4820P-1-331LF

Resistor Networks, Arrays are general terms for any structure of connected repitive elements. One example of a resistor network is the Model 4820P-1-331LF, a 3 terminal network of on-chip resistors. This example can be used to discuss the composition of resistor networks, their application fields, as well as the general principles of their working.

Components of a Resistor Network

The model 4820P-1-331LF is a network composed of three non-polar resistors. This network has one main output terminal, and two input terminals which are connected to the output terminal. The design of the network includes an internal, non-polar resistor array, connected in series to a resistor divider and the non-polar capacitors. This type of network is usually composed of a resistor array or resistive element, connecting resistors, and optionally, non-polar capacitors or other capacitive elements.

Application Field of Resistor Networks

Because of their high resistance, networks like the Model 4820P-1-331LF are ideal for low power and low noise applications. The Model 4820P-1-331LF is specifically designed to perform auto-calibration, current-foldback, and other highly sensitive applications. They are highly resistant to noise disruption, resulting in high precision and accuracy of readings. Additionally, networks like this are perfect for any sort of post-calibration recovery mechanisms.

Working Principle of Resistor Networks

The working principle of the Model 4820P-1-331LF is to control the voltage and current using the non-polar resistor array. The resistors are connected in series to a resistor divider and the non-polar capacitors. As the voltage or current moves, the resistors and capacitors act in series to balance each other, thus creating a controlled voltage or current. The control of the voltage or current is further enhanced by the included non-polar capacitor, which serves to de-route unwanted signals and to reduce noise.

Conclusion

The Model 4820P-1-331LF is an example of a three terminal resistor network. This type of network is ideal for low power and low noise applications, as well as auto-calibration, current-foldback, and other highly sensitive tasks. The components of such a network are a resistor array, connecting resistors, and optionally, capacitors. The basic working principle of a network like this is to control the voltage or current with the included components. Resistor networks like this are highly reliable, and are commonly used for precision measurements in many fields.