Membrane Computing - Xholon App

This is a model of a simple finite state machine (FSM) implemented as a P System.

Run it:

1. Run the Java application through the XhnMemComp GUI (org.primordion.memcomp.app.XhnMemComp.java), and select File --> Open --> memcomp --> Fsm06ex1 --> Fsm06ex1_xhn.
2. Expand the Controller node in the tree.
3. Press the Start node.
4. You should see ...

version 1: Model is implemented as a P System. (Fsm06ex1)
---------------------------------------------------------
Expected Results at each timeStep (for deterministic, or typical case)
TIMESTEP: 0
R2r4 M2: (m, in)
R2r7 M2: (q, out)
TIMESTEP: 1
R2r1 M2: am -> bp
R3r8 M3: (q, in)
TIMESTEP: 2
R2r6 M2: (p, out)
TIMESTEP: 3
R3r7 M3: (p, in)
TIMESTEP: 4
R3r1 M3: ap -> bn
TIMESTEP: 5
R3r2 M3: bq -> am
R3r11 M3: (n, out)
TIMESTEP: 6
R2r5 M2: (n, in)
R3r10 M3: (m, out)
TIMESTEP: 7
R2r4 M2: (m, in)
R2r2 M2: bn -> aq
TIMESTEP: 8
R2r9 M2: am -> c
R2r7 M2: (q, out)
TIMESTEP: 9
R3r8 M3: (q, in)
TIMESTEP: 10
Computation was successful.

version 2: Model is implemented as a state machine. (Fsm06ex1_Fsm)
------------------------------------------------------------------
Expected Results at each timeStep (for deterministic, or typical case)
Opening model: C:\Eclipse31\eclipse\workspace\MembraneComputing\config\memcomp\Fsm06ex1\Fsm06ex1_Fsm_xhn.xml
AppM : false
InfoM : false
ErrorM : true
MaxXholons : 1000
MaxXholonClasses : 50
MaxStateMachineEntities : 100
MaxProcessLoops : 20
InheritanceHierarchyFile : ./config/memcomp/Fsm06ex1/InheritanceHierarchy_FsmMD.xml
CompositeStructureHierarchyFile : ./config/memcomp/Fsm06ex1/CompositeStructureHierarchy_FsmMD.xml
ClassDetailsFile : ./config/memcomp/Fsm06ex1/ClassDetails_FsmMD.txt
JavaClassName : org.primordion.memcomp.app.AppFsm06ex1_Fsm
UseInteractions : false
UseGraphicalTreeViewer : false
UseGraphicalNetworkViewer : false
Top:state_4 activeSubState is a:state_23
stateMachine_2 activeSubState is Top:state_4

c:state_44 activeSubState is a:state_53
Top:state_30 activeSubState is c:state_44
stateMachine_28 activeSubState is Top:state_30

Top:state_30 activeSubState is c:state_44
stateMachine_28 activeSubState is Top:state_30

TIMESTEP: 0
Starting ... 
TIMESTEP: 1
M2: (m, in)
M2: am -> bp
M2: (p, out)
Top:state_4 activeSubState is b:state_24
stateMachine_2 activeSubState is Top:state_4

TIMESTEP: 2
M3: (p, in)
M3: ap -> bn
M3: (n, out)
c:state_44 activeSubState is b:state_54
Top:state_30 activeSubState is c:state_44
stateMachine_28 activeSubState is Top:state_30

TIMESTEP: 3
M2: (n, in)
M2: bn -> aq
M2: (q, out)
Top:state_4 activeSubState is a:state_23
stateMachine_2 activeSubState is Top:state_4

TIMESTEP: 4
M3: (q, in)
M3: bq -> am
M3: (m, out)
c:state_44 activeSubState is a:state_53
Top:state_30 activeSubState is c:state_44
stateMachine_28 activeSubState is Top:state_30

TIMESTEP: 5
M2: (m, in)
M2: am -> bp
M2: (p, out)
Top:state_4 activeSubState is b:state_24
stateMachine_2 activeSubState is Top:state_4

TIMESTEP: 6
M3: (p, in)
M3: ap -> bn
M3: (n, out)
c:state_44 activeSubState is b:state_54
Top:state_30 activeSubState is c:state_44
stateMachine_28 activeSubState is Top:state_30

TIMESTEP: 7
M2: (n, in)
M2: bn -> aq
M2: (q, out)
Top:state_4 activeSubState is a:state_23
stateMachine_2 activeSubState is Top:state_4

TIMESTEP: 8
M3: (q, in)
M3: bq -> am
M3: (m, out)
c:state_44 activeSubState is a:state_53
Top:state_30 activeSubState is c:state_44
stateMachine_28 activeSubState is Top:state_30

TIMESTEP: 9
M2: (m, in)
M2: am -> bp
M2: (p, out)
Top:state_4 activeSubState is b:state_24
stateMachine_2 activeSubState is Top:state_4

TIMESTEP: 10
M3: (p, in)
M3: ap -> bn
M3: (n, out)
c:state_44 activeSubState is b:state_54
Top:state_30 activeSubState is c:state_44
stateMachine_28 activeSubState is Top:state_30

TIMESTEP: 11
M2: (n, in)
M2: bn -> aq
M2: (q, out)
Top:state_4 activeSubState is a:state_23
stateMachine_2 activeSubState is Top:state_4

TIMESTEP: 12
M3: (q, in)
M3: bq -> am
M3: (m, out)
c:state_44 activeSubState is a:state_53
Top:state_30 activeSubState is c:state_44
stateMachine_28 activeSubState is Top:state_30

TIMESTEP: 13
M2: (m, in)
M2: am -> bp
M2: (p, out)
Top:state_4 activeSubState is b:state_24
stateMachine_2 activeSubState is Top:state_4

TIMESTEP: 14
M3: (p, in)
M3: ap -> bn
M3: (n, out)
c:state_44 activeSubState is b:state_54
Top:state_30 activeSubState is c:state_44
stateMachine_28 activeSubState is Top:state_30

TIMESTEP: 15
M2: (n, in)
M2: bn -> aq
M2: (q, out)
Top:state_4 activeSubState is a:state_23
stateMachine_2 activeSubState is Top:state_4

TIMESTEP: 16
M3: (q, in)
M3: bq -> am
M3: (m, out)
c:state_44 activeSubState is a:state_53
Top:state_30 activeSubState is c:state_44
stateMachine_28 activeSubState is Top:state_30

TIMESTEP: 17
M2: (m, in)
M2: am -> bp
M2: (p, out)
Top:state_4 activeSubState is b:state_24
stateMachine_2 activeSubState is Top:state_4

TIMESTEP: 18
M3: (p, in)
M3: ap -> bn
M3: (n, out)
c:state_44 activeSubState is b:state_54
Top:state_30 activeSubState is c:state_44
stateMachine_28 activeSubState is Top:state_30

TIMESTEP: 19
M2: (n, in)
M2: bn -> aq
M2: (q, out)
Top:state_4 activeSubState is a:state_23
stateMachine_2 activeSubState is Top:state_4

PSystems