Reza Farrahi Moghaddam

Very good function!

Here is a small modification to enable the user to choose the screen in case he has multiple screens (like dual screens). The fourth parameter, screen_number, is the number of the screen to be used. If it is 0, both screens will be used. The default value of 1 (the main screen).

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function varargout = subfigure(varargin)
% Create a figure within a grid-based layout. It's subplot for figures.
%
% subfigure(m,n,p), or subfigure(mnp), divides the screen into an m-by-n grid of
% tiles and creates a figure within the pth tile. Tiles are counted along the
% top row of the screen, then the second row, etc.
%
% If p is a vector, the figure is sized to cover all the subfigure positions
% listed in p.
%
% subfigure(m,n) creates a figure showing a m-by-n grid layout with tiles
% labeled in the order that they are numbered by subfigure. This is useful for
% planning screen layouts, especially when one or more subfigures will span
% multiple tiles (when p is a vector).
%
% h = subfigure(...) returns a handle to the figure.
%
% Every call to subfigure creates a new figure even if a figure exists at the
% location specified by m, n, and p. The existing figure is not made current or
% reused. Existing figures that are overlapped by new subfigures are not
% deleted. This behavior is dissimilar to subplot.
%
% Example 1: Four non-overlapping figures.
%
% subfigure(2,2,1)
% subfigure(2,2,2)
% subfigure(2,2,3)
% subfigure(2,2,4)
%
% Example 2: Three non-overlapping figures of various sizes.
%
% subfigure(4,4,[1 13])
% subfigure(4,4,[2 4])
% subfigure(4,4,[6 16])
%
% Example 3: Show the grid for a 3 x 5 layout.
%
% subfigure(3,5)

% by Steve Hoelzer
% 2009-03-25
% Screen_number added by Reza Farrahi Moghaddam
% 2012-01-27

% Padding to allow room for figure borders and menus
hpad = 20;
vpad = 90;

% Process input arguments
switch nargin
    case 0
        error('Not enough input arguments.')
    case 1
        m = floor(varargin{1}/100);
        n = rem(floor(varargin{1}/10),10);
        p = rem(varargin{1},10);
screen_number = 1;
    case 2
        m = varargin{1};
        n = varargin{2};
        p = [];
screen_number = 1;
    case 3
        m = varargin{1};
        n = varargin{2};
        p = varargin{3};
screen_number = 1;
case 4
        m = varargin{1};
        n = varargin{2};
        p = varargin{3};
screen_number = varargin{4};
    otherwise
        error('Too many input arguments.')
end

% Error checking
if ~isscalar(m) || ~isscalar(n)
    error('Gird dimensions must be scalar values.')
end
if m < 0 || n < 0
    error('Grid dimensions must be greator than zero.')
end
if any(p > m*n)
    error('Position value exceeds grid size.')
end

if isempty(p)
    % Draw example grid using subplots
    p = m*n;
    f = figure('NumberTitle','Off',...
        'Name',sprintf('Subfigure tile numbering for a %i by %i grid',m,n));
    for i = 1:p
        h = subplot(m,n,i);
        set(h,'Box','On',...
            'XTick',[],...
            'YTick',[],...
            'XTickLabel',[],...
            'YTickLabel',[])
        text(0.5,0.5,int2str(i),...
            'FontSize',16,...
            'HorizontalAlignment','Center')
    end
    % Return handle if needed
    if nargout
        varargout{1} = f;
    end
    return
end

% Calculate tile size and spacing
scrsz = get(0, 'monitorpositions'); % 'ScreenSize');
switch screen_number
case 0
scrsz = [scrsz(1, 1:2), scrsz(end, 3:4)];
case 1
scrsz = scrsz(1, :);
case 2
scrsz = scrsz(2, :);
otherwise
scrsz = scrsz(1, :);
end
hstep = floor( (scrsz(3) - scrsz(1) + 1 - hpad) / n );
vstep = floor( (scrsz(4) - scrsz(2) + 1 - vpad) / m );
vsz = vstep - vpad;
hsz = hstep - hpad;

% Row and column positions of each subfigure in p
r = ceil(p/n);
c = rem(p,n);
c(c==0) = n; % Special case

% Position of each subfigure in p in pixels (left, right, bottom, top)
le = scrsz(1) - 1 + hpad + (c-1)*hstep;
ri = le + hsz;
bo = scrsz(2) - 1 + vpad + (m-r)*vstep;
to = bo + vsz;

% Position of a subfigure that covers all subfigures in p
le = min(le); % Leftmost left
ri = max(ri); % Rightmost right
bo = min(bo); % Lowest bottom
to = max(to); % Highest top

% Calculate figure position
pos = [le, bo, ri-le, to-bo]; % [left, bottom, width, height]

% Display figure
h = figure('Position',pos);

% Return handle if needed
if nargout
    varargout{1} = h;
end
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Thanks Richard,

I will add Image Processing Toolbox to the requirements for now.