Mar 20, 2012 #1 P Pheemmzzyy Newbie level 5 Joined Mar 20, 2012 Messages 10 Helped 1 Reputation 2 Reaction score 1 Trophy points 1,283 Location Nigeria Activity points 1,338 Given the difference equation y + B1y(n-1) + B2y(n-2) = x + Ax(n-1). n>0 where A,B1 and B2 are abitraary constraint. Find an expressions for the Y(Z), the transfer function and draw the flow graph
Given the difference equation y + B1y(n-1) + B2y(n-2) = x + Ax(n-1). n>0 where A,B1 and B2 are abitraary constraint. Find an expressions for the Y(Z), the transfer function and draw the flow graph
Mar 20, 2012 #2 barry Advanced Member level 7 Joined Mar 31, 2005 Messages 6,510 Helped 1,205 Reputation 2,422 Reaction score 1,423 Trophy points 1,393 Location California, USA Activity points 35,428 Basic transform is: x(n-m)==> z^(-m)X(z) so what you've got is: Y(z) + B1*z^(-1)*Y(z) + B2*z^(-2)*Y(z) = X(z) +A*z^(-1)*X(z) You can figure out the rest...
Basic transform is: x(n-m)==> z^(-m)X(z) so what you've got is: Y(z) + B1*z^(-1)*Y(z) + B2*z^(-2)*Y(z) = X(z) +A*z^(-1)*X(z) You can figure out the rest...