SQP700JB-0R11

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Through Hole Resistors are conductor-coated resistors coated with a film of nonmetallic insulating material such as ceramic, plastic, glass, or some other nonmetallic material. A through-hole resistor is a coil of wire that has been designed in such a way that it will resist the flow of electrical current through it. The resistance of the resistor is created by the number of coils in the resistor, the diameter of the coil, and the length of the wire of the coil.

The SQP700JB-0R11 is a type of Through Hole Resistor used for various purposes such as in industrial applications, automotive applications, and for applications in the medical field. This Through Hole Resistor is rated up to 3 Watts and can resist voltages up to 500 VDC or 400 VRMS. It is designed for use in high temperatures and is capable of handling up to 200°C. In addition, this Through Hole Resistor has low inductance and is designed to handle high-frequency applications.

The working principle of the SQP700JB-0R11 is based on the principle of Ohm\'s Law, which states that the potential difference across a conductor is directly proportional to the current flowing through it. This Through Hole Resistor produces an opposing voltage that is proportional to the amount of current flowing through it. By adjusting the resistance of the resistor, the resistance of the circuit is changed to the desired value. The voltage drop across the resistor is caused by the resistance of the wire of the resistor which is determined by the length of the wire, the diameter of the wire, and the number of turns of the wire of the resistor.

In conclusion, the SQP700JB-0R11 is a Through Hole Resistor that offers excellent performance in high temperature, high frequency, and high voltage applications. It is designed to resist voltages up to 500 VDC or 400 VRMS and can handle up to 200°C. Its low inductance design makes it suitable for use in industrial, automotive, and medical applications. The working principle of the Resistor is based on Ohm\'s Law, which states that the potential difference across a conductor is directly proportional to the current flowing through it. By adjusting the resistance of the resistor, the resistance of the circuit is changed to the desired value.

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