oscillator circuits
Page 15 | Listen in audio
Oscillator circuits are electronic devices that generate oscillating electrical signals, that is, that vary between two extreme values periodically. These circuits are widely used in several applications, such as communication systems, motor control, generation of audio and video signals, among others.
There are several types of oscillator circuits, each with its specific characteristics and applications. Among the most common, we can mention:
- Sine wave oscillator: generates an electrical signal that varies sinusoidally;
- Square wave oscillator: generates an electrical signal that varies between two extreme values in a square shape;
- Triangle wave oscillator: generates an electrical signal that varies between two extreme values in a triangular shape;
- Relaxation oscillator: generates an electrical signal that varies abruptly between two extreme values.
The oscillator circuits can be built with various electronic components, such as transistors, diodes, capacitors, resistors, among others. The choice of circuit components and topology depends on the specific application and the desired characteristics of the generated electrical signal.
One of the simplest oscillator circuits is the Colpitts oscillator, which uses a capacitor and two inductors to generate a sine wave signal. This circuit is widely used in communication systems, such as radio and television transmitters.
Another widely used oscillator circuit is the Hartley oscillator, which uses an inductor and a capacitor to generate a sine wave signal. This circuit is commonly used in audio systems and oscilloscopes.
The oscillator circuits are fundamental for the operation of several electronic devices. Therefore, it is important for beginners in electronics to learn about these circuits and how to build them, so that they can apply this knowledge in their personal and professional projects.
Now answer the exercise about the content:
_What is the oscillator circuit that generates an electrical signal that varies between two extreme values in a square shape?
You are right! Congratulations, now go to the next page
You missed! Try again.
Next page of the Free Ebook: