C H A P T E R 3 |
DR State and Condition Models |
This chapter contains descriptions of the state and condition models for boards and components. The state models are divided into two categories: board slots and occupants.
Before you attempt to perform any DR operation on a board or component from the domain, determine its state and condition. To display the type, state, and condition of each component, and the state and condition of each board slot in the domain, use the cfgadm (1M) command with its -la options. See the for a list of the component types.
You can use the prtdiag (1M) command to display information about board slots and components. The prtdiag (1M) command displays board numbers in the format SBxx or IOxx, where the two-digit board numbers include leading zeroes.
This section contains descriptions of the states and conditions of system boards and board slots (also known as receptacles).
A slot can have one of three states: empty, disconnected, or connected.
Whenever you insert a board into a slot, the slot's state changes from empty to disconnected. Whenever you remove a board, the slot's state changes from disconnected to empty.
A board can have one of two occupant states: configured or unconfigured. The occupant state of a disconnected board is always unconfigured.
A board can be in one of four conditions: unknown, ok, failed, or unusable.
This section contains descriptions of the states and conditions for components.
A component cannot be individually connected or disconnected. Thus, components can have only one slot state: connected.
A component can have one of two occupant states: configured or unconfigured. The following table contains the name and description of the occupant states for components.
The component is available for use by the Solaris operating environment. |
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The component is not available for use by the Solaris operating environment. |
A component can have one of three conditions: unknown, ok, failed. The following table contains the name and description of the conditions for components.
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