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MatlabʹÓõ¥ÔªÊý×éºÍ½á¹¹Êý×é

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MatlabʹÓÃ×Ö·û´®Êý×é¡¢µ¥ÔªÊý×é(cell array)ºÍ½á¹¹Êý×é (struct array)

ÒªÔÚMALTABÖÐʵÏֱȽϸ´Ôӵıà³Ì£¬¾Í²»Äܲ»Óõ¥ÔªÊý×é(cell array)ºÍ½á¹¹Êý×é(structarray)¡£¶øÇÒÔÚMatlabÖÐʵÏÖstruct±ÈCÖиüΪ·½±ã¡£

MATLAB×Ö·û´®Êý×éµÄ´´½¨ÓëÔËËã

×Ö·û´®Êý×éÖ÷ÒªÓÃÓÚ¿ÉÊÓ»¯±à³ÌÄÚÈÝ£¬Èç½çÃæÉè¼ÆºÍͼÐλæÖÆ¡£

1.×Ö·û´®±äÁ¿µÄ´´½¨

×Ö·û±äÁ¿µÄ´´½¨·½·¨ÊÇ£ºÔÚÖ¸Áî´°¿ÚÖÐÏȰѴý½¨µÄ×Ö·û·ÅÔÚ¡°µ¥ÒýºÅ¶Ô¡±ÖУ¬ÔÙ°´»Ø³µ¼ü¡£×¢Ò⣬¸Ã¡°µ¥ÒýºÅ¶Ô¡±±ØÐëÔÚÓ¢ÎÄ״̬ÏÂÊäÈë¡£Õâ¡°µ¥ÒýºÅ¶Ô¡±ÊÇMATLABÓÃÀ´Ê¶±ð×Ö·û´®±äÁ¿Ëù±ØÐëµÄ¡£È磺

>>a='This is an example.' a =

This is an example.

>>msg = 'You''re right!' %´´½¨´øµ¥ÒýºÅµÄ×Ö·û´® msg =

You're right!

2.×Ö·û´®Êý×éµÄ±êʶ

×Ö·û´®±äÁ¿µÄÿ¸ö×Ö·û£¨Ó¢ÎÄ×Öĸ¡¢¿Õ¸ñºÍ±êµã¶¼ÊÇÆ½µÈµÄ£©Õ¼¾ÝÒ»¸öÔªËØÎ»£¬ÔÚÊý×éÖÐÔªËØËù´¦µÄλÖÃÓÃ×ÔÈ»Êý±êʶ¡£È磺 >>a='This is an example.'

>>b=a(1:4) % Ìá³öÒ»¸ö×Ó×Ö·û´® b = This

ra=a(end:-1:1) % ×Ö·û´®µÄµ¹ÅÅ ra =

.elpmaxe na si sihT ÓÖÈ磺

>>A='ÕâÊÇÒ»¸öËãÀý¡£';

>>B=size(A) % ·ûºÅÊý×é A µÄ¡°´óС¡± B = 1 7

>>C=A([5 6]) % Ìá³öÒ»¸ö×Ó×Ö·û´® C = ËãÀý

3.×Ö·û´®µÄASCIIÂë

×Ö·û´®µÄ´æ´¢ÊÇÓÃASCIIÂëʵÏֵġ£Ö¸ÁîabsºÍdouble¶¼¿ÉÒÔÓÃÀ´»ñÈ¡´®Êý×éËù¶ÔÓ¦µÄASCIIÂëÊýÖµÊý×é¡£Ö¸Áîchar¿É°ÑASCIIÂëÊý×é±äΪ´®Êý×é¡£Èç

>>d=double(a) d =

84 104 105 115 32 105 115 32 97 110 32 101 120 97 109 112 108 101 46 >>char(d) ans =

This is an example.

Àý£º¶Ô×Ö·û´®ASCIIÂëÊý×éµÄ²Ù×÷:ʹ×Ö·û´®ÖÐ×Öĸȫ²¿´óд >>w=find(a>='a'&a<='z'); %ÕÒ³ö´®Êý×éaÖУ¬Ð¡Ð´×ÖĸµÄÔªËØÎ»Öá£

>>d(w)=d(w)-32; %´óСд×ÖĸASCIIÖµ²î32ÓÃÊýÖµ¼Ó·¨¸Ä±ä²¿·ÖÂëÖµ¡£ >>char(d) %°ÑеÄASCIIÂë·­³É×Ö·û ans =

THIS IS AN EXAMPLE.

4.×Ö·û´®Êý×éµÄÔËË㣨Ö÷ÒªÊÇÁ¬½Ó£©

4.1 Á¬½Ó³ÉÒ»ÐÐ

>>Aa=[A,a] ¿É½«×Ö·û´®Á¬½Ó³ÉÒ»Ðг¤×Ö·û´® Aa =

ÕâÊÇÒ»¸öËãÀý¡£This is an example.

