Difference between revisions of "FlameModelling"

From SYSOS

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[[Image:Figure1.JPG]]
 
[[Image:Figure1.JPG]]
  
Three files can be used to simulate the above response.
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Three files can be used to simulate the response of this system.
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* [http://www.eng.ox.ac.uk/~labap/flame/simsimplegeometry.m simsimplegeometry.m] contains all parameters and executes the simulation.
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* [http://www.eng.ox.ac.uk/~labap/flame/sfunsimplegeometry.m sfunsimplegeometry.m] contains the s-function (for more details on how to write S-functions in MALTAB see MATLAB's user guide). There is a line in this code for switching between time-varying and fixed delays.
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* [http://www.eng.ox.ac.uk/~labap/flame/mdlsimplegeometry.m mdlsimplegeometry.m] is the SIMULINK file.
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For analyzing the results, and to find the mean over time, [http://www.eng.ox.ac.uk/~labap/flame/meanovtime.m meanovtime.m] is used.
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Using these files, the response for omega = 160rad/s for the cases of fixed and time-varying delays is:
  
 
[[Image:Omega150fixeddelay.jpg|frame|left|Fixed delay, omega = 160 rad/s.]][[Image:Omega150tvdelay.jpg|frame|right|Time-Varying delay, omega = 160 rad/s.]]
 
[[Image:Omega150fixeddelay.jpg|frame|left|Fixed delay, omega = 160 rad/s.]][[Image:Omega150tvdelay.jpg|frame|right|Time-Varying delay, omega = 160 rad/s.]]
  
 
==More Complicated Geometry==
 
==More Complicated Geometry==
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Consider now the more complicated geometry shown below.
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[[Image:Figure2.JPG]]
 
[[Image:Figure2.JPG]]
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For this case, we have the following MATLAB files.

Revision as of 12:32, 26 August 2008

Simple Geometry

Consider the geometry shown in the figure below.

Figure1.JPG

Three files can be used to simulate the response of this system.

  • simsimplegeometry.m contains all parameters and executes the simulation.
  • sfunsimplegeometry.m contains the s-function (for more details on how to write S-functions in MALTAB see MATLAB's user guide). There is a line in this code for switching between time-varying and fixed delays.
  • mdlsimplegeometry.m is the SIMULINK file.

For analyzing the results, and to find the mean over time, meanovtime.m is used.

Using these files, the response for omega = 160rad/s for the cases of fixed and time-varying delays is:

Fixed delay, omega = 160 rad/s.
Time-Varying delay, omega = 160 rad/s.

More Complicated Geometry

Consider now the more complicated geometry shown below.

Figure2.JPG

For this case, we have the following MATLAB files.