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author | priyanka | 2015-06-24 15:03:17 +0530 |
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committer | priyanka | 2015-06-24 15:03:17 +0530 |
commit | b1f5c3f8d6671b4331cef1dcebdf63b7a43a3a2b (patch) | |
tree | ab291cffc65280e58ac82470ba63fbcca7805165 /83/CH9/EX9.1/example_9_1.sce | |
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diff --git a/83/CH9/EX9.1/example_9_1.sce b/83/CH9/EX9.1/example_9_1.sce new file mode 100755 index 000000000..d845c4581 --- /dev/null +++ b/83/CH9/EX9.1/example_9_1.sce @@ -0,0 +1,45 @@ +//Chapter 9 +//Example 9.1 +//page 335 +//To calculate fault current +clear;clc; +//selecting base KVA and MVA +mvab=100; +Gmva=10; +T1mva=10; T2mva=5; +Gkvb=11; //generator kV base +OHLkvb=33; //overhead line kV base +Ckvb=6.6;// cable kB base +xg1=%i*0.15; xg2=%i*0.125; xt1=%i*0.10; xt2=%i*0.08; +xOHL=0.27+%i*0.36 ; xcab= 0.135+%i*0.08; + +//clculating PU impedances + +xg1=(xg1*mvab)/Gmva; +xg2=(xg2*mvab)/Gmva; +xt1=(xt1*mvab)/T1mva; +xt2=(xt2*mvab)/T2mva; +xOHL=(30*xOHL*mvab)/(OHLkvb^2); +xcab=(3*xcab*mvab)/(Ckvb^2); +//displaying results +printf('\n Reactance of G1= j%0.1f pu \n',abs(imag(xg1))); +printf(' Reactance of G2= j%0.1f pu\n',abs(imag(xg2))); +printf(' Reactance of T1= j%0.1f pu\n',abs(imag(xt1))); +printf(' Reactance of T2= j%0.1f pu\n',abs(imag(xt2))); +printf(' Overhead line impedance=(%0.3f + j%0.3f) pu\n',real(xOHL),abs(imag(xOHL))); +printf(' Cable impedance= (%0.3f + j%0.3f) pu\n',real(xcab),abs(imag(xcab))); + +// Impedance diagram is as shown in the figure9.7 in the textbook +// A XCOS simulation for this proble is done to explain the subtransient,transient and steady state periods of a symmetrical short circuit +xtotal=((xg1*xg2)/(xg1+xg2)+xt1+xt2+xOHL+xcab); +Isc_pu=(1/xtotal); +Ibase=(mvab/(sqrt(3)*Ckvb))*1000; +Isc=Isc_pu*Ibase; +x_F_to_bus=(xt1+xt2+xOHL+xcab); +v_11b=x_F_to_bus*Isc_pu*11; +//displaying results +printf('\nTotal impedance= %0.1f < %0.2f deg pu \n',abs(xtotal),atand(imag(xtotal)/real(xtotal))); +printf('Short circuit current= %d A\n',abs(Isc)); +printf('Voltage at 11kV bus=%0.2f kV\n',abs(v_11b)); + + |