>>name = strcat('Thomas',' R.',' Lee') %Á¬½ÓÁ½¸ö×Ö·û´®,ÿ¸ö×Ö·û´®×îÓұߵĿոñ±»²ÃÇÐ name =

Thomas R. Lee

4.2¶à¸ö×Ö·û´®ÐγɶàÐÐ×Ö·û´®¾ØÕó ? ÓÃÖÐÀ¨ºÅÔòÒªÇóÁ½¸ö×Ö·û´®Ò»°ã³¤

>> Aa=[A£»a]; %²Ù×÷´íÎ󣬲»ÄܳÉÉú³É¶þÐеľØÕó,³¤¶È²»Ò»Ö ? ÓÃchar»òstrvcatº¯Êý½øÐÐÁ¬½Ó

>>D=strvcat('Hello','Yes','No','Goodbye') %ÀûÓô®²Ù×÷º¯Êý(chatÒ²¿ÉÒÔ)´´½¨¶àÐд®Êý×é, Á¬½Ó¶àÐÐ×Ö·û´®,ÿÐг¤¶È¿É²»µÈ£¬×Ô¶¯°Ñ·Ç××Ö·û´®×îÓұ߲¹¿Õ¸ñ, ʹÓë××Ö·û´®ÏàµÈ£¬»áºöÂÔ¿Õ×Ö·û´®¡£ D =

Hello Yes No Goodbye

5. ×Ö·û´®Ìæ»»ºÍ²éÕÒ

strrep¡ª½øÐÐ×Ö·û´®Ìæ»»£¬Çø·Ö´óСд

>>strrep(str1,str2,str3) %Ëü°Ñstr1ÖÐËùÓеÄstr2×Ö´®ÓÃstr3À´Ìæ»»

strfind(str,patten) %²éÕÒstrÖÐÊÇ·ñÓÐpattern£¬·µ»Ø³öÏÖλÖã¬Ã»ÓгöÏÖ·µ»Ø¿ÕÊý×é

findstr(str1,str2) %²éÕÒstr1ºÍstr2ÖУ¬½Ï¶Ì×Ö·û´®Ôڽϳ¤×Ö·û´®ÖгöÏÖµÄλÖã¬Ã»ÓгöÏÖ·µ»Ø¿ÕÊý×é

strmatch(patten,str) %¼ì²épattenÊÇ·ñºÍstr×î×ó²à²¿·ÖÒ»Ö strtok(str,char) %·µ»ØstrÖÐÓÉcharÖ¸¶¨µÄ×Ö·û´®Ç°µÄ²¿·ÖºÍÖ®ºóµÄ²¿·Ö£¬ 6.³£ÓÃ×Ö·û´®²Ù×÷º¯Êý

blanks(n)¡ª´´½¨ÓÐn¸ö¿Õ¸ñ×é³ÉµÄ×Ö·û´® deblank(str)¡ª²ÃÇÐ×Ö·û´®µÄβ²¿¿Õ¸ñ

strtrim(str)¡ª²ÃÇÐ×Ö·û´®µÄ¿ªÍ·ºÍβ²¿µÄ¿Õ¸ñ£¬ÖÆ±í£¬»Ø³µ·û lower(str)¡ª½«×Ö·û´®ÖеÄ×Öĸת»»³ÉСд upper(str)¡ª½«×Ö·û´®ÖеÄ×Öĸת»»³É´óд sort(str)¡ª°´ÕÕ×Ö·ûµÄASCIIÖµ¶Ô×Ö·û´®ÅÅÐò num2str¡ª½«Êý×Öת»»ÎªÊý×Ö×Ö·û´® str2num¡ª½«Êý×Ö×Ö·û´®×ª»»ÎªÊý×Ö mat2str¡ª½«Êý×éת»»³É×Ö·û´®

int2str¡ª°ÑÊýÖµÊý×éת»»ÎªÕûÊýÊý×Ö×é³ÉµÄ×Ö·ûÊý×é

7.ÆäËû×Ö·û´®²Ù×÷º¯Êý

strcmp¡ª±È½ÏÁ½¸ö×Ö·û´®ÊÇ·ñÍêÈ«ÏàµÈ£¬ÊÇ£¬·µ»ØÕ棬·ñÔò£¬·µ»Ø¼Ù

strncmp¡ª±È½ÏÁ½¸ö×Ö·û´®Ç°n¸ö×Ö·ûÊÇ·ñÏàµÈ£¬ÊÇ£¬·µ»ØÕ棬·ñÔò£¬·µ»Ø¼Ù strcmpi¡ª±È½ÏÁ½¸ö×Ö·û´®ÊÇ·ñÍêÈ«ÏàµÈ£¬ºöÂÔ×Öĸ´óСд

strncmpi¡ª±È½ÏÁ½¸ö×Ö·û´®Ç°n¸ö×Ö·ûÊÇ·ñÏàµÈ£¬ºöÂÔ×Öĸ´óСд isletter¡ª¼ì²â×Ö·û´®ÖÐÿ¸ö×Ö·ûʱ·ñÊôÓÚÓ¢ÎÄ×Öĸ

isspace¡ª¼ì²â×Ö·û´®ÖÐÿ¸ö×Ö·ûÊÇ·ñÊôÓÚ¸ñʽ×Ö·û£¨¿Õ¸ñ£¬»Ø³µ£¬ÖÆ±í£¬»»ÐзûµÈ£© isstrprop¡ª¼ì²â×Ö·ûÿһ¸ö×Ö·ûÊÇ·ñÊôÓÚÖ¸¶¨µÄ·¶Î§.

