The total resistance =2πfL=2π∗60∗310.8=117.16Ω= 2 \pi fL= 2\pi*60*310.8= 117.16 \Omega\\=2πfL=2π∗60∗310.8=117.16Ω
Capacitance resistance Xc=1jwC=−j2πfC=−j2π∗60∗1.477μFX_c= \frac{1}{jwC}=- \frac{j}{2 \pi fC}=- \frac{j}{2 \pi *60*1.477 \mu F}Xc=jwC1=−2πfCj=−2π∗60∗1.477μFj
Therefore admittance Y=1Xc=2πfC=2π∗60∗1.477∗10−6=0.0005565Y= \frac{1}{X_c}=2 \pi fC=2 \pi *60*1.477*10^{-6}= 0.0005565Y=Xc1=2πfC=2π∗60∗1.477∗10−6=0.0005565
Need a fast expert's response?
and get a quick answer at the best price
for any assignment or question with DETAILED EXPLANATIONS!
Comments
Leave a comment