752083330GPTR13 Allicdata Electronics
Allicdata Part #:

752083330GPTR13-ND

Manufacturer Part#:

752083330GPTR13

Price: $ 0.60
Product Category:

Resistors

Manufacturer: CTS Resistor Products
Short Description: RES ARRAY 4 RES 33 OHM 8SRT
More Detail: 33 Ohm ±2% 160mW Power Per Element Isolated 4 Resi...
DataSheet: 752083330GPTR13 datasheet752083330GPTR13 Datasheet/PDF
Quantity: 1000
5000 +: $ 0.54356
Stock 1000Can Ship Immediately
$ 0.6
Specifications
Number of Pins: 8
Height - Seated (Max): 0.100" (2.53mm)
Size / Dimension: 0.465" L x 0.080" W (11.81mm x 2.03mm)
Supplier Device Package: --
Package / Case: 8-SRT
Mounting Type: Surface Mount
Applications: --
Operating Temperature: -55°C ~ 125°C
Temperature Coefficient: ±200ppm/°C
Power Per Element: 160mW
Series: 752
Resistor-Ratio-Drift: --
Resistor Matching Ratio: --
Number of Resistors: 4
Tolerance: ±2%
Resistance (Ohms): 33
Circuit Type: Isolated
Part Status: Active
Packaging: Tape & Reel (TR) 
Description

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Resistor Networks, Arrays

The applications and workings principles of 752083330 GPTR13 can be divided into two parts. The first part is the resistor networks, and the second part is the resistor arrays. In the following section, we will analyze the applications and working principles of the two in more detail.

Resistor Networks:

Resistor networks are the basis of 752083330 GPTR13, and they are made up of multiple interconnected resistors. In the simplest form, two resistors are placed in series, and the total resistance is the sum of the two individual resistances. This same principle can be extended to any number of resistors in series or parallel, and the total resistance is calculated based on the individual resistances. In a resistor network, the current flowing through each resistor can also be calculated based on the individual voltages and resistances.

These basic principles form the basis of more complex applications using resistor networks. The most common application is in the design of signal transistors, which are used in audio and video signal processing. In this type of application, the voltage is regulated by adjusting the resistance of a series of resistors. This allows for accurate control of signal levels and noise reduction. Other applications of resistor networks in 752083330 GPTR13 include attenuators and filters used in radio-frequency and microwave applications, and power-supply regulation in voltage-controlled oscillators.

Resistor Arrays:

Resistor arrays are a specialized form of the resistor network, and they are made up of multiple resistors arranged in a specific pattern. In most cases, they are designed to provide a specific resistance with a minimum number of resistors. Common resistor arrays include dual-inline packages, where two or more resistors are placed side-by-side. Pin grid arrays are used for larger applications, where the individual resistors are placed in a matrix to provide a greater number of connections. The resistance of the resistor array can be calculated using the same principles as for a resistor network.

The most common application of resistor arrays is in digital logic circuits, where they are used to program the logic family. In these arrangements, each individual resistor represents one of the logic states, and the total resistance of the array is determined by the combination of the individual resistors. Resistor arrays are also used in analogue circuits, such as active filters, where the total resistance is used to determine the operational frequency. In this type of application, the resistors are generally arranged in a ladder configuration.

In conclusion, resistor networks and arrays are an important component of the 752083330 GPTR13 application. Resistor networks are used for signal transistors, attenuators, filters, and voltage-controlled oscillators, while resistor arrays are used for digital and analogue circuit applications. Regardless of the application, the basic principle remains the same - the total resistance is calculated based on the individual resistors, and the current flowing through each resistor can be calculated from the individual voltages and resistances.

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

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