Cómo mostrar un número fijo de coordenadas en el eje x en matlab

=========plot_to_center.m=====

función plot_too_center(x,y,xticks,yticks)

%by faruto@www.ilovematlab.cn QQ:516667408 Correo electrónico:farutoliyang@gmail.com

%2009.7.11

hp = plot(x,y );

xl = xLim;

yl = yLim;

xt = get(gca,' XTick');

yt = get( gca,'YTick');

if nargin == 2

xticks = xt;

yticks = yt;

else

xt = xticks;

yt = yticks;

if xl(1)>min(xticks)

xl( 1) = min(xticks);

fin

si xl(2)<max(xticks)

xl(2) = max(xticks) ;

fin

si yl(1)>min(yticks)

yl(1) = min(yticks);

fin

if yl(2)

yl(2) = max(yticks);

fin

fin

xep = 1/(xl(2)-xl(1));

yep = 1/(il(2)-il(1));

p = get (gca,'Position');

set(gca,'XTick',,'LineWidth',2);

annotation('arrow',,'LineWidth); ', 2);

y = ,'LineWidth',2);

annotation('arrow',,'LineWidth',2);

para i = 1:longitud(xticks)

x = ,'LineWidth',2);

text(xticks(i),( yl(1)+yl(2) )/ 2-0.04*1/yep,num2str( xticks(i)),'Fontsize',12,...

'Color',);

end

para i = 1:longitud(yticks)

x = [( xl(1)+xl(2) )/2 ( xl(1)+xl(2) )/2 +0.02 *1/xep];

y = [ yticks(i),yticks(i)];

line(x,y,'Color',,'LineWidth' ,2 );

text((( xl(1)+xl(2) )/2-0.065*1/xep,yticks(i),num2str( yticks(i)),'Fontsize' ,12 ,...

'Color',);

finalizar

cuadrícula en

======= == ==============

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==========plot_to_anywhere.m ============

función plot_to_anywhere(x,y,xticks,yticks)

%por faruto@www.ilovematlab.cn QQ:516667408 Correo electrónico: farutoliyang@ gmail.com

%2009.7.11

hp = plot(x,y);

[xyuan,yyuan] = ginput(1);

xl = xLim;

yl = yLim;

xt = get(gca,' XTick');

yt = get(gca,'YTick');

si nargin == 2

xticks = xt; p> yticks = yt;

else

xt = xticks

yt = yticks;

if xl(1)>min; (xticks)

xl(1) = min(xticks);

fin

si xl(2)<max(xticks)

xl(2) = max(xticks);

fin

si yl(1)>min(yticks)

yl(1) = min(yticks) ;

fin

si yl(2)

yl(2) = max(yticks);

fin

fin

xep = 1/(xl(2)-xl(1)

yep = 1/(il(2)-ilo); (1));

p = get(gca,'Position');

set(gca,'XTick',[],'XColor','w');

set(gca,'YTick',[],'YColor','w')

x = [xl(1) xl(2)];

y = [( yl(1) + yl(2) )/2+yyuan ( yl(1) + yl(2) )/2 + yyuan];

line(x, y,'Color',,'LineWidth',2);

annotation('arrow',[p(1)+p(3),p(1)+p(3)+0.02] ,[p(2)+p(4)/2+yyyuan*yep*p(4),p(2)+p(4) /2+yyuan*yep*p(4)],...

'Color',,'Ancho de línea',2);

y = [yl(1) yl(2)];

x = [( xl (1)+xl(2) )/2+xyuan ( xl(1)+xl(2) )/2+xyuan];

line(x,y,...'Color', ,'LineWidth',2);

annotation('arrow',[p(1)+p(3)/2+xyuan*xep*p(3),p(1)+p( 3)/2+xyuan*xep*p(3)],[p(2)+p(4),p(2)+p (4)+0.02],...

' Color',,'LineWidth',2);

for i = 1:length(xticks)

x = [x

ticks(i),xticks(i)];

y = [( yl(1)+yl(2) )/2+yyuan ( yl(1)+yl(2) )/2+ yyuan+0.02*1/sí];

line(x,y,'Color',,'LineWidth',2);

text(xticks(i),( yl (1)+yl(2) )/2+yyuan-0.04*1 /yep,num2str(xticks(i)),'Fontsize',12,...

'Color',);

fin

para i = 1:longitud(yticks)

x = [( xl(1)+xl(2) )/2+xyuan ( xl(1)+xl(2) )/2+xyuan+0.02*1/xep];

y = [yticks(i),yticks(i)];

line(x,y,'Color',,'LineWidth',2);

text(( xl(1)+xl(2) )/2+xyuan-0.065*1/xep,yticks (i) )/2+xyuan-0.065*1/xep,yticks(i),num2str(yticks(i)),'Fontsize',12,...

'Color',);

finalizar

cuadrícula en

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