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Make subplot span across multiple slots

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fKuns
fKuns el 11 de Oct. de 2015
Comentada: wagenaartje el 9 de Abr. de 2021
assume a figure split as a 4x3 grid,
+-+-+-+-+
| | | | |
+-+-+-+-+
| | | | |
+-+-+-+-+
| | | | |
+-+-+-+-+
I would like to display 6 plots in a single image, 2 big ones and 4 small ones, in the following way
  • Plot A should take the 4 leftmost, topmost cells
  • Plot B should take the 4 rightmost, topmost cells
  • Plots C, D, E, f should take the 4 last cells
+-+-+-+-+
|A|A|B|B|
+-+-+-+-+
|A|A|B|B|
+-+-+-+-+
|C|D|E|F|
+-+-+-+-+
I know it is possible to have a plot span on multiple columns in a single row, but is it possible to make it span multiple rows?

Respuesta aceptada

dpb
dpb el 11 de Oct. de 2015
Sure, just save a handle as there's not a unique number for any of 'em if do it this way...as long as you don't overwrite an existing grid location numer accidentally, you should be ok--
>> p(1)=subplot(3,4,[1 2 5 6]);
>> p(2)=subplot(3,4,[3 4 7 8]);
>> p(3)=subplot(3,4,[9 10]);
>> p(4)=subplot(3,4,[11 12])
p =
173.0068 174.0068 175.0068 176.0068
>>
  1 comentario
wagenaartje
wagenaartje el 9 de Abr. de 2021
This works, but sometimes this messes up the axes labels...

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Más respuestas (2)

Walter Roberson
Walter Roberson el 11 de Oct. de 2015
Yes. subplot(4,4,[1 2 5 6])

Muhammad RSMY
Muhammad RSMY el 18 de Jul. de 2017
Hi friends..
how to code to display all subplots in one figure for mm and nn for example: mm and nn are 5*5 or 6*4.. whatever.. its possible to make general code, whatever mm and nn is, should subplot accordingly.
5*5=25 subplots 6*4=24 subplots.. etc
in normal way..i know we code as plot(1,1); subplot(5,5,1) ..
I hope someone can help me to generate code as general cause I am dealing with more data's with different mm and nn
thanks in advance
  2 comentarios
Rick
Rick el 23 de Feb. de 2018
try subplot(m, n, 1)
dpb
dpb el 24 de Feb. de 2018
As Rick shows, you can use variables in the argument to subplot; your task is to compute what M,N you want for a given number of total plots; if the choices are just between 24 and 25, it's pretty-much a no-brainer.

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