CAT25-272JALF Allicdata Electronics
Allicdata Part #:

CAT25-272JALF-ND

Manufacturer Part#:

CAT25-272JALF

Price: $ 0.04
Product Category:

Resistors

Manufacturer: Bourns Inc.
Short Description: RES ARRAY 8 RES 2.7K OHM 1608
More Detail: 2.7k Ohm ±5% 62.5mW Power Per Element Bussed 8 Res...
DataSheet: CAT25-272JALF datasheetCAT25-272JALF Datasheet/PDF
Quantity: 1000
4000 +: $ 0.03105
Stock 1000Can Ship Immediately
$ 0.04
Specifications
Series: CAT25
Packaging: Tape & Reel (TR) 
Part Status: Active
Circuit Type: Bussed
Resistance (Ohms): 2.7k
Tolerance: ±5%
Number of Resistors: 8
Resistor Matching Ratio: --
Resistor-Ratio-Drift: --
Number of Pins: 10
Power Per Element: 62.5mW
Temperature Coefficient: ±200ppm/°C
Operating Temperature: -55°C ~ 125°C
Applications: --
Mounting Type: Surface Mount
Package / Case: 1608, Concave, Long Side Terminals
Supplier Device Package: --
Size / Dimension: 0.157" L x 0.083" W (4.00mm x 2.10mm)
Height - Seated (Max): 0.026" (0.65mm)
Description

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Resistor networks and arrays are electronic components used to provide various characteristics for a circuit, such as voltage division, current division, or input impedance. One such component is the CAT25-272JALF resistor array, which is made up of an array of resistors configured as a bridge in series with a common reference. This type of array can be used in many applications, from simple voltage division to complex logic circuits. In this article, we will discuss the application fields and working principle of the CAT25-272JALF resistor array.

The CAT25-272JALF resistor array is a versatile electronic component that is used for a variety of purposes. The most common use is for voltage division. This is accomplished by connecting the resistors in series with a common ground and a node between each one. By using different resistances at each node, a divider network is created that produces a fraction of the input voltage at the output. The CAT25-272JALF can also be used for current division, as it can be configured as a bridge between two nodal points, with the current being distributed between them according to the resistances at each node.

The CAT25-272JALF can also be used for input impedance matching. In order to make an input impedance match, the resistors in the array can be adjusted so that the output impedance matches that of the input. This can be done by connecting the input and output together at a reference node, and then adjusting the resistance values of the resistors so that the voltages at each node are equal.

The CAT25-272JALF can also be used for more complex logic circuits. This is done by connecting the resistors in a particular order such that executing certain input signals will cause certain outputs to be produced. For example, a logic circuit with AND and OR operations can be built by connecting the resistors in the CAT25-272JALF array.

Additionally, the CAT25-272JALF can be used as an adjustable voltage source. By connecting two nodes together, a reference node, and then a variable resistor, the voltage between the node can be adjusted to various levels. This can be a useful feature when designing a circuit that requires adjustable voltage levels.

In terms of the working principle of the CAT25-272JALF resistor array, the array is basically a bridge in series with a common reference. The resistors are connected in series between two nodes, and the voltages at each node are determined by the resistance values of the resistors and the reference node. If the resistance values change, then the voltage at each node will also change. This is used to create voltage dividers, current dividers, or other more complex logic circuits.

To summarize, the CAT25-272JALF resistor array is a versatile electronic component that can be used in a variety of applications. It can be used for voltage division, current division, input impedance matching, adjustable voltage levels, and for complex logic circuits. The working principle of the array is that it is basically a bridge in series with a common reference, and the voltages at each node are determined by the resistance values of the resistors and the reference node.

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

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