how to generate repeated function with failure like this in picture?

1 vue (au cours des 30 derniers jours)
I want to plot this repeating function with this periodic failure. I have plotted this function without this fail. if any one can help, pleassss!
the function i have do to plot the periodic trapizoid is:
function p=fnpw1(omg1)
omg1=mod(omg1,0.1847);
if omg1 <=0.015392
%p=4.43;
p=4+(0.43*(omg1)/0.015392);
elseif omg1>0.015392 && omg1<0.030784
p=4+(0.43);
elseif omg1>=0.030784 && omg1<0.046176
p=4+(-27.93659*(omg1)+1.29);
elseif omg1>=0.046176
p=4;
end

Réponse acceptée

Ibrahim A. Shaaban
Ibrahim A. Shaaban le 8 Oct 2021
I have tried to solve it again, i think this code has solved it
function I =fnpwtf3(omg1)
omg2=mod(omg1,2*pi) ;
omg1=mod(omg1,0.1847) ;
safe_cond_up =omg1 <=0.015392 ;
safe_cond_st = omg1>0.015392 & omg1<0.030784;
safe_cond_dn = omg1>=0.030784 & omg1<0.046176;
safe_cond_msc=omg1>=0.046176 ;
p_up=4+(0.43*(omg1)/0.015392);
p_st=4+(0.43);
p_dn=4+(-27.93659*(omg1)+1.29);
p_msc=4 ;
fail_cond = omg2>0.7391982716 & omg2<=1.524596435;
fail_cond_dn1 =omg1 <=0.04619989196 ;
fail_cond_st1 = omg1>0.04619989196 & omg1<=0.1847995678;
fail_cond_up1 = omg1>0.1847995678 & omg1<=0.2001995318;
fail_cond_st2 = omg1>0.2001995318 & omg1<=0.2155994958;
fail_cond_dn2 = omg1>0.2155994958 & omg1<=0.2309994598;
fail_cond_st3 = omg1>0.2309994598 & omg1<=0.3695991356;
fail_cond_up2 = omg1>0.3695991356 & omg1<=0.3849990996;
fail_cond_st4 = omg1>0.3849990996 & omg1<=0.4003990636;
fail_cond_dn3 = omg1>0.4003990636 & omg1<=0.4157990276;
fail_cond_st5 = omg1>0.4157990276 & omg1<=0.5543987034;
fail_cond_up3 = omg1>0.5543987034 & omg1<=0.5697986674;
fail_cond_st6 = omg1>0.5697986674 & omg1<=0.5851986314;
fail_cond_dn4 = omg1>0.5851986314 & omg1<=0.6005985954;
fail_cond_st7 = omg1>0.6005985954 & omg1<=0.7391982712;
fail_cond_up4 = omg1>0.7391982712 & omg1<=0.7853981634;
pf_dn1=(-21.64507226)*(omg1)+4;
pf_st1=3;
pf_up1=(27.92214318*(omg1))-2.159999994;
pf_st2=3.43 ;
pf_dn2=(-27.92214319)*(omg1)+9.449999994;
pf_st3=3;
pf_up2=(27.92214319*(omg1))-7.319999989;
pf_st4=3.43 ;
pf_dn3=(-27.92214319)*(omg1)+14.60999999;
pf_st5=3;
pf_up3=(27.92214319*(omg1))-12.47999998;
pf_st6=3.43 ;
pf_dn4=(-27.92214319)*(omg1)+19.76999998;
pf_st7=3;
pf_up4=(21.64507215*(omg1))-12.99999991;
S=p_up.*(safe_cond_up) + p_st .*(safe_cond_st) + p_dn.*(safe_cond_dn)+ p_msc.*(safe_cond_msc) ;
F= pf_dn1.*(fail_cond_dn1) + pf_st1 .*(fail_cond_st1) + pf_up1.*(fail_cond_up1)...
+ pf_st2 .*(fail_cond_st2) +pf_dn2.*(fail_cond_dn2)+ pf_st3 .*(fail_cond_st3)...
+ pf_up2.*(fail_cond_up2)+ pf_st4 .*(fail_cond_st4) +pf_dn3.*(fail_cond_dn3)+ pf_st5 .*(fail_cond_st5)...
+ pf_up3.*(fail_cond_up3)+ pf_st6 .*(fail_cond_st6) +pf_dn4.*(fail_cond_dn4)+ pf_st7 .*(fail_cond_st7)...
+pf_up4.*(fail_cond_up4);
I=S.*not(fail_cond)+ F.*(fail_cond) ;
end

Plus de réponses (0)

Catégories

En savoir plus sur Numerical Integration and Differential Equations dans Help Center et File Exchange

Produits


Version

R2019a

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Translated by