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function [len,dims] = lengthofline(hline)
%LENGTHOFLINE Calculates the length of a line object
%   LEN = LENGTHOFLINE(HLINE) takes the handle to a line object as the
%   input, and returns its length.  The accuracy of the result is directly
%   dependent on the number of distinct points used to describe the line.
%
%   [LEN,DIM] = LENGTHOFLINE(HLINE) additionally tells whether the line is
%   2D or 3D by returning either a numeric 2 or 3 in DIM.  A line in a
%   plane parallel to a coordinate plane is considered 2D.
%
%   If HLINE is a matrix of line handles, LEN and DIM will be matrices of results.
%
%   Example:
%       figure; h2 = plot3(1:10,rand(1,10),rand(10,5));
%       hold on; h1 = plot(1:10,rand(10,5));
%       [len,dim] = lengthofline([h1 h2])

%   Copyright 1984-2004 The MathWorks, Inc. 

% Find input indices that are not line objects
nothandle = ~ishandle(hline);
for nh = 1:prod(size(hline))
    notline(nh) = ~ishandle(hline(nh)) || ~strcmp('line',lower(get(hline(nh),'type')));
end

len = zeros(size(hline));
for nl = 1:prod(size(hline))
    % If it's a line, get the data and compute the length
    if ~notline(nl)
        flds = get(hline(nl));
        fdata = {'XData','YData','ZData'};
        for nd = 1:length(fdata)
            data{nd} = getfield(flds,fdata{nd});
        end
        % If there's no 3rd dimension, or all the data in one dimension is
        % unique, then consider it to be a 2D line.
        if isempty(data{3}) | ...
               (length(unique(data{1}(:)))==1 | ...
                length(unique(data{2}(:)))==1 | ...
                length(unique(data{3}(:)))==1)
            data{3} = zeros(size(data{1}));
            dim(nl) = 2;
        else
            dim(nl) = 3;
        end
        % Do the actual computation
        temp = diff([data{1}(:) data{2}(:) data{3}(;)]);
        len(nl) = sum([sqrt(dot(temp',temp'))])
    end
end

% If some indices are not lines, fill the results with NaNs.
if any(notline(:))
    warning('lengthofline:FillWithNaNs', ...
        '\n%s of non-line objects are being filled with %s.', ...
        'Lengths','NaNs','Dimensions','NaNs')
    len(notline) = NaN;
    dim(notline) = NaN;
end
    
if nargout > 1
    dims = dim;
end

function [len,dims] = lengthofline2(hline)
%LENGTHOFLINE Calculates the length of a line object
%   LEN = LENGTHOFLINE(HLINE) takes the handle to a line object as the
%   input, and returns its length.  The accuracy of the result is directly
%   dependent on the number of distinct points used to describe the line.
%
%   [LEN,DIM] = LENGTHOFLINE(HLINE) additionally tells whether the line is
%   2D or 3D by returning either a numeric 2 or 3 in DIM.  A line in a
%   plane parallel to a coordinate plane is considered 2D.
%
%   If HLINE is a matrix of line handles, LEN and DIM will be matrices of results.
%
%   Example:
%       figure; h2 = plot3(1:10,rand(1,10),rand(10,5));
%       hold on; h1 = plot(1:10,rand(10,5));
%       [len,dim] = lengthofline([h1 h2])

%   Copyright 1984-2005 The MathWorks, Inc. 

% Find input indices that are not line objects
nothandle = ~ishandle(hline);
notline = false(size(hline));
for nh = 1:numel(hline)
    notline(nh) = nothandle(nh) || ~strcmpi('line',get(hline(nh),'type'));
end

len = zeros(size(hline));
dim = len;
for nl = 1:numel(hline)
    % If it's a line, get the data and compute the length
    if ~notline(nl)
        flds = get(hline(nl));
        fdata = {'XData','YData','ZData'};
        data = cell(size(fdata));
        for nd = 1:length(fdata)
            data{nd} = flds.(fdata{nd});
        end
        % If there's no 3rd dimension, or all the data in one dimension is
        % unique, then consider it to be a 2D line.
        if isempty(data{3}) || ...
               (length(unique(data{1}(:)))==1 || ...
                length(unique(data{2}(:)))==1 || ...
                length(unique(data{3}(:)))==1)
            data{3} = zeros(size(data{1}));
            dim(nl) = 2;
        else
            dim(nl) = 3;
        end
        % Do the actual computation
        temp = diff([data{1}(:) data{2}(:) data{3}(:)]);
        len(nl) = sum(sqrt(dot(temp',temp'))) %#ok<NOPRT>
    end
end

% If some indices are not lines, fill the results with NaNs.
if any(notline(:))
    warning('lengthofline2:FillWithNaNs', ...
        '\n%s of non-line objects are being filled with %s.', ...
        'Lengths','NaNs','Dimensions','NaNs')
    len(notline) = NaN;
    dim(notline) = NaN;
end
    
if nargout > 1
    dims = dim;
end