Course Outline
Introduction
Overview of Core Electronics Concepts and Principles Applied in DSP
- The relevance and depth of DSP in modern technologies
Recollecting Mathematics and Physics Fundamentals Implemented in DSP
- Applying statistics, probability, and noise principles
- Reviewing linear systems and superposition physics concepts
- Understanding ADC and DAC manipulation
Overview of Useful DSP Software Platform and Tools
Getting Started with Digital Signal Processors Architecture
- System requirements for DSP processors
Working with Convolution Properties and Algorithms
- Delta function v.s. impulse response
- Understanding the input side and output side algorithms
- Comprehending electronics correlation and speed in DSP
Getting Started with the Discrete Fourier Transform
- What are Fourier Transforms?
- Manipulating DFT notations, format, and variables
- Synthesizing and analyzing DFT calculations
- Working with DFT properties and polar attributes
Applying DFT Principles and Processes to DSP Functionalities
- Practicing spectral analysis and evaluating frequency responses
Operating Different DSP Domains and Choosing the Right Implementations
- Time and space domains
- Frequency and wavelet domains
Carrying Out Convolution Using the Frequency Domain
Employing Advanced Fourier Transform Properties and Applications
- What are Fourier Transform pairs and how do they work?
- Fast Fourier Transform v.s. Discrete Fourier Transform
Implementing Continuous Signal Processing
Overview of Digital Filters Types and its Primary Functions
Understanding How Information Filtering Works and Operating Basic Digital Filters
- Step response v.s. noise reduction
Employing Moving Average Filters and Applying Convolution Implementations
Working with Window-Sinc Filters and Removing Frequency Components
Operating Recursive Filters and Chebyshev Filters
- What is the recursive method in DSP?
- What are Butterworth responses?
Choosing the Appropriate DSP Filter for an Electronics Application
Creating and Building a Custom DSP Filter Based on Arbitrary Frequency Response
- Testing and optimizing a DSP filter
Integrating a Tested DSP Filter within the Preferred Electronics System
- Understanding DSP for data compression, imaging techniques, and more
- Carrying out exercises for various DSP applications and use cases
Overview of Advanced Software Tools for Achieving DSP Implementations
Implementing Complex DSP Techniques for Future Applications
- Exploring complex Fourier Transforms, z-Domain, etc.
Troubleshooting
Summary and Conclusion
Requirements
- Basic programming experience
- Knowledge of basic electrical engineering concepts
- An understanding of intermediate mathematics and physics concepts
Audience
- Engineers
- Computer Scientists
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