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This is similar to init.m. Each time you
change the type of system or any of the associated
parameters/conditions in the system, this file must be edited, saved,
and initsys must be typed in the command window (or
copy-and-paste at the Emporium).
-
- t0, tf are the starting and ending times. They will
generally be given with the problem.
-
- x0vec is the vector containing the initial
-values
for each equation in the system. They will generally be given with
the problem.
-
- initax is the plot window sizing vector only
for use with pplane2d.m. The first two entries correspond to
the desired
-range (horizontal). The second two entries
correspond to the desired
-range (vertical).
-
- A is the matrix of parameters associated with the
linear part of the system.
-
- B is the matrix of parameters associated with the
nonlinear part of the sytem (if any).
-
- x1symb is the symbolic solution
to the first equation
in the system; e.g., if a system for a 2nd order ODE, x1symb is
the symbolic solution to the ODE. It must be entered in single
quotes.
-
- x2symb is the symbolic solution
to the second
equation in the system; e.g., if a system for a 2nd order ODE,
x2symb is the symbolic solution to the first derivative
. It must be entered in single quotes.
x1symb and x2symb are used for graphing, mainly with
systems.
-
- eqn_name is the name of the MATLAB function
M-file that describes the RHS of the system. It must be entered in single
quotes AND without the .m extension.
-
- symbolicplot is the type of plot desired in the
lower-left of sys3plot. Choosing `solutions' will plot
the symbolic solutions x1symb and x2symb wrt the time interval
t0 to tf. Choosing `phase' will plot the two symbolic
solutions x1symb and x2symb against each other in a phase
plane plot. Choosing `eigenvals' will plot the eigenvalues of
the matrix
. Choosing '' will result in no plot in the
lower-left. A choice is made by commenting out the others with a
% at the beginning of each line containing the undesired
options.
-
- The rest of the entries in initsys.m remain the same for all
systems and cases. They are not changed by the user.
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Michael Renardy
2000-05-12