ChatGPT helps school recruitment - interview question sharing (8)

1 ChatGPT daily question: active and passive filters

问题:The difference between active and passive filters

ChatGPT:Active filters and passive filters refer to circuits that use different circuit components to achieve filtering functions

Active filters use one or more active components, such as transistors, operational amplifiers, etc., to add energy to a signal and perform filtering. Active filters have the advantages of high input impedance, low output impedance, high gain and adjustable gain, and can achieve high filtering efficiency and precision. Common active filters include low-pass filters, high-pass filters, band-pass filters and band-stop filters, etc.

Passive filters only use passive components, such as capacitors, inductors, resistors, etc., to achieve the filtering function. Passive filters have no amplifier and therefore cannot add energy to the signal, nor do they have adjustable gain. Passive filters have the characteristics of simplicity, economy, and low noise, but their performance is limited by the performance of passive components. Common passive filters include RC filters, RL filters, LC filters, etc.

To sum up, active filters and passive filters each have their own characteristics and scope of application. In practical applications, different filters need to be selected according to the specific situation

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2 ChatGPT daily question: the difference between ripple and noise

问题:Difference Between Ripple and Noise

ChatGPT:Ripple and noise are both commonly used terms in signal analysis, and the difference between them is as follows:

  • Ripple (Ripple) usually refers to a periodic change in a signal, and its amplitude changes within a certain range. Ripple is usually predictable and controllable, and its effects can be reduced by, for example, filtering
  • Noise refers to irregular random fluctuations in a signal, whose amplitude and frequency are not fixed, making it difficult to predict and control. Noise is usually unavoidable, but its effects can be reduced through techniques such as signal processing and filtering

To sum up, ripple is a regular and predictable signal change, while noise is an irregular and random signal fluctuation

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3 ChatGPT Daily Question: How to Eliminate Parasitic Capacitance

问题:How to eliminate parasitic capacitance

ChatGPT:Parasitic capacitance refers to the capacitance generated in the circuit due to the electric field coupling between components. In circuit design and application, parasitic capacitance usually negatively affects circuit performance and stability, so it needs to be eliminated or compensated

Here are several ways to eliminate or compensate for parasitic capacitance:

  • Use devices with relatively wide bandwidth such as high-frequency linear amplifiers or operational amplifiers to reduce the influence of parasitic capacitance on signal transmission
  • Use shielding or isolation technology in the circuit to separate different circuits, thereby reducing the influence of parasitic capacitance
  • When designing PCB layout, shorten the distance between components as much as possible and reduce the wiring length of components to reduce the influence of parasitic capacitance
  • When designing integrated circuits, techniques such as deep well capacitance and power/ground capacitance can be used to eliminate the influence of parasitic capacitance
  • For circuits that require high precision and stability, methods such as calibration circuits and adaptive filters can be used to compensate for the effects of parasitic capacitance
  • In the process of signal transmission, technologies such as differential transmission lines and shielded lines can be used to reduce the influence of parasitic capacitance

It is necessary to choose an appropriate method according to the specific situation to eliminate or compensate the influence of parasitic capacitance

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I hope this article is helpful to everyone. If there is anything wrong with the above, please correct me.

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Origin blog.csdn.net/qq_42078934/article/details/130478337