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6 result(s) for StateTypes

• OPC-10000-10 – OPC Unified Architecture - Part 10: Programs
  5.2.3.1 Overview
  ProgramStateMachineType components consist of a set of References to the Object instances of StateTypes , TransitionTypes , EventTypes and the Methods that collectively define the Program FiniteStateMachine. Figure 5 - Program FSM References
• OPC-10000-10 – OPC Unified Architecture - Part 10: Programs
  A.2.6.2 DomainDownloadType
  State Machine of the DomainDownload Program Type . This definition identifies the StateTypes that compose the substates for the Program's Running StateType . Table A.3 - TransferStateMachineType Attribute Value Includes all attributes ... Suspend Mandatory HasComponent Method Halt Mandatory HasComponent Method Resume Mandatory Table A.3 specifies the StateTypes associated with the Transfer State Machine Type. All of these states are substates
• OPC-30050 – OPC UA for PackML - Common Object Model: PackML
  6.3.6 PackMLBaseStateMachineType
  available states in a PackML system. The type is defined in Table 6 . StateTypes and TransitionTypes only exist in the type system, thus they do not have a modelling rule
• OPC-30050 – OPC UA for PackML - Common Object Model: PackML
  6.3.7 PackMLMachineStateMachineType
  names for the various states. Figure 17 - PackMLMachineStateMachineType illustration Table 8 defines the PackMLMachineStateMachineType . StateTypes and TransitionTypes only exist in the type system, thus they do not have a modelling
• OPC-30050 – OPC UA for PackML - Common Object Model: PackML
  6.3.8 PackMLExecuteStateMachineType
  various states. Figure 18 - PackMLExecuteStateMachineType illustration The PackMLExecuteStateMachineType is defined in Table 10 . StateTypes and TransitionTypes only exist in the type system, thus they do not have a modelling rule
• OPC-30500-1 – OPC UA for Laboratory & Analytical Device Standard (LADS) - Part 1: Basics
  7.1.5.1 Overview
  available states in a LADS system. The FunctionalStateMachineType is formally defined in Table 26 . StateTypes and TransitionTypes only exist in the type system, thus they do not have a modelling