MIB Discovery

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1930 modules enregistrés
Chemin
MIX : 1 (iso). 3 (org). 6 (dod). 1 (internet). 2 (mgmt). 1 (mib-2). 97 (diffServMib). 1 (diffServMIBObjects). 6 (diffServAlgDrop). 4 (diffServRandomDropTable). 1 (diffServRandomDropEntry). 7 (diffServRandomDropWeight)
OID : 1.3.6.1.2.1.97.1.6.4.1.7
TXT : iso. org. dod. internet. mgmt. mib-2. diffServMib. diffServMIBObjects. diffServAlgDrop. diffServRandomDropTable. diffServRandomDropEntry. diffServRandomDropWeight
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Détails
OID1.3.6.1.2.1.97.1.6.4.1.7
Module DIFFSERV-MIB (CISCO)
NomdiffServRandomDropWeight
Accesreadwrite
Statuscurrent
DescriptionThe weighting of past history in affecting the Exponentially Weighted Moving Average function that calculates the current average queue depth. The equation uses diffServRandomDropWeight/65536 as the coefficient for the new sample in the equation, and (65536 - diffServRandomDropWeight)/65536 as the coefficient of the old value. Implementations may limit the values of diffServRandomDropWeight to a subset of the possible range of values, such as powers of two. Doing this would facilitate implementation of the Exponentially Weighted Moving Average using shift instructions or registers.
SyntaxeUnsigned32 (0...65536)
Module DIFFSERV-MIB (DELL)
NomdiffServRandomDropWeight
Accesreadwrite
Statuscurrent
DescriptionThe weighting of past history in affecting the Exponentially Weighted Moving Average function that calculates the current average queue depth. The equation uses diffServRandomDropWeight/65536 as the coefficient for the new sample in the equation, and (65536 - diffServRandomDropWeight)/65536 as the coefficient of the old value. Implementations may limit the values of diffServRandomDropWeight to a subset of the possible range of values, such as powers of two. Doing this would facilitate implementation of the Exponentially Weighted Moving Average using shift instructions or registers.
SyntaxeUnsigned32 (0...65536)
Module DIFFSERV-MIB (ietf)
NomdiffServRandomDropWeight
Accesreadwrite
Statuscurrent
DescriptionThe weighting of past history in affecting the Exponentially Weighted Moving Average function that calculates the current average queue depth. The equation uses diffServRandomDropWeight/65536 as the coefficient for the new sample in the equation, and (65536 - diffServRandomDropWeight)/65536 as the coefficient of the old value. Implementations may limit the values of diffServRandomDropWeight to a subset of the possible range of values, such as powers of two. Doing this would facilitate implementation of the Exponentially Weighted Moving Average using shift instructions or registers.
SyntaxeUnsigned32 (0...65536)
Module DIFFSERV-DSCP-TC (Force10-9.14.2.1)
NomdiffServRandomDropWeight
Accesreadwrite
Statuscurrent
DescriptionThe weighting of past history in affecting the Exponentially Weighted Moving Average function that calculates the current average queue depth. The equation uses diffServRandomDropWeight/65536 as the coefficient for the new sample in the equation, and (65536 - diffServRandomDropWeight)/65536 as the coefficient of the old value. Implementations may limit the values of diffServRandomDropWeight to a subset of the possible range of values, such as powers of two. Doing this would facilitate implementation of the Exponentially Weighted Moving Average using shift instructions or registers.
SyntaxeUnsigned32 (0...65536)
Module DIFFSERV-MIB (FS)
NomdiffServRandomDropWeight
Accesreadwrite
Statuscurrent
Description The weighting of past history in affecting the Exponentially Weighted Moving Average function that calculates the current average queue depth. The equation uses diffServRandomDropWeight/65536 as the coefficient for the new sample in the equation, and (65536 - diffServRandomDropWeight)/65536 as the coefficient of the old value. Implementations may limit the values of diffServRandomDropWeight to a subset of the possible range of values, such as powers of two. Doing this would facilitate implementation of the Exponentially Weighted Moving Average using shift instructions or registers.
SyntaxeUnsigned32 (0...65536)
D. Fournier - 2024