Wednesday, April 25, 2018

Digital Signal Processing

Google Play Store App

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Digital Signal processing is the use of computer algorithms to perform signal processing on digital signals. As a subcategory or field of digital signal processing, digital image processing has many advantages over analog image processing. It allows a much wider range of algorithms to be applied to the input data and can avoid problems such as the build-up of noise and signal distortion during processing. Since images are defined over two dimensions (perhaps more) digital image processing may be modeled in the form of multidimensional systems. ✴

► This App is meant for the students of E&TC, Electrical and Computer Science engineering. In addition, it should be useful for any enthusiastic reader who would like to understand more about various signals, systems, and the methods to process a digital signal.✦

   【Topics Covered in this App are Listed Below】

⇢ Signals-Definition

⇢ Basic CT Signals

⇢ Basic DT Signals

⇢ Classification of CT Signals

⇢ Classification of DT Signals      
            
⇢ Miscellaneous Signals

⇢ Operations on Signals Shifting

⇢ Operations on Signals Scaling

⇢ Operations on Signals Reversal        
    
⇢ Operations on Signals Differentiation

⇢ Operations on Signals Integration

⇢ Operations on Signals Convolution

⇢ Static Systems

⇢ Dynamic Systems

⇢ Causal Systems

⇢ Non-Causal Systems

⇢ Anti-Causal Systems

⇢ Linear Systems

⇢ Non-Linear Systems

⇢ Time-Invariant Systems   
                  
⇢ Time-Variant Systems

⇢ Stable Systems

⇢ Unstable Systems

⇢ System Properties Solved Examples

⇢ Z-Transform Introduction

⇢ Z-Transform Properties

⇢ Z-Transform Existence      
                  
⇢ Z-Transform Inverse

⇢ Z-Transform Solved Examples

⇢ DFT Introduction

⇢ DFT Time Frequency Transform

⇢ DFT Circular Convolution

⇢ DFT Linear Filtering

⇢ DFT Sectional Convolution

⇢ DFT Discrete Cosine Transform

⇢ DFT Solved Examples

⇢ Fast Fourier Transform       
              
⇢ In-Place Computation

⇢ Computer Aided Design

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