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Standardized Norden Efficiency Factor



It is quite popular not to state the E factor for the specific operating conditions,

but to use a standardized efficiency factor recalculated to a standardized outlet

consistency L Std:

EStd _

log

Lin

Lout

cin _ cF

cout _ cWL _ _

log 1 _

WL _ Lout

LStd _ _ _55_

where L Std is the liquor flow rate at the standardized outlet consistency N Std.

The standardized E factor has a practical importance in the design of a specific

piece of washing equipment for a particular purpose. Despite being often observed,

it is less meaningful to use the standardized E factor for comparison of

different types of washing equipment.

Remembering the definition of the dilution factor DF as per Eq. (16),

WL _ Lout _ P _ DF _56_

and considering

LStd _ P _1_ NStd _ 1_ _57_

the modified efficiency factor can also be expressed as

EStd _

log

Lin

Lout

cin _ cF

cout _ cWL _ _

log 1 _

DF

1_ NStd _ 1 _ _ _58_

The most widely used standardized outlet consistency N Std is 10%. Hence

E 10 _

log

Lin

Lout

cin _ cF

cout _ cWL _ _

log 1 _

DF

9 _ _ _59_

In analogy to Eqs. (56) and (57),

Lout _ P _1_ Nout _ 1_ _60_

WL _ P _1_ Nout _ 1__ P _ DF _61_

5.5 Washing Efficiency 545

and therefore

WL

Lout _ 1 _

DF

1_ Nout _ 1 _62_

The modified efficiency factor E 10 can then be calculated from any E factor by

combining Eqs. (52), (59) and (62):

E 10 _ E

log 1 _

DF

1_ Nout _ 1 _ _

log 1 _

DF

9 _ _ _63_

546 5 Pulp Washing

Example: Determination of the standardized E factor

The specifications and results from the E factor example have been:

Discharge consistency, N out = 13%

Pulp production capacity, P = 40 odt h–1

Wash liquor flow rate, WL = 345 t h–1

Liquor flow rate in pulp discharge, L out = 268 t h–1

E factor, E = 9.7

With the dilution factor

DF _

WL _ Lout

P _

345 _ 268

40 _ 1_ 93 t odt_1

we get the E factor for 10% standard discharge consistency:

E 10 _ E

log 1 _

DF

1_ Nout _ 1 _ _

log 1 _

DF

9 _ _ _ 9_ 7 _

log 1 _

1_ 93

1_0_ 13 _ 1 _ _

log 1 _

1_ 93

9 _ _ _ 12_ 6

5.6





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