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600=13.026 3?231冲击电流:ich=1.85×2×19.534=51.108KA 2.短路点d2三相短路电流计算(按图1所示) X106 =
11111???0.9593.2880.270.8735?1?0.161Ω 6.195×107=×106+×10=0.161+0.389=0.55 电流分布系数:C1?C2?X1060.161X0.161??0.596 C3?106??0.168 X80.27X1030.959X106X0.1610.161??0.184 C4?106??0.049 X1050.8735X1043.228X107X0.550.55??0.923 X109?107??2.989 C10.596C20.184X107X0.550.55??3.274 X111?107??11.22 C30.168C40.049其转移阻抗为:X108?X110?图3
换算成计算阻抗:
125?2300XJS111?11.22?0.8?3.506 XJS12?0.4845?0.85?0.171
10001000300 XJS105?2.989?0.85?1.055 XJS110?3.274 XJS108?0.923
1000查汽轮发电机运算曲线:对于1F、2F来说,因为XJS >3,可将电源视为无限大容量电源即其三相短路电流周期分量不随时间的改变而衰减。
所以XX”=1/3.506=0.285
4F: I*″=6.22 I*(0.1)=5 I*(0.2)=4.2 I*(4)=2.47 3F: I*″=0.96 I*(0.1)=0.93 I*(0.2)=0.9 I*(4)=1.03 C1: I*″=I*(0.1)=I*(0.2)=I*(4)=1∕3.274=0.305 C2: I*″= 1.1 I*(0.1)=1.08 I*(0.2)=1.04 I*(4)=1.18 各短路电流周期分量有效值:
125?20.81F、2F: I”=0.285×?3.549(kA) 3?13.8?1.053F: I”=0.96×353353?9.316KA I(0.1)=0.93×?9.024KA 3?213?21353?8.733KA I(4)=1.03×3?21I(0.2)=0.9×
353?9.995KA 3?214F: I”=6.22×353353?60.357KA I(0.1)=2.9×?48.518KA 3?213?21353?40.755KA I(4)=1.18×3?21I(0.2)= 4.2×
353?11.450KA 3?21系统C1、C2:Ic1″=0.305Ic2″=1.1×1000?8.386K 3?2110001000?30.243 Ic2\(0.1)?1.08??29.693 3?2121?3Ic2\(4)?1.18?1000?32.443 21?3Ic2(0.2)\1000?1??27.49421?3合计 I″=111.851KA I(0.1)=99.17KA
I(0.2)=88.917KA I(4)=65.823KA 冲击电流:ich=1.9×2×111.851=300.50KA 3.d3点短路计算。
接着短路点d2之图三,因为有五个电源向短路点供给短路电流,用分布系数法可得:
将E12,S1,S2,E4,E3置0,并设I1=1,(其中I1I2I3I4I6分别为其供得电流;I5为1-4供得电流总和;I总为流进短路点得电流总和;O为I总I5I6得交点)则: I1=1
2.965=3.365 0.8812.965 I3==10.981
0.272.965 I4==3.392
0.874 I2=
则
I5=I1+I2+I3+I4=1+3.365+10.981+3.392=18.738 则 E3到O之间U18.738=10.254
I总=I5+I6=18.738+21.142=39.88
又因为总阻抗为:Z=[(2.965∥0.881∥0.27∥0.874)+0.389]∥0.485+3.193 得:Z=3.45
则由公式各电源对短路点的转移电抗为:Z转移=各分布系数为:k1 =同理得: k3=
Z转移分布系数E3O=2.965?1+0.389×
I1I13.365==0.025;k2=2==0.0844 I总39.88I总39.88I3II=0.275;k4=4=0.085;k6=6=0.53 I总I总I总则各电源点对短路点的转移阻抗(对应电源分别为E12S1S2E4E3)为: Z3=
3.453.45=138;Z4==40.877
0.08440.025
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