📄 scmove.m
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function scMove(Pos1,length,LinCol)
%scMove : Move along the transmission line on smith chart to transform impedance
%
%
% SYNOPSIS:
% Transform a point to another one as one moves along a lossless transmission line on
% smith chart.
%
% See also scDraw, scInv, scConCirc, scMatchCirc
%
% SYNTAX:
% scMove(Pos1, length, Direction, LinCol)
%
% INPUT ARGUMENTS:
% Pos1 : Starting point coordinates [r x] normalized
% length : Length of the transmission line normalized to wavelength
% LinCol : Color of the end-ray emanating from origin
% Direction : Towards(+1) or away from the generator(-1) %%%%TO BE INCORPORATED YET.
%
% OUTPUT ARGUMENT:
% none
%
% EXAMPLE:
% The Command sequence
% scDraw;
% scMove([2 3],.3)
% will draw a blank smith chart and will plot the point
% corresponding to impedance (2+j*3)*Z_L and its transformed value
% after moving 0.3*lambda towards the generator along the
% transmission line
%
% Mohammad Ashfaq - (31-05-2000)
% Mohammad Ashfaq - (13-04-2006) Modified (example included)
%
if nargin == 2
LinCol = 'm';
end
r1 = Pos1(1);
x1 = Pos1(2);
[u1, v1] = scPOI(r1,x1);
% MARK STARTING POINT
scRay(Pos1);
r = sqrt(u1^2+v1^2);
Theta1 = atan2(v1,u1);
length1 = (1-Theta1/pi)/4;
length2 = length1 + length;
Theta2 = (1-4*length2)*pi;
u2 = r * cos(Theta2);
v2 = r * sin(Theta2);
% MARK END POINT
plot(u2, v2,'r*')
Theta2d = Theta2*180/pi;
if (Theta2d<-180)
Theta2d = 360 + Theta2d;
elseif (Theta2d>180)
Theta2d = 360 - Theta2d;
end
length2 = length2-floor(length2/.5)*.5;
plot([0 u2],[0 v2],LinCol);
plot([1.25*cos(Theta2) u2],[1.25*sin(Theta2) v2],'k');
string = ['\theta=', num2str(Theta2d,'%3.2f'), ' l/\lambda=', num2str(length2, '%0.3f')];
if abs(Theta2d)>90
Theta2d = Theta2d+180;
h = text(1.25*cos(Theta2),1.25*sin(Theta2), string);
set(h,'rotation', Theta2d, 'Fontsize', 8, 'HorizontalAlignment','right');
else
h = text(1.25*cos(Theta2),1.25*sin(Theta2), string);
set(h,'rotation', Theta2d, 'Fontsize', 8);
end
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