Active and Passive Components
The basic building elements of electronic circuits that are utilized to modify, control, and process electrical signals are called active and passive components. Depending on their innate characteristics, they play different roles in the design and functioning of circuits. An outline of active and passive parts is provided below:
Passive Components:
Passive components are those that respond to changes in voltage and current but do not gain or amplify anything. Passive components do not need an external power source to work.
1. Resistor: A resistor is a passive part that prevents current from flowing. It is frequently used in circuits to limit current, divide voltage, and supply load.
2.Capacitor: Electrical energy is stored and released by a capacitor. It is made up of two conductive plates separated by a dielectric (insulating substance). Energy storage, signal coupling, filtering, and timing circuits all require capacitors.
3. Inductor: When current passes through an inductor, it stores energy in the form of a magnetic field. It is employed in processes like energy storage, filtration, and impedance matching because it resists changes in current.
4. Transformer: A transformer is made up of two or more inductors that have a common magnetic field. It is frequently used in power distribution and signal isolation. It is utilized to transport electrical energy across various voltage levels.
Active Components:
Active components can amplify, regulate, or otherwise alter electrical signals, but they also need an external power source to work.
1. Transistor: A transistor is an active semiconductor device that has the ability to switch and amplify electronic signals. They are widely employed in amplifiers, switches, oscillators, and other electronic devices. They are available in several forms, including bipolar junction transistors (BJT) and field-effect transistors (FET).
2. Operational Amplifier (Op-Amps): Op-Amps are flexible integrated circuits that have high gain and differential input capability. They are extensively utilized in mathematical processes, signal conditioning, filtering, and amplification.
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