¡¾Àý¡¿×ÛºÏÀýÌ⣺ÔÚMATLAB¼ÆËãÉú³ÉµÄͼÐÎÉϱê³öͼÃûºÍ×î´óÖµµã×ø±ê¡£

clear a=2; w=3;

t=0:0.01:10;

y=exp(-a*t).*sin(w*t); [y_max,i_max]=max(y);

t_text=['t=',num2str(t(i_max))]; % <7> y_text=['y=',num2str(y_max)]; % <8> max_text=char('maximum',t_text,y_text); % <9> %

tit=['y=exp(-',num2str(a),'t)*sin(',num2str(w),'t)']; plot(t,zeros(size(t)),'k') hold on

plot(t,y,'b')

plot(t(i_max),y_max,'r.','MarkerSize',20) text(t(i_max)+0.3,y_max+0.05,max_text) % <16> title(tit),xlabel('t'),ylabel('y'),hold off

%<11>

y=exp(-2t)*sin(3t)0.60.50.40.3maximum t=0.33 y=0.4321y0.20.10-0.1024t6810ͼ 3.1-1

¶þ. µ¥ÔªÊý×é

µ¥ÔªÊý×éÖеÄÿһ¸öÔªËØ³ÆÎªµ¥Ôª(cell). µ¥Ôª¿ÉÒÔ°üº¬ÈκÎÀàÐ͵ÄmatlabÊý¾Ý, ÕâЩÊý¾ÝÀàÐͰüÀ¨ÊýÖµÊý×é, ×Ö·û, ·ûºÅ¶ÔÏó, ÉõÖÁÆäËûµÄµ¥ÔªÊý×éºÍ½á¹¹Ìå. ²»Í¬µÄµ¥Ôª¿ÉÒÔ°üº¬²»Í¬µÄÊý¾Ý.

1.1µ¥ÔªÊý×é´´½¨ÓëÏÔʾ£º

1¡¢Ö±½Ó¸³Öµ·¨£º°´µ¥ÔªË÷Òý·¨ ºÍ°´ÄÚÈÝË÷Òý·¨¡£(ÆäʵҲ¾ÍÊǽ«»¨À¨ºÅ·ÅÔÚµÈʽµÄÓұ߻òÊÇ×ó±ßµÄÇø±ð)¡£×¢Ò⣺¡°°´µ¥ÔªË÷Òý·¨¡±ºÍ¡°°´ÄÚÈÝË÷Òý·¨¡±ÊÇÍêÈ«µÈЧµÄ£¬¿ÉÒÔ»¥»»Ê¹Óá£Í¨¹ýÏÂÃæÊµÀý£¬ÎÒÃÇ¿´µ½£º»¨À¨ºÅ{}ÓÃÓÚ·ÃÎʵ¥ÔªµÄÖµ£¬¶øÀ¨ºÅ£¨£©ÓÃÓÚ±êʶµ¥Ôª£¨¼´£º²»ÓÃÓÚ·ÃÎʵ¥ÔªµÄÖµ£©¡£¾ßÌåÀí½â{}ºÍ£¨£©Çø±ð¿ÉÒÔÔÚÏÂÃæ´úÂë×îºó·Ö±ðÊäÈëA{2,2}ºÍA(2,2)¡£¾Í»á·¢ÏÖ¡°°´ÄÚÈÝË÷Òý·¨{}¡±ÄÜÏÔʾÍêÕûµÄµ¥ÔªÄÚÈÝ£¬¶ø¡°°´µ¥ÔªË÷Òý·¨£¨£©¡±ÓÐʱÎÞ·¨ÏÔʾÍêÕûµÄµ¥ÔªÄÚÈÝ¡£

>> A(1,1)={[1 2 3; 4 5 6;7 8 9]}; % °´µ¥ÔªË÷Òý·¨ >> A(1,2)={2+3i};

>> A(2,1)={'A character'}; >> A(2,2)={12:-2:0};

>> A

ÒªÏëÏêϸÏÔʾAÖеÄÄÚÈÝ£¬¿ÉÓÃÖ¸Ácelldisp(A) A =

[3x3 double] [2.0000 + 3.0000i] 'A character' [1x7 double]

>> B{1,1}=[1 2 3;4 5 6;7 8 9]; % °´ÄÚÈÝË÷Òý·¨¡£ >> B{1,2}=2+3i;

>> B{2,1}='A character'; >> B{2,2}=12:-2:0; >>B B =

[3x3 double] [2.0000 + 3.0000i]

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