W1A23A470KAT2A Allicdata Electronics
Allicdata Part #:

W1A23A470KAT2A-ND

Manufacturer Part#:

W1A23A470KAT2A

Price: $ 0.00
Product Category:

Capacitors

Manufacturer: AVX Corporation
Short Description: CAP ARRAY 47PF 25V NP0 0504
More Detail: 47pF Isolated Capacitor 2 Array 25V C0G, NP0 0504 ...
DataSheet: W1A23A470KAT2A datasheetW1A23A470KAT2A Datasheet/PDF
Quantity: 1000
Lead Free Status / RoHS Status: Lead free / RoHS Compliant
Moisture Sensitivity Level (MSL): 1 (Unlimited)
1 +: 0.00000
Stock 1000Can Ship Immediately
$ 0
Specifications
Series: IPC
Packaging: Tape & Reel (TR) 
Lead Free Status / RoHS Status: --
Part Status: Active
Moisture Sensitivity Level (MSL): --
Capacitance: 47pF
Tolerance: ±10%
Voltage - Rated: 25V
Dielectric Material: Ceramic
Number of Capacitors: 2
Circuit Type: Isolated
Temperature Coefficient: C0G, NP0
Ratings: --
Mounting Type: Surface Mount
Package / Case: 0504 (1410 Metric)
Size / Dimension: 0.054" L x 0.039" W (1.37mm x 1.00mm)
Height - Seated (Max): 0.026" (0.66mm)
Description

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Capacitor networks, arrays, refer to the group of capacitors connected in a circuit, either in parallel or in series, to each other and circuit elements to form an electrical network. W1A23A470KAT2A is one such capacitor network, consisting of a number of pF-rated, aluminum electrolytic capacitors.

The application of W1A23A470KAT2A capacitor networks, arrays can be divided into two main categories: impulsive applications, such as power supplies and audio-video equipment; and dynamic applications, such as motors, compressors, and other power-driven equipment. In impulsive applications, the application of capacitor networks, arrays is to suppress interference, decrease noise, and increase the stability of the electrical system. In dynamic applications, the application of the capacitor networks, arrays is to raise the power factor and effective power of the electrical device.

The working principle of capacitor network, arrays can be best described by Laplace’s equation, which explains the voltage and current interaction between two components in an electrical circuit. In the case of capacitor networks, arrays, the number of capacitors and the way they are interconnected to form a network affects how the current and voltage is distributed in the network.

The mathematical description of capacitor networks, arrays is quite technical, but the basic principle is that they reduce the rate of charge and discharge of the current and voltage. This is because the capacitors act like reservoirs, storing up the energy from current and voltage in their electric fields. Then, when the current and voltage passes through the network, the capacitors respond by releasing energy, reducing the overall amount of current and voltage in the system. This makes the system more efficient and stable, which is why it is used in many different applications.

In conclusion, capacitor networks, arrays, such as the W1A23A470KAT2A, are used in a variety of applications, from impulsive applications such as power supplies and audio-video equipment, to dynamic applications such as motors, compressors and other power-driven equipment. The way they work is explained by Laplace’s equation and the basic principle is that they reduce the rate of charge and discharge of the current and voltage, which makes the system more efficient and stable.

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

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