i(t)=Im·sin(w·t+ji)
Im=I·
i(t)=4,19·sin(2·3,14·50·t+21)= 5,93·sin(314·t+21)
i1(t)=2,32 ·sin(314·t-11)= 3,28·sin(314·t-11)
i2(t)=2,53·sin(314·t+50)= 3,58·sin(314·t+50)
u(t)=Um·sin(w·t+ji)
Um=U·
u1(t)=21,47·sin(314·t+50)
u2(t)=26,25 ·sin(314·t-11)
uC1(t)=17,89·sin(314·t-40)
uL2(t)=9,84 ·sin(314·t+79)
uC2(t)=35,55·sin(314·t-69)
uвн(t)=18,84 ·sin(314·t+21)
u3(t)=59,26 ·sin(314·t+21)