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EQUALIZERS
AND ITS
TYPES
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Channel
Introduction
• Inter symbol interference is the major problem in wireless
communication which leads to the BIT ERRORS at the receiver.
• Equalization is a technique used to reduce the inter symbol
interference.
• This device equalizes the dispersive effect of the channel.
(dispersion due to fading)
• Equalizers are mostly used at the receiver side.
Classification of equalizers.
Types of Equalizers
• Linear equalizers:
• If the output is not used in the feed back path to adapt
the equalizer is called linear equalizer.
• Non linear equalizers:
• If the output is fed back to change the subsequent
outputs of the equalizer is called as non linear
equalizers.
• Adaptive Equalizer:
• An adaptive equalizer is an equalizer that
automatically adapts to time-varying properties of
the communication channel
LINEAR EQUALIZERS
• They are simple and resembles the filter structures.
• The product of the transfer function of the channel and equalizer
must satisfy certain criteria.
• The criteria can be,
• Either, Achieving a completely flat transfer function of the channel – filter
concatenation.
• Or, Minimizing the mean square error at the filter output.
• The basic structure of the linear equalizer is shown in the
figure.
• Ci  Transmit Sequence sent over the channel.
• Ui  Sequence available at the Equalizer input.
• Now we have to convert the Ci to C^
i .
• The aim of this conversion is to produce ZERO Deviation.
OR
• To produce minimum mean square error.
Types of Linear Equalizers
• There are 2 types of linear equalizers, they are:
• Zero Forcing Equalizer (ZF)
• Minimum Mean Square Error Equalizer (MMSE)
Zero Forcing Equalizers Vs MMSE Equalizers
Merits and demerits
• Merits
• Simple and easy to implement
• It has faster convergence
• Unique structure
• When channel becomes more time dispersive, the length of the equalizer
can be increased.
• Demerits
• Structure is complicated than compared to a linear equalizer.
• Not suitable for severe distortion channels.
2. MMSE Equalizers
• In MMSE the ultimate aim is to reduce the BER but not the ISI.
• This can be achieved by minimizing the mean square error
between the signals.
• For minimizing the error the coefficients are found first.
NON LINEAR EQUALISERS
• These types of equalizers are used in applications
where the channel distortion is too severe for
linear equalizer to handle
• Linear equalizers are not suitable for the channels
which have deep spectral nulls in the passband
• There are various methods of Non Linear
Equalization, as follows
• Decision Feedback Equalization (DFE)
• Maximum Likelihood Symbol Detection
• Maximum Likelihood Sequence Estimation (MLSE)
Decision Feedback Equalizers
Maximum likelihood equalizer
Adaptive Equalizer
Adaptive Equalizers
Algorithms For Equalizers
• Least Mean Square - LMS
• Recursive Least Square - RLS
LMS
Algorithm
RLS Algorithms
• No assumptions are made in general
• Each signal is received individually and then they are analyzed for
the type of dispersion.
• This is more advantageous than the LMS alg.
Performance of an Algorithm
• The performance of the algorithm is determined by the various
factors
• Rate of convergence
• Misadjustment
• Computational Complexity
• Numerical Properties

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4.5 equalizers and its types

  • 2. Lecture Videos are available for this slides at www.youtube.com/gurukula Support by Subscribing to my Channel
  • 3. Introduction • Inter symbol interference is the major problem in wireless communication which leads to the BIT ERRORS at the receiver. • Equalization is a technique used to reduce the inter symbol interference. • This device equalizes the dispersive effect of the channel. (dispersion due to fading) • Equalizers are mostly used at the receiver side.
  • 5. Types of Equalizers • Linear equalizers: • If the output is not used in the feed back path to adapt the equalizer is called linear equalizer. • Non linear equalizers: • If the output is fed back to change the subsequent outputs of the equalizer is called as non linear equalizers. • Adaptive Equalizer: • An adaptive equalizer is an equalizer that automatically adapts to time-varying properties of the communication channel
  • 6. LINEAR EQUALIZERS • They are simple and resembles the filter structures. • The product of the transfer function of the channel and equalizer must satisfy certain criteria. • The criteria can be, • Either, Achieving a completely flat transfer function of the channel – filter concatenation. • Or, Minimizing the mean square error at the filter output. • The basic structure of the linear equalizer is shown in the figure.
  • 7. • Ci  Transmit Sequence sent over the channel. • Ui  Sequence available at the Equalizer input. • Now we have to convert the Ci to C^ i . • The aim of this conversion is to produce ZERO Deviation. OR • To produce minimum mean square error.
  • 8. Types of Linear Equalizers • There are 2 types of linear equalizers, they are: • Zero Forcing Equalizer (ZF) • Minimum Mean Square Error Equalizer (MMSE)
  • 9. Zero Forcing Equalizers Vs MMSE Equalizers
  • 10. Merits and demerits • Merits • Simple and easy to implement • It has faster convergence • Unique structure • When channel becomes more time dispersive, the length of the equalizer can be increased. • Demerits • Structure is complicated than compared to a linear equalizer. • Not suitable for severe distortion channels.
  • 11. 2. MMSE Equalizers • In MMSE the ultimate aim is to reduce the BER but not the ISI. • This can be achieved by minimizing the mean square error between the signals. • For minimizing the error the coefficients are found first.
  • 12. NON LINEAR EQUALISERS • These types of equalizers are used in applications where the channel distortion is too severe for linear equalizer to handle • Linear equalizers are not suitable for the channels which have deep spectral nulls in the passband • There are various methods of Non Linear Equalization, as follows • Decision Feedback Equalization (DFE) • Maximum Likelihood Symbol Detection • Maximum Likelihood Sequence Estimation (MLSE)
  • 15.
  • 18. Algorithms For Equalizers • Least Mean Square - LMS • Recursive Least Square - RLS
  • 20. RLS Algorithms • No assumptions are made in general • Each signal is received individually and then they are analyzed for the type of dispersion. • This is more advantageous than the LMS alg.
  • 21. Performance of an Algorithm • The performance of the algorithm is determined by the various factors • Rate of convergence • Misadjustment • Computational Complexity • Numerical Properties