BER Performance Analysis of Linear, DFE, and MLSE Equalizers in Static Channels with Deep Nulls

Resource Overview

This demo evaluates the Bit Error Rate (BER) performance of linear equalizers, decision feedback equalizers (DFE), and maximum likelihood sequence estimation (MLSE) equalizers operating in static channels characterized by deep spectral nulls. The analysis begins with an MLSE equalizer using perfect channel knowledge, followed by MLSE implementation with a simplified yet imperfect channel estimation algorithm. BER results are derived through Monte Carlo simulations, demonstrating seamless equalizer operation across data blocks while maintaining state persistence.

Detailed Documentation

This demonstration illustrates the Bit Error Rate (BER) performance of linear, decision feedback (DFE), and maximum likelihood sequence estimation (MLSE) equalizers when operating in a static channel featuring deep spectral nulls. The evaluation initiates with an MLSE equalizer configured with perfect channel knowledge, then compares performance using a simplified yet imperfect channel estimation algorithm for MLSE equalization. BER results are determined through Monte Carlo simulations, which involve generating random symbol sequences, applying channel distortion models with deep nulls, and processing signals through each equalizer type. The demo highlights how these equalizers can operate seamlessly across multiple data blocks while preserving internal state continuity between blocks—critical for maintaining equalizer performance in practical implementations. Code implementation typically involves using sliding window techniques for MLSE's Viterbi algorithm, tap weight updates for DFE adaptation, and matrix inversion methods for linear equalizer coefficient calculation.