 = &! '! 1 D0) "" ) 7 !0 ! ! ! ,! ! = H +& ekil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
View Full Document

This note was uploaded on 05/17/2010 for the course MANAGEMENT Mgmt taught by Professor Various during the Spring '10 term at Istanbul Technical University.

Ask a homework question - tutors are online