Original Part Number: 6189-0647
LHE Part Number: 223000410420
Number of Positions: 4
Contact Tab Size Series: 2.3
Size (MM): L:25.5 W:31 H:25.4
Seal or Unseal: Seal
Overview:
| LHE PN: | 223000410420 |
| Certification: | TUV, IATF16949, ISO14001, ISO9001, CQC, UL, ROHS |
| MOQ: | Most product not have MOQ, Small order can be accepted. |
| Sample service: | Free Samples |
| Delivery Time: | 3-5 Days |
| Quality Control | All goods will be 100% inspected before dispatched |
| Payment: | T/T, Western Union, MoneyGram, PayPal; 30% deposits; 70% balance before delivery. |
| Shipment: | DHL/FedEx/TNT/UPS/EMS/Aramex/SF for samples, By Air or by Sea for batch goods; Airport/ Port receiving. |
The capacitive reactance is equal to the inductive reactance when the circuit resonates, so the rms voltage across the capacitor and the inductor must also be equal. The rms value of the capacitor’s voltage is given by UC=I*1/C=U/CR=QU, and the quality factor is given by Q=1/CR, where I is the circuit’s total current. The quality factor Q=L/R and the rms value of the voltage on the inductor are UL=L*I=L*U/R=QU. Due to the fact that UC=UL, Q=1/CR=L/R. The formula for calculating the capacitor’s voltage in relation to the applied signal voltage is UC/U=(I*1/C)/RI=1/CR=Q. Voltage across the inductor divided by applied signal voltage U gives the equation UL/U=LI/RI=L/R=Q. The study above shows that the voltage on the inductor or capacitor is larger than the applied voltage the higher the quality factor of the circuit.
