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UWE Bristol Engineering showcase 2015

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Shrey Hirpara<br />

BEng Electronics <strong>Engineering</strong><br />

Project Supervisor<br />

Mokhtar Nibouche<br />

Electronic Ear - Investigation and Implementation of computational<br />

models of a human ear.<br />

Introduction<br />

Automatic speech recognition can be defined as the ability of an independent electronic system to translate a spoken language into a<br />

readable text in real time. It recognition has gained a lot of importance over last decade The need for efficient speech recognition<br />

system has become essential in current day applications. An effective approach to solve this problem would be to model the human<br />

cochlea which will give an insight in to how humans perceive speech. The human cochlea is responsible for converting the sound energy<br />

in to electrical signals which is the inherent reason for hearing. The cochlea model designed in this investigation is based on the Lyon's<br />

Cochlea gram model.<br />

Design Parameters<br />

As seen in Figure 2, 3 inputs and a audio input are added together which pass through the gain then the filterbank<br />

(inside the subsystem). 36 filters are used in the filterbank with one Lowpass filter, 34 Bandpass and one Highpass<br />

filter. They are set up in cascaded parallel configuration as seen in figure 3. The white boxes represent the filters<br />

and the yellow boxes represent the spectrum scopes after each filter to observe its output. All filter outputs are<br />

added together to form the final signal. Two models are designed where one used FIR filters and the other uses<br />

IIR.<br />

Results<br />

Figure 1. Depicts Lyon’s cochlear model.<br />

Figure 2. Shows the designed cochlear<br />

model in Simulink.<br />

As seen in figure 4, the output graph shows all the frequency components of the input signal which are at 1kHz,<br />

10kHz and 15kHz. Simulation using real life sound was also conducted using the ‘Audio Device’ block in figure 2,<br />

where the output showed all the frequency components. Individual filters were also tested with the passband and<br />

stopband frequencies. The filters worked as expected. A comparison was put up between the implementation of<br />

FIR and IIR filters bank designs which concluded in very similar output results.<br />

Figure 3. Depicts the filterbank inside the<br />

subsystem..<br />

Figure 4. Shows the output signal<br />

using the spectrum scope.<br />

Project summary<br />

This thesis is targeted at designing and implementing<br />

a software electronic model of the human ear.<br />

Initially, the human ear is studied along with all its<br />

functions. Two effective computational ear models,<br />

Lyon’s and Patterson’s are investigated while Lyon’s<br />

model is chosen to design the ear model. The<br />

software simulations are done using Simulink. Since<br />

the human ear has the audible range of 20Hz to<br />

20kHz, the total frequency range in the model is also<br />

the same. The segregation of the frequency bands<br />

among the filters are divided according to the<br />

sensitivity of the human ear.<br />

Project Objectives<br />

• Study of the human auditory system which is the<br />

root of this research.<br />

• Investigate the existing achieved auditory<br />

research and learn the Lyon’s auditory model.<br />

• Design the cochlea gram based on cascade only<br />

Lyon’s cochlear model on Simulink.<br />

• Validation of various components of the design<br />

under different conditions such as:<br />

‣ Response to human speech: Human ear has better<br />

sensitivity to speech when compared to other<br />

frequencies. This test will help in test it.<br />

‣ Response to the entire hearing spectrum<br />

‣ Response to frequencies outside the hearing<br />

spectrum<br />

Project Conclusion<br />

The anatomy of human ear was analyzed. Various<br />

filter designs such as FIR, IIR and their<br />

implementations were studied by simulating on<br />

Simulink and understanding the responses. The<br />

spread factor was derived such that the response of<br />

one filter does not affect the response of other filters<br />

because all of them are mutually coupled. The<br />

completed design was then subjected a number of<br />

tests across all the corners of the input spectrum. The<br />

results obtained matched the understanding of the<br />

Lyon’s cochlea model.

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