function  BS_Speculative_graph_1248 (i_p, first, mult, IC, SS)
% Copyright 2000, J.E. Akin.  All rights reserved.
%  ------------------------------------------------------
%  Matlab graph of i_p-th component value, at mesh node 
%  locations for 4 geometric step progressions:
%  steps 1, 2, 4, 8 or first, 2*first, 4*first, 8*first
%  or first, mult*first, mult^2*first, mult^3*first
%   If i_p = 0, show RMS value
%   If first = 0 show initial conditions ONLY
%   If IC = 1 show Initial Condtions also
%   If SS = 1 show Steady State also
%  ------------------------------------------------------
 %? global az el   ? these are not changing with new view

% c_x    = x coordinates of nod_per_el line polygon
% c_y    = y coordinates of nod_per_el line polygon
% msh_typ_nodes   = connectivity list for elements, nt x nod_per_el
% loop   = corners for nod_per_el line polygon
% nod_per_el = Nodes per element
% np     = Number of Points
% nt     = Number of elements
% pre_e  = Element items before connectivity list
  pre_e  = 0 ;
% pre_p  = Nodal items before coordinates
  pre_p = 1;
% msh_bc_xyz = Nodal coordinates (with preceeding data)
% t_x    = x coordinates of nod_per_el corners
% t_y    = y coordinates of nod_per_el corners

  clear fid_1 fid_2 fid_3 fid_4
  if ( nargin == 0 )
    i_p = 0 ; first = 1 ; mult = 2; IC = 0; SS = 0;
  elseif ( nargin == 1 )
    first = 1 ; mult = 2; IC = 0; SS = 0;
  elseif ( nargin == 2 )
    mult = 2; IC = 0; SS = 0;
  elseif ( nargin == 3 )
    IC = 0; SS = 0;
  elseif ( nargin == 4 )
    SS = 0;
  end % if no arguments

  step_1 = first         ; step_2 = step_1 * mult ;
  step_3 = step_2 * mult ; step_4 = step_3 * mult ;
  fprintf ('Step progression: %g, %g, %g, %g \n', ...
     step_1,step_2,step_3,step_4)
  save_1 = step_1; save_2 = step_2;
  save_3 = step_3; save_4 = step_4;
  if ( step_1 > 999 )
    save_1 = mod(step_1,999)
  end % if
  if ( step_2 > 999 )
    save_2 = mod(step_2,999)
  end % if
  if ( step_3 > 999 )
    save_3 = mod(step_3,999)
  end % if
  if ( step_4 > 999 )
    save_4 = mod(step_4,999)
  end % if

%    Read coordinate file and connectivity file
%    integer bc code, real xy pairs for np points (pre_p = 1)
  load msh_bc_xyz.tmp ;  

%    Set control data: number of points
  np = size (msh_bc_xyz,1) ;   % number of nodal points  
  fprintf ('Read %g mesh coordinate pairs \n', np)
  ns = size (msh_bc_xyz,2) - pre_p ;   % space dimension
  if ( ns > 1 )
    error ('This is not a 1D mesh')
  end % if not 2D data
  
%    Set control data: number elements
  load  msh_typ_nodes.tmp ; % nod_per_el nodes per element
  nt = size (msh_typ_nodes,1) ;          % number of elements in mesh 
  nod_per_el = size (msh_typ_nodes,2) - pre_e -1 ; % nodes per elem
  % fprintf ('Read %g elements connections \n', nt)

% ==================== 4 files ====================
  if ( save_1 < 10 )
    file_1 = ['node_results_00',  int2str(save_1)];
  elseif ( save_1 < 100 )
    file_1 = ['node_results_0',  int2str(save_1)];
  else
    file_1 = ['node_results_',  int2str(save_1)];
  end % if
  filename_1 = [file_1, '.tmp'];
  fid_1= fopen(filename_1, 'r') ;

%    load the file array
  Result_1 = fscanf (fid_1, '%g  \n', [inf]) ;
  NP = size (Result_1, 1) ;
  if ( NP == 0 )
    error ('Error missing file ', file_1, '.tmp')
  end % if error
  if ( NP ~= np )
    fprintf ('Read %g nodal solution values \n', NP)
    error ('Error, incompatible mesh file size')
  end % if
  max_p = size (Result_1, 2)  ;
  % fprintf ('     with %g components each \n', max_p)
  if ( i_p > max_p ) 
    error ('i_p > available data')
  end % if error

  if ( first > 0 ) % then multiple plots
%   --------------------- plot 2 --------------------------
    if ( save_2 < 10 )
      file_2 = ['node_results_00',  int2str(save_2)];
    elseif ( save_2 < 100 )
      file_2 = ['node_results_0',  int2str(save_2)];
    else
      file_2 = ['node_results_',  int2str(save_2)];
    end % if
    filename_2 = [file_2, '.tmp'];
    fid_2= fopen(filename_2, 'r') ;
  
