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What is DSP ?
Digital Signal Processing is used in wide variety of applications .

Digital : Operating by the use of discrete signals to represent data in the form of digits.

Signal : A variable parameter by which information is conveyed through an electronic circuit.

Processing : To perform operations on data according to need or instruction.

Hence,

Digital Signal Processing can be defined as : 

"Changing or analysing information to a discrete sequences of numbers."
Two unique features that differentiates DSP from ordinary Digital Processing :
a) Signals from the real world.
b) Signals are discrete.

Why should we use DSP ? 

a) Versatility :
Digital Systems can be reprogrammed.
Digital Systems can be ported to different hardware.


b) Repeatability : Digital systems can be easily duplicated.
Digital systems do not depend on strict component tolerances.
Digital system responses do not drift with temperature.


c) Simplicity :
Some things can be done more easily digitally than with analogue systems.
Some common features : They use a lot of maths (multiplying and adding signals).
They deal with signals that come from the real world.


How DSP works?
A continuous time signal is converted to a discrete time signal and then reprocessed to get continuous time signal. This is how the sampling theorem is used in parctice. It forms the link between analog and digital signal processing, and allows us to use digital techniques to manipulate analog signals.

 

Digital Signal Processing - Electrical Engineering (EE)

 

Digital Signal Processing - Electrical Engineering (EE)

 

Digital Signal Processing - Electrical Engineering (EE)

 

 

Conclusion:

In this lecture you have learnt:

  • Digital Signal Processing can be defined as "Changing or analyzing information to a discrete sequences of numbers."
  • DSP is Versatile, Repeatable & Simple way of processing signals.
  • Sampling theorem forms the bases of DSP.
  • In DSP a continuous time signal is converted to a discrete time signal and then reprocessed to get continuous time signal.
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FAQs on Digital Signal Processing - Electrical Engineering (EE)

1. What is digital signal processing (DSP)?
Ans. Digital signal processing (DSP) is the technology that processes and manipulates digital signals to extract useful information or enhance the quality of the signal. It involves various algorithms and techniques to analyze, modify, and interpret digital signals, which can be audio, video, or any other form of data.
2. How is digital signal processing different from analog signal processing?
Ans. Digital signal processing (DSP) involves processing digital signals using mathematical algorithms and operations, whereas analog signal processing deals with continuous analog signals using electrical circuits and components. DSP provides more flexibility, accuracy, and ease of implementation compared to analog signal processing.
3. What are the applications of digital signal processing?
Ans. Digital signal processing (DSP) finds applications in various fields such as telecommunications, audio and video processing, medical imaging, radar systems, speech recognition, and control systems. It is used to improve signal quality, remove noise, compress data, and extract meaningful information from the signals.
4. What are the advantages of using digital signal processing techniques?
Ans. Digital signal processing (DSP) techniques offer several advantages over traditional analog signal processing. Some of the key advantages include the ability to process large amounts of data quickly, flexibility in manipulating and modifying signals, improved accuracy and precision, ease of implementation, and the possibility of using advanced algorithms for complex signal analysis.
5. What are some commonly used digital signal processing algorithms?
Ans. There are various commonly used digital signal processing (DSP) algorithms, including the Fast Fourier Transform (FFT) for spectral analysis, adaptive filters for noise cancellation, digital filters for signal conditioning, wavelet transforms for multi-resolution analysis, and various modulation and demodulation techniques for communication systems. These algorithms form the foundation for many DSP applications and are widely used in practice.
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