RNX025300RFNLBN Resistors |
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Allicdata Part #: | RNX025300RFNLBN-ND |
Manufacturer Part#: |
RNX025300RFNLBN |
Price: | $ 2.21 |
Product Category: | Resistors |
Manufacturer: | Vishay Dale |
Short Description: | RNX-1/4N 300 1% T-00 L05 |
More Detail: | 300 Ohms ±1% 0.5W, 1/2W Through Hole Resistor Axia... |
DataSheet: | RNX025300RFNLBN Datasheet/PDF |
Quantity: | 1000 |
100 +: | $ 2.00160 |
260 +: | $ 1.81395 |
500 +: | $ 1.68885 |
1000 +: | $ 1.56375 |
Series: | RNX |
Packaging: | Bulk |
Part Status: | Active |
Resistance: | 300 Ohms |
Tolerance: | ±1% |
Power (Watts): | 0.5W, 1/2W |
Composition: | Metal Oxide Film |
Features: | Flame Retardant Coating, High Voltage, Safety |
Temperature Coefficient: | ±200ppm/°C |
Operating Temperature: | -55°C ~ 150°C |
Package / Case: | Axial |
Supplier Device Package: | Axial |
Size / Dimension: | 0.140" Dia x 0.290" L (3.56mm x 7.37mm) |
Height - Seated (Max): | -- |
Number of Terminations: | 2 |
Failure Rate: | -- |
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,RNX025300RFNLBN is a Through Hole resistor, which is mainly used in automotive, computer, consumer electronics and industrial equipment. It is also suitable for many other applications. It features low resistance power, low temperature coefficient of resistance, excellent precision and high power capability.
The working principle of RNX025300RFNLBN Through Hole Resistor is simple. It is based on Ohm\'s law, which states that the voltage passing through a resistor is proportional to the current that flows through it. The resistance is then calculated by the formula R=V/I, where R stands for resistance, I stands for current and V stands for voltage. Therefore, if the voltage is increased, the current that flows through the resistor is decreased and vice versa.
As a Through Hole Resistor, RNX025300RFNLBN is commonly used in automotive, computer, consumer electronics and industrial equipment. It features a low resistance power, low temperature coefficient of resistance, excellent precision and a high power capability. Therefore, it is an ideal choice for use in complex circuit designs that demand reliable performance.The working principle of this Through Hole Resistor is based on Ohm\'s law, which states that the voltage passing through a resistor is proportional to the current that flows through it. The resistance is calculated by the formula R=V/I, where R stands for resistance, I stands for current and V stands for voltage. This means that by increasing the voltage, the current that flows through the resistor is decreased and vice versa. This allows for enhanced precision and dependability in circuit designs that need reliable performance.RNX025300RFNLBN Through Hole Resistors have a wide range of usage in electronics, from regulating and monitoring current in electric motors to providing voltage protection in power circuits. This is due to their low resistance power, low temperature coefficient of resistance, excellent precision, and high power capability. This makes them a great choice for power stabilisation and the protection of sensitive components from sudden surges or drops in voltage.The efficiency and performance offered by RNX025300RFNLBN Through Hole Resistors make them a key component in a variety of consumer electronics. Common applications include energy-saving LED lighting systems, mobile phone charging circuits, and Li-ion battery system monitoring. In fact, any system that requires a stable voltage to remain operational can benefit from the reliable performance of this Through Hole Resistor.In conclusion, RNX025300RFNLBN Through Hole Resistor is an excellent choice for a wide range of applications in automotive, computer, consumer electronics and industrial equipment. Its low resistance power, low temperature coefficient of resistance, excellent precision and high power capability make it the ideal choice for complex circuit designs that demand reliable performance. Additionally, their superior efficiency and performance make them the perfect component for a variety of consumer electronics.The specific data is subject to PDF, and the above content is for reference
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