  %    load the file array
    Result_2 = fscanf (fid_2, '%g  \n', [inf]) ;
    NP = size (Result_2, 1) ;
    if ( NP == 0 )
      error ('Error missing file ', file_2, '.tmp')
    end % if error
    if ( NP ~= np )
      fprintf ('Read %g nodal solution values \n', NP)
      error ('Error, incompatible mesh file size')
    end % if
    max_p = size (Result_2, 2)  ;
    % fprintf ('     with %g components each \n', max_p)
    if ( i_p > max_p ) 
      error ('i_p > available data')
    end % if error
  
%   --------------------- plot 3 --------------------------
    if ( save_3 < 10 )
      file_3 = ['node_results_00',  int2str(save_3)];
    elseif ( save_3 < 100 )
      file_3 = ['node_results_0',  int2str(save_3)];
    else
      file_3 = ['node_results_',  int2str(save_3)];
    end % if
    filename_3 = [file_3, '.tmp'];
    fid_3= fopen(filename_3, 'r') ;
  
  %    load the file array
    Result_3 = fscanf (fid_3, '%g  \n', [inf]) ;
    NP = size (Result_3, 1) ;
    if ( NP == 0 )
      error ('Error missing file ', file_3, '.tmp')
    end % if error
    if ( NP ~= np )
      fprintf ('Read %g nodal solution values \n', NP)
      error ('Error, incompatible mesh file size')
    end % if
    max_p = size (Result_3, 2)  ;
    % fprintf ('     with %g components each \n', max_p)
    if ( i_p > max_p ) 
      error ('i_p > available data')
    end % if error

%   --------------------- plot 4 --------------------------
    if ( save_4 < 10 )
      file_4 = ['node_results_00',  int2str(save_4)];
    elseif ( save_4 < 100 )
      file_4 = ['node_results_0',  int2str(save_4)];
    else
      file_4 = ['node_results_',  int2str(save_4)];
    end % if
    filename_4 = [file_4, '.tmp'];
    fid_4= fopen(filename_4, 'r') ;
  
  %    load the file array
    Result_4 = fscanf (fid_4, '%g  \n', [inf]) ;
    NP = size (Result_4, 1) ;
    if ( NP == 0 )
      error ('Error missing file ', file_4, '.tmp')
    end % if error
    if ( NP ~= np )
      fprintf ('Read %g nodal solution values \n', NP)
      error ('Error, incompatible mesh file size')
    end % if
    max_p = size (Result_4, 2)  ;
    % fprintf ('     with %g components each \n', max_p)
    if ( i_p > max_p ) 
      error ('i_p > available data')
    end % if error

%   --------------------- plot IC  --------------------------
    %b if ( IC ) % add initial conditions
      file_5 = ['node_results_000'];
      filename_5 = [file_5, '.tmp'];
      fid_5= fopen(filename_5, 'r') ;
  
  %    load the file array
      Result_5 = fscanf (fid_5, '%g  \n', [inf]) ;
      NP = size (Result_5, 1) ;
      if ( NP == 0 )
        error ('Error missing file ', file_5, '.tmp')
      end % if error
      if ( NP ~= np )
        fprintf ('Read %g nodal solution values \n', NP)
        error ('Error, incompatible mesh file size')
      end % if
      max_p = size (Result_5, 2)  ;
      % fprintf ('     with %g components each \n', max_p)
      if ( i_p > max_p ) 
        error ('i_p > available data')
      end % if error
    %b end % if

%   --------------------- plot SS --------------------------
    if ( SS ) % add initial conditions
      file_6 = ['node_results'];
      filename_6 = [file_6, '.tmp'];
      fid_6= fopen(filename_6, 'r') ;
  
  %    load the file array
      Result_6 = fscanf (fid_6, '%g  \n', [inf]) ;
      NP = size (Result_6, 1) ;
      if ( NP == 0 )
        error ('Error missing file ', file_6, '.tmp')
      end % if error
      if ( NP ~= np )
        fprintf ('Read %g nodal solution values \n', NP)
        error ('Error, incompatible mesh file size')
      end % if
      max_p = size (Result_5, 2)  ;
      % fprintf ('     with %g components each \n', max_p)
      if ( i_p > max_p ) 
        error ('i_p > available data')
      end % if error
    end % if

  end % if initial condition only (first == 0)

% ==================== end 4 files ====================
  x (np)      = 0.       ;       % pre-allocate array x
  
  t_nodes (nod_per_el) = 0 ;    % Optional pre-allocation
  t_x (nod_per_el) = 0 ;        % Optional pre-allocation
  t_y (nod_per_el) = 0 ;        % Optional pre-allocation
  c_x (nod_per_el + 1) = 0 ;    % Optional pre-allocation
  c_y (nod_per_el + 1) = 0 ;    % Optional pre-allocation
  loop (nod_per_el + 1) = 0 ;   % Optional pre-allocation

%                set constants
  [loop] = get_El_Loop (nod_per_el) ;

  % msh_bc_xyz has: pre_p items then: x, y
  x = msh_bc_xyz (1:np, (pre_p+1)) ; % extract x column

