H4P2K61DCA

Series:	Holco, Holsworthy
Packaging:	Bulk
Part Status:	Active
Resistance:	2.61 kOhms
Tolerance:	±0.5%
Power (Watts):	1W
Composition:	Metal Film
Features:	Pulse Withstanding
Temperature Coefficient:	±50ppm/°C
Operating Temperature:	-55°C ~ 155°C
Package / Case:	Axial
Supplier Device Package:	Axial
Size / Dimension:	0.146" Dia x 0.394" L (3.70mm x 10.00mm)
Height - Seated (Max):	--
Number of Terminations:	2
Failure Rate:	--

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Introduction

Through-hole resistors are one of the most useful components in electronics. The H4P2K61DCA is a common through-hole resistor, excellent for a wide range of applications. In this article, we will discuss the application field and working principle of the H4P2K61DCA.

Application Field

H4P2K61DCA through-hole resistors are often used as a voltage divider in low-power analog circuits. They can also be used in linear and switching power supplies, potentiometers, high-voltage circuits, lamps, and other applications. The resistor is typically used as a voltage divider because it has a very high voltage and power rating, which makes it ideal for many applications.

Working Principle

A through-hole resistor works by providing a specific amount of resistance in an electrical circuit. This resistance is determined by the size of the resistor and its resistance value. The material used to make the resistor will determine both its resistance level and power rating. The H4P2K61DCA is made of metal oxide film, which has a high resistance level and power rating.When a current passes through the resistor, some of the energy is dissipated as heat, which is known as “power dissipation.” This power dissipation is inversely proportional to the resistance of the resistor. The higher the resistance, the less power is dissipated.

Conclusion

The H4P2K61DCA is a through-hole resistor, which has a wide range of applications due to its high voltage and power rating. The resistor is typically used as a voltage divider thanks to its high resistance levels. It works by providing a specific amount of resistance which is determined by the resistor size and resistance value. The power dissipation is inversely proportional to the resistance of the resistor, meaning the higher the resistance, the less power is dissipated.

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