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Tutorials Manual

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Chemkin 4.1.1<br />

Chapter 2: Combustion in Gas-phase Processes<br />

There are various ways of defining the ignition time, experimentally as well as<br />

computationally, for combustion applications. For example, it is often defined as the<br />

time at which either the maximum or onset of certain species concentrations is<br />

reached, the time at which a specified rate of increase of temperature occurs, the time<br />

at which luminous radiant output from the system is first observed, etc. The reported<br />

experimental data can vary greatly, depending on which definition was used in the<br />

experiments 5, 7 . Thus, it is often useful to select which ignition-delay time definition<br />

should be used in numerical computations. CHEMKIN 4.1 allows the user such<br />

flexibility. For example, in CHEMKIN'S homogeneous, perfectly-stirred reactor, the<br />

ignition time can be defined to be the time during which the maximum amount of heat<br />

is released during a combustion process (as indicated by the inflection point in the<br />

temperature profile), as well as the time of the maximum of a certain species<br />

concentration chosen by the user. CHEMKIN 4.1 further allows the user to input his/her<br />

specific definition of the ignition time via the Ignition Criterion User Routine.<br />

2.3.3.2 Project Setup<br />

The project file is called closed_homogeneous__ignition_delay.ckprj. The data<br />

files used for this sample are located in the<br />

samples41\closed_homogeneous\transient\ignition_delay directory. This sample<br />

uses the mechanism and thermodynamic data from the University of California, San<br />

Diego 6, 8 . This reactor diagram contains only one closed homogeneous reactor.<br />

Open the project file. On the Reactor Physical Properties tab of the C1_Closed<br />

Homogeneous panel, the problem type is selected as a constant-pressure simulation<br />

where the energy equation will be solved (the default). The initial temperature<br />

(1000 K) is then input, along with the pressure (1 atm). A volume is not specified as it<br />

is not important for the results of this simulation, so the default value of 1 cm 3 will be<br />

used for the initial volume. Since this is an isobaric closed homogeneous system, the<br />

results in terms of species fraction and temperature will be the same, regardless of<br />

the volume value. If surface chemistry were included, the volume-to-surface ratio<br />

would be important, but in this case only gas-phase chemistry is present. On the<br />

Reactant Species sub-tab, the starting gas mixture is given as 0.02 C 3 H 8 , 0.05 O 2 ,<br />

and 0.93 Ar. These rather dilute conditions are representative of shock-tube<br />

experimental conditions.<br />

7. Combustion Theory, Second Edition, F.A. Williams, Addison-Wesley Publishing Company,<br />

The Advanced Book Program, Redwood City, CA, 1985<br />

8. http://maemail.ucsd.edu/combustion/cermech/<br />

© 2007 Reaction Design 28 RD0411-C20-000-001

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