Symbolsk løsning av nodeligninger med Matlab: Difference between revisions

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% Using Kirchoff's current law (KCL) on a source follower configuration
% Using Kirchoff's current law (KCL) on a source follower configuration
% to find Vout as a function of Vin
% to find Vout as a function of Vin
% Kjetil Ullaland, 10. september 1996
% Kjetil Ullaland


ligning1='(Vout-Vgs)/Zc+gm*Vgs+Vout/Rl=0';
ligning1='(Vout-Vgs)/Zc+gm*Vgs+Vout/Rl=0';
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Vgs_solved=simplify(solve(ligning2,'Vgs'))
disp('Solve for Vgs');
pretty(Vgs_solved)
vgs_solved=solve(ligning2,'Vgs');
ligning3=subs(ligning1,Vgs_solved,'Vgs');
pretty(simplify(vgs_solved));
Vout_solved=simplify(solve(ligning3,'Vout'))
 
pretty(Vout_solved)
disp('Solve for Vout(vin)');
ligning3=subs(ligning1,vgs_solved,'Vgs');
Vout_solved=solve(ligning3,'Vout');
pretty(simplify(Vout_solved))
</pre>
</pre>

Revision as of 08:13, 9 September 2014

% Using Kirchoff's current law (KCL) on a source follower configuration
% to find Vout as a function of Vin
% Kjetil Ullaland

ligning1='(Vout-Vgs)/Zc+gm*Vgs+Vout/Rl=0';
ligning2='(Vgs-Vout)/Zc+(Vgs-Vin)/Rs=0';
ligning1=subs(ligning1,'1/(j*w*C)','Zc');
ligning2=subs(ligning2,'1/(j*w*C)','Zc');
pretty(ligning1);
pretty(ligning2);


disp('Solve for Vgs');
vgs_solved=solve(ligning2,'Vgs');
pretty(simplify(vgs_solved));

disp('Solve for Vout(vin)');
ligning3=subs(ligning1,vgs_solved,'Vgs');
Vout_solved=solve(ligning3,'Vout');
pretty(simplify(Vout_solved))