Agilent Technologies 8960 Series

616
S:\Hp8960\E1962B CDMA 2000\Pi Release\Reference Guide\Chapters\cdma2000_hpib_status_questionable.fm
STATus:QUEStionable
Program Example - STATus:QUEStionable:ERRors:DIGital2000 Condition Register Bit Assignment
OUTPUT 714;”STATUS:QUESTIONABLE:ERRORS:DIGITAL2000:EVENT?” !Queries and clears the
!Questionable Errors
!DIGITAL2000 Event Register
OUTPUT 714;”STATUS:QUESTIONABLE:ERRORS:DIGITAL2000:CONDITION?” !Queries and clears the
!Qestionable Errors
!DIGITAL2000 Condition Register
OUTPUT 714;”STATUS:QUESTIONABLE:ERRORS:DIGITAL2000:ENABLE 1024” !Sets the Questionable
!Errors DIGITAL2000 Enable
!Register for bit 10
OUTPUT 714;”STATUS:QUESTIONABLE:ERRORS:DIGITAL2000:NTRANSITION 2” !Sets the Questionable
!Errors DIGITAL2000 Negative
!Transition Filter
!Register for bit 1
OUTPUT 714;”STATUS:QUESTIONABLE:ERRORS:DIGITAL2000:PTRANSITION 2” !Sets the Questionable
!Errors DIGITAL2000 Positive
!Transition Filter
!Register for bit 1
4 16 +400 Errors The condition bit is pulsed to a 1 and immediately
back to 0 if an error in the +400 to +499 range
occurs. After setting the Positive Transition Filter
and the Negative Transition Filter you can query
the Event Register to find out which of these errors
occurred.
3 8 +300 Errors The condition bit is pulsed to a 1 and immediately
back to 0 if an error in the +300 to +399 range
occurs. After setting the Positive Transition Filter
and the Negative Transition Filter you can query
the Event Register to find out which of these errors
occurred.
2 4 +200 Errors The condition bit is pulsed to a 1 and immediately
back to 0 if an error in the +200 to +299 range
occurs. After setting the Positive Transition Filter
and the Negative Transition Filter you can query
the Event Register to find out which of these errors
occurred.
1 2 +100 Errors The condition bit is pulsed to a 1 and immediately
back to 0 if an error in the +100 to +199 range
occurs. After setting the Positive Transition Filter
and the Negative Transition Filter you can query
the Event Register to find out which of these errors
occurred.
0 1 Extension Bit This bit will always be 0.
Bit
Number
Binary
Weighting
Condition Description