Vishay Sfernice TA33-56K2F
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- TA33-56K2F
- Vishay Sfernice
- SFERNICE THIN FILMS
- Resistor Networks, Arrays
- TA33-56K2F Datasheet
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- Tray
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What is TA33-56K2F
Vishay Sfernice Part Number TA33-56K2F（Resistor Networks, Arrays）, developed and manufactured by Vishay Sfernice, distributed globally by Jinftry. We distribute various electronic components from world-renowned brands and provide one-stop services, making us a trusted global electronic component distributor.
TA33-56K2F is one of the part numbers distributed by Jinftry, and you can learn about its specifications/configurations, package/case, Datasheet, and other information here. Electronic components are affected by supply and demand, and prices fluctuate frequently. If you have a demand, please do not hesitate to send us an RFQ or email us immediately [email protected] Please inquire about the real-time unit price, Data Code, Lead time, payment terms, and any other information you would like to know. We will do our best to provide you with a quotation and reply as soon as possible.
TA33-56K2F Specifications
- Part NumberTA33-56K2F
- CategoryResistor Networks, Arrays
- ManufacturerVishay Sfernice
- DescriptionSFERNICE THIN FILMS
- PackageTray
- Series-
- Operating Temperature-
- Mounting Type-
- Package / Case-
- Supplier Device Package-
- Applications-
- Tolerance-
- Temperature Coefficient-
- Size / Dimension-
- Resistance (Ohms)-
- Height - Seated (Max)-
- Circuit Type-
- Number of Resistors-
- Number of Pins-
- Power Per Element-
- Resistor Matching Ratio-
- Resistor-Ratio-Drift-
Application of TA33-56K2F
TA33-56K2F Datasheet
TA33-56K2F Datasheet , Tray
TA33-56K2F Classification
Resistor Networks, Arrays
FAQ about Resistor Networks, Arrays
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1. What is a resistor array?
Array structure composed of multiple resistors
Resistor array refers to a structure formed by combining multiple resistors in a certain arrangement. This structure is widely used in electronic circuits and is mainly used to realize specific circuit functions, such as voltage division, filtering, impedance matching, etc.
Basic composition and types of resistor arrays
Resistor arrays are usually composed of multiple resistors, which can be arranged in one or two dimensions. According to the arrangement method and application requirements, resistor arrays can be divided into the following types:
One-dimensional resistor array: resistors are arranged in a straight line or curve, which is suitable for occasions where linear distributed resistors are required.
Two-dimensional resistor array: resistors are arranged in a matrix form in a plane, which is suitable for occasions where complex distributed resistors are required.
Application of resistor arrays in electronic circuits
Resistor arrays have many applications in electronic circuits, mainly including:
Voltage divider: voltage division can be achieved through resistor arrays, which are often used for signal conditioning and voltage reference.
Filter: By combining resistor arrays with capacitors, low-pass, high-pass or band-pass filters can be formed for signal processing.
Impedance matching: In high-frequency circuits, resistor arrays are often used to achieve impedance matching to ensure smooth signal transmission.
Op amp feedback circuit: In operational amplifiers, resistor arrays are used to form feedback loops, which affect the performance of the amplifier.
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2. What is the resistance of a resistor network?
Basic concepts and calculation methods of resistor networks
A resistor network is a circuit composed of resistor elements connected in a certain way. Calculating the resistance value of a resistor network usually requires the application of Kirchhoff's law and Ohm's law. Kirchhoff's law includes the current law and the voltage law, which help us analyze the relationship between current and voltage in a circuit. Ohm's law describes the relationship between resistance, voltage, and current.
Specific resistance network resistance calculation example
Cube resistance network: In a cube network consisting of 12 10kΩ resistors, if all resistors are the same and voltage is applied across A and H, then the resistance between A-H is three-quarters of a single resistor, that is, 7.5kΩ.
Infinite resistance network: For an infinite resistance network, the calculation of its equivalent resistance requires the use of the concepts of parallel and series connection. Let the equivalent resistance be Req, which can be solved by equating the infinite network to a Req, then connecting it in parallel with a 1Ω resistor, and then in series, and finally solving it through a mathematical expression.
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3. How to reduce network resistance?
The main methods for reducing network resistance include the following:
Improving the power factor of users: By reducing the reactive power transmitted by the line, the network resistance can be effectively reduced. This can be achieved by installing a reactive power compensation device.
Adding a reactive power compensation device: By adding a reactive power compensation device, the network energy loss can be reduced, thereby reducing the network resistance.
Implement economic distribution of power in a closed network: By reasonably distributing power and avoiding local overload, network resistance can be reduced.
Appropriately improve the operation level of the power grid: By optimizing the operation mode of the power grid, the efficiency of the power grid can be improved, thereby reducing network resistance.
Organize the economic operation of transformers: Reasonably arrange the operation mode of transformers to avoid overload, which can effectively reduce network resistance.
Adjust the user's load curve: By adjusting the user's load curve to avoid overload during peak hours, network resistance can be reduced.
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