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Reactor_abg.tex

MTT command:

mtt Reactor abg tex

Figure 1.1: System Reactor: acausal bond graph
\fbox{
\includegraphics[width=0.9\linewidth,height=18cm,keepaspectratio]{/home/peterg/JUNK/examples/Chemical/Reactor/MTT_work/Reactor_abg.ps}
}

Figure 1.2: System Reactor, Schematic

Figure 1.2 (on page [*]) is the schematic diagram od a chemical reactor. The acausal bond graph of system Reactor is displayed in Figure 1.1 (on page [*]) and its label file is listed in Section 1.1.1 (on page [*]). The subsystems are listed in Section 1.1.2 (on page [*]).

This example of a (nonlinear) chemical reactor is due to Trickett and Bogle1.1 is used in this section. The reactor has two reaction mechanisms: A$ \rightarrow$   B$ \rightarrow$   C and 2A$ \rightarrow$   D. The reactor mass inflow and outflow $ f_r$ are identical. $ q$ represents the heat inflow to the reactor.

This is a two input, two-output unstable nonlinear system with unstable zero dynamics. The following figures illustrate the properties of the linearised system.

Figure 1.3: System Reactor: poles 1 and 2 v. steady-state flow $ f_s$
\fbox{
\includegraphics[width=0.9\linewidth,height=18cm,keepaspectratio]{/home/peterg/JUNK/examples/Chemical/Reactor/MTT_work/Reactor_pole_1_2.ps}
}

Figure 1.4: System Reactor: pole 3 v. steady-state flow $ f_s$
\fbox{
\includegraphics[width=0.9\linewidth,height=18cm,keepaspectratio]{/home/peterg/JUNK/examples/Chemical/Reactor/MTT_work/Reactor_pole_3.ps}
}

Figure 1.5: System Reactor: zero of system with $ t$ and $ c_a$ as output v. steady-state flow $ f_s$
\fbox{
\includegraphics[width=0.9\linewidth,height=18cm,keepaspectratio]{/home/peterg/JUNK/examples/Chemical/Reactor/MTT_work/Reactor_zero_a.ps}
}

Figure 1.6: System Reactor: pole 3 v. steady-state flow $ f_s$
\fbox{
\includegraphics[width=0.9\linewidth,height=18cm,keepaspectratio]{/home/peterg/JUNK/examples/Chemical/Reactor/MTT_work/Reactor_zero_b.ps}
}



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