Chapter 4 Leaching
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Transcript of Chapter 4 Leaching
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CHAPTER 4 : LEACHING
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INTRODUCTION
When two phases (solid andliquid phase) are in intimatecontact and the solute or
solutes can diffuse from thesolid to the liquid phase, it
will separate thecomponents originally in the
solid.
This separationprocess is called:
liquid-solid leaching orLeaching or extraction
Definewashing
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LEACHING PROCESS
DESCRIPTION
PROCESS TO CONTACT A SOLID WITH A LIQUID
PHASE.
SIMILAR TO EXTRACTION BECAUSE OF TWO
IMMISCIBLE PHASES
SIMILAR TO ABSORPTION BECAUSE TWO PHASES
ARE NORMALLY PRESENT
DISSIMILAR TO OTHER SEPARATION PROCESS
BECAUSE ONLY EQUILIBRIUM IN LIQUID PHASES IS
CONSIDERED
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Leaching
processBiological and
foodprocessing
Examples:
Leaching of sugar from sugarbeets
Production of vegetable oilsfrom peanuts, soybeans,
sunflower seeds.
Pharmaceuticals product byleaching from roots, leaves
and stems.
Production of soluble instantcoffee, soluble tea
Inorganic andorganic
materials
Examples:
Metal processingindustries
Gold is leached from itsore using an aqueous
sodium cyanide solution
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Fixed-bed leaching
T =344 K to 350 K
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Moving-bed leaching
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Exercise: Explain the process of
leaching in Agitated solid leaching
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LEACHING PRINCIPLES
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EQUILIBRIUM AND SINGLE STAGELEACHING1. State the components involved in leaching.
2. When is equilibrium reached in leaching?
3. State all the assumptions made for leachingprocess?
4. Explain underflow and overflow.
5. Describe equilibrium line in leaching.6. List factors affecting stage calculations
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LEACHING EQUILIBRIUM
SOLVENT FORMS A LIQUID SOLUTION -CARRIER MAY BE TOTALLY IMMISCIBLE
SOME SOLUTION IS NORMALLY RETAINED
BY THE SOLID - HAS THE SAMECOMPOSITION AS THE LIQUID SOLUTION.
WHEN THE AMOUNT OF RETAINEDSOLUTION IS CONSTANT THE SYSTEM HASCONSTANT SOLUTION UNDERFLOW.
VARIABLE UNDERFLOW EXISTS WHEN THEAMOUNT RETAINED IS A FUNCTION OFCONCENTRATION
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TYPICAL EQUILIBRIUM
DIAGRAM
NOTE THE SOLID PHASE ISREPRESENTED BY THE UPPER LINE
SOLUTION EQUILIBRIUM ON McCABE
IS x = y LINE FOR THIS SITUATION
Y = B / ( A + C )
xA, yA0 1
SOLID PHASE
LIQUID PHASE
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SINGLE STAGE LEACHING
MODELED LIKE A SINGLE STAGE LLX
Y = B / ( A + C )
xA, yA0 1
xa,La
yb,Vb
xb,Lb
ya,Va
MULTIPLE CROSS CURRENT
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MULTIPLE CROSS CURRENT
LEACHING
MODEL IS BASED ON AMOUNT IN
EACH PHASE
Y = B / ( A + C )
xA, yA0 1
xa,La
yb,Vb
(xb,Lb)1= (xa, La)2
(ya,Va)1
(ya,Va)2
(xb,Lb)2
M1
M2
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MULTIPLE CROSS CURRENT
LEACHING EXAMPLE
https://portal.navf
ac.navy.mil/portal/
pls/portal/docs/1/3
196547.JPG
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MULTISTAGE
COUNTERCURRENT LEACHING
RESULTS FOR DESIGN
ARE SIMILAR TO
SHOWN IN FIG. 12.10-2
FOR SYSTEM WITH
CONSTANT L/V RATIO,
THE APPROACH IS TO
MODEL USINGABSORPTION FACTORS
FOR ALL STAGES
AFTER THE FIRST MIX
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COUNTERCURRENT
LEACHING CONFIGURATION
http://beta.cheresources.com/articles/basics-of-leaching.html
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MULTISTAGE COUNTERCURRENT LEACHING
MODEL
http://beta.cheresources.
com/articles/basics-of-
leaching.html
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Single stage leachingSOLID FEED, L0 LEACHED SOLID, L1B = SOLID B = SOLID
N0, yA0 N1, yA1
SOLVENT FEED EXTRACT
V2, xA2 V1, xA1
)69.12(
)59.12(
)49.12(
1100
11112200
1120
MNLNLNB
MxVxLyVxLy
MVLVL
M
AMAAAA
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V2, x2
L1, N1, y1, BLo, No, yo, B
V1, x1
slurryslurry
Figure 1 Process flow diagram for single stage extraction
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Graphical solution
Equilibrium line indicatesthe solute concentration inthe solvent is the same inboth the solid underflow
and liquid overflow.
20
2200
20
VL
xVyLx
M
B
VL
BN
AAAM
M
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For feed with no solvent CONCENTRATION IN SOLID IS yA0= 1
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Example 1
In a single-stage leaching of soybean oil fromflaked soybeans with hexane, 100 kg of soybeans
containing 20 wt% oil is leached with 100 kg offresh hexane solvent. The value of N for the slurryunderflow is essentially constant at 1.5 kginsoluble solid/kg solution retained. Calculate theamounts and compositions of the overflow V1 andthe underflow slurry L1 leaving the stage.
V2, x2
L1, N1, y1, BLo, No, yo, B
V1, x1
slurryslurry
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Solution
Given:
V2= 100 kg
xA2= 0
xC2= 1B = 100 (1.0 0.2) = 80 kg insoluble solid
L0= 100 (1.0 0.8) = 20 kg A
N0= 80/20 = 4 kg solid/kg solution
yA0= 1
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Find point M from MB
L0+ V2= 20 + 100 = 120 kg = M eq(1)
L0yA0+ V2xA2= 20 (1.0) + 100 (0) = 120 xAM eq(2)
Solving simultaneously eq 1 and 2, xAM= 0.167
B = N0L0= 4.0(20) = 80= NM(120)
So, NM= 0.667
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The coordinates for the points:
Lo= (y0,N0)
L1
= (y1
,N1
)
V1= (x1,0)
V2= (x2,0)
M = (xM,NM)
L0= (1,4)L1= (read from graph,1.5)
V1= (read from graph,0)
V2= (0,0)
M = (0.167, 0.667)
Please take note:
1. L1MV1and L0MV2must lie on a straight line
2. L1and V1must lie on a vertical line.
3. Point M is the intersection of the two lines.
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Countercurrent multistage leaching
Overall balance: Vn+1+ L0= V1+ Ln
Component balance on solute A: Vn+1xn+1+ L0y0= V1x1+ Lnyn
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i) Variable Underflow in Countercurrent Multistage Leaching
Overall balance:
VN+1+ L0= V1+ LN= M
Component balance on A:
VN+1xAN+1+ L0yA0= V1xA1+ LNyAN= MxAM
Total solids balance on B:
B = N0L0= NNLN= NMM
Coordinate M =(xAM
, NM
)
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Remember:
L0MVN+1must lie on a straight line
V1MLNmust also lie on a straight line
A balance on solute A gives:
A balance on solids gives:
Coordinate operating
point = (xA, N)
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Point is locatedgraphically as theintersection of lines L0V1and LNVN+1
To determine number ofstages Locate L0 Draw line L0to locate V1A tie line through V1
locates L1 Line L1is drawn given V2A tie line gives L2 This is continued until the
desired LNis reached
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THANK YOU