  %b if ( i_p >= 1 )
    y_1 = Result_1(:, i_p) ;
    y_2 = Result_2(:, i_p) ;
    y_3 = Result_3(:, i_p) ;
    y_4 = Result_4(:, i_p)  ;
    %b if ( IC ) 
    y_5 = Result_5(:, i_p)  ;
    y_1 = y_1 - y_5 ;
    y_2 = y_2 - y_5 ;
    y_3 = y_3 - y_5 ;
    y_4 = y_4 - y_5 ;
    %b end % if
    %b if ( SS ) 
      %b y_6 = Result_6(:, i_p) ;
    %b end % if
  %b else % i_p = 0, get root mean sq
    %b for k = 1:np
      %b y_1 (k) = sqrt ( sum (Result_1 (k, 1:max_p).^2)) ;
      %b y_2 (k) = sqrt ( sum (Result_2 (k, 1:max_p).^2)) ;
      %b y_3 (k) = sqrt ( sum (Result_3 (k, 1:max_p).^2)) ;
      %b y_4 (k) = sqrt ( sum (Result_4 (k, 1:max_p).^2)) ;
      %b if ( IC ) 
        %b y_5 (k) = sqrt ( sum (Result_5 (k, 1:max_p).^2)) ;
      %b end % if
      %b if ( IC ) 
        %b y_6 (k) = sqrt ( sum (Result_6 (k, 1:max_p).^2)) ;
      %b end % if
    %b end % for k
  %b end % if get RMS value

%    Initialize plots
   xmax = max (x)      ; xmin = min (x) ;
   y_1X = max (y_1)    ; y_1N = min (y_1) ;
   y_2X = max (y_2)    ; y_2N = min (y_2) ;
   y_3X = max (y_3)    ; y_3N = min (y_3) ;
   y_4X = max (y_4)    ; y_4N = min (y_4) ;
   if ( IC )
     y_5X = max (y_5)    ; y_5N = min (y_5) ;
   else
     y_5X = y_1X         ; y_5N = y_1N      ;
   end % if
   if ( SS )
     y_6X = max (y_6)    ; y_6N = min (y_6) ;
   else
     y_6X = y_1X         ; y_6N = y_1N      ;
   end % if

   ymax = max ([y_1X, y_2X, y_3X, y_4X, y_5X, y_6X])    ;
   ymin = min ([y_1N, y_2N, y_3N, y_4N, y_5N, y_6N])    ;
   if ( ymax == ymin )
     if ( abs (ymax) > 0 )
       ymax = ymax + abs (ymax)/20. ;
       ymin = ymin - abs (ymin)/20. ;
     end % if
   end % if
%b ymax=1.0
   clf                               % clear graphics
   axis ([xmin, xmax, ymin, ymax])   % set axes
% view([52.5,30])

   hold on                           % hold image for plots
   xlabel ('S')                      % add label 
   %b if ( i_p >= 1 )
     ylabel (['Speculative Value  (max = ', num2str(ymax), ...
              ', min = ', num2str(ymin), ' dollars)'])
     title(['Value at Steps ', int2str(step_1), ', ', ...
            int2str(step_2), ...
            ', ', int2str(step_3), ', ', int2str(step_4), ...
            ': ', int2str(nt),' Elements, ', ...
            int2str(np), ' Nodes, (', int2str(nod_per_el), ...
            ' per Element)'])
   %b else % i_p = 0, get root mean sq
     %b title(['Steps ', int2str(step), ' to ', int2str(step_4), ...
            %b ' RMS Value: ', ...
            %b int2str(nt),' Elements, ', int2str(np), ...       
            %b ' Nodes, (', int2str(nod_per_el), ' per Element)'])
     %b ylabel ('RMS Value')
   %b end % if get RMS value

% plot node values        
   plot (x, y_1, 'ko')
   plot (x, y_2, 'ks')
   plot (x, y_3, 'kd')
   plot (x, y_4, 'k*')
   if ( nargin < 4 )
     legend (['Step ', int2str(step_1)], ['Step ', int2str(step_2)], ...
             ['Step ', int2str(step_3)], ['Step ', int2str(step_4)])
   elseif ( nargin < 5 )
     plot (x, y_5, 'k-.')
     legend (['Step ', int2str(step_1)], ['Step ', int2str(step_2)], ...
             ['Step ', int2str(step_3)], ['Step ', int2str(step_4)], ...
             ['Initial'])
   else
     plot (x, y_5, 'k-.')
     plot (x, y_6, 'k--')
     legend (['Step ', int2str(step_1)], ['Step ', int2str(step_2)], ...
             ['Step ', int2str(step_3)], ['Step ', int2str(step_4)], ...
             ['Initial'], ['Steady'])
   end % if SS and/or IC
   plot (x, y_1, 'k-')
   plot (x, y_2, 'k-')
   plot (x, y_3, 'k-')
   plot (x, y_4, 'k-')
   grid
 
% end % if show labels
%       -depsc -tiff            % for an eps version
% print ('-dpsc', ['result_', int2str(i_p), '_time_graph_1248'])
  hold off
%  v_text = ['Created result_', int2str(i_p), '_time_graph_1248.ps'] ;
% fprintf (1,'%s', v_text) ; fprintf (1, ' \n' )
% end of BS_Speculative_graph_1248