YC248-FR-0722K1L Allicdata Electronics
Allicdata Part #:

YC248-FR-0722K1L-ND

Manufacturer Part#:

YC248-FR-0722K1L

Price: $ 0.04
Product Category:

Resistors

Manufacturer: Yageo
Short Description: RES ARRAY 8 RES 22.1K OHM 1606
More Detail: 22.1k Ohm ±1% 62.5mW Power Per Element Isolated 8 ...
DataSheet: YC248-FR-0722K1L datasheetYC248-FR-0722K1L Datasheet/PDF
Quantity: 1000
5000 +: $ 0.02982
Stock 1000Can Ship Immediately
$ 0.04
Specifications
Number of Pins: 16
Height - Seated (Max): 0.022" (0.55mm)
Size / Dimension: 0.157" L x 0.063" W (4.00mm x 1.60mm)
Supplier Device Package: --
Package / Case: 1606, Convex, Long Side Terminals
Mounting Type: Surface Mount
Applications: DDRAM, SDRAM
Operating Temperature: -55°C ~ 155°C
Temperature Coefficient: ±200ppm/°C
Power Per Element: 62.5mW
Series: YC248
Resistor-Ratio-Drift: --
Resistor Matching Ratio: --
Number of Resistors: 8
Tolerance: ±1%
Resistance (Ohms): 22.1k
Circuit Type: Isolated
Part Status: Active
Packaging: Tape & Reel (TR) 
Description

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Resistor networks and arrays are used in circuits to provide specific resistance values. The YC248-FR-0722K1L application is a great example of this. This particular resistor network is designed to provide a resistance value of 7.22 k ohms while maintaining a minimum of 200 mA of power.

Resistor networks can be made using several different types of resistors. The YC248-FR-0722K1L uses four individual resistors in order to achieve its desired resistance value. These four resistors are connected in parallel to each other, and this is how they achieve the desired resistance value. This type of network is called a resistor array, and it is a great way to achieve small and precise resistance values.

The working principle of the YC248-FR-0722K1L is simple yet effective. As previously mentioned, four individual resistors are connected in parallel. This means that all four resistors are connected to the same two terminals. When a voltage is applied across these two terminals, each of the four resistors will experience the same voltage. However, because the current is shared among the four resistors, the total resistance of the network will be lower than the resistance of the individual resistors.

Using Ohm\'s Law, we can calculate the total resistance of the resistor array. For example, if we have four 4.7 k resistors in parallel, the total resistance of the array will be 1.175 k. By using this formula, we can easily calculate the total resistance of any resistor array. This is why the YC248-FR-0722K1L is so useful; it can provide precise resistance values for a wide variety of applications.

The YC248-FR-0722K1L application is just one example of how resistor networks can be used. Resistor networks can be used in almost any circuit to achieve a desired resistance value. Whether it is for power control, signal conditioning, or any other application, resistor networks can make it easy to achieve precise resistance values.Furthermore, resistor networks can provide enhanced protection against voltage and current surges. By using a series of resistors, the current is spread out, thereby reducing the chance of a current surge or surge-induced malfunction. Therefore, the use of resistor networks can significantly improve the performance and safety of a circuit.Overall, the YC248-FR-0722K1L application field and working principle are a great example of how resistor networks can be used in circuits to provide specified resistance values. By using Ohm\'s Law, we can calculate the total resistance of the network and use it for any desired application. Furthermore, resistor networks can provide enhanced protection against voltage and current surges.

The specific data is subject to PDF, and the above content is for reference

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