Assertion: capacitor's value | /r/HasProperty | x c =x l
Facets:
Source sentences:
text: In the special case of resonance, in which the both reactive resistances X C and X L have the same value (X C =X L ), then the impedance will only be determined by ESR.
text: In the special case of resonance, in which both reactive resistances have the same value ( X C = X L {\displaystyle X_{C}=X_{L}} ), then the impedance will only be determined by E S R {\displaystyle {ESR}} .
text: In the special case of resonance, in which the both reactive resistances X C and X L have the same value (X C =X L ), then the impedance will only be determined by ESR.
text: In the special case of resonance, in which the both reactive resistances X C and X L have the same value (X C =X L ), the impedance will be determined by only equivalent series resistance ESR, which summarizes all resistive losses of the capacitor.
text: In the special case of resonance, in which the both reactive resistances X C = − 1 ω C {\displaystyle X_{C}=-{\frac {1}{\omega C}}} and X L = ω L E S L {\displaystyle X_{L}=\omega L_{\mathrm {ESL} }} have the same value ( X C = X L {\displaystyle X_{C}=X_{L}} ), then the impedance will only be determined by R E S R {\displaystyle R_{\mathrm {ESR} }} .
text: In the special case of resonance, in which the both reactive resistances X C {\displaystyle \scriptstyle X_{C}} and X L {\displaystyle \scriptstyle X_{L}} have the same value ( X C = X L {\displaystyle \scriptstyle X_{C}=X_{L}} ), then the impedance is only determined by E S R {\displaystyle \scriptstyle ESR} .