These operators, "Step with Closure", "Step by State", and "Step" involve simulating input on an automaton. The first two, by state and with closure, are available only for FAs and PDAs. The last, simply "step," is available only for Turing machines. There are three major parts to the view. The top view displays the automaton, the middle view displays configurations, and the bottom view is a control panel. A sample run is displayed in the above picture.
Configurations are a snapshot of execution on an automaton at a particular point in time. In the case of a FA, a configuration has as attributes what input remains to be read, and the current state. In a PDA a configuration also includes the current contents of the stack. A Turing machine configuration includes the current state, as well as the current contents and position of a tape. The two-tape Turing machine is similar, but naturally it displays two tapes instead of one. The "step" action in the control panel progresses existing configurations.
In the display of the automaton, JFLAP highlights states to indicate that there is a configuration currently on that state. Configurations are shown in the configuration view; a regular configuration is displayed normally, accept configurations are green, reject configurations are red, and freeze configurations are blue. One may select and deselect configurations by clicking on them. The bottom control panel allows the user to change the state of the machine.
For Turing class machines, the input serves as the initial contents of the tape(s). The initial tape position is assumed to be the position of the leftmost character of the input.
Along the bottom of the step simulator views there is a control panel.
There are new stepping options available. The "Step by Closure" and "Step by State" are new in this version, and are available only for FAs and PDAs. Under "Step by Closure," when a configuration proceeds to a state $q_i$, configurations are created for all states reachable on lambda transitions from $q_i$ (hence the name, step by closure). This is the situation illustrated in the figure at the top of the page. The "Step by State" option works as it did in the old version of JFLAP, without taking the closure. Turing machines do not have lambda transitions, and so have the single "Step" option available as there is no opportunity to ever take the closure of a state.