Lecture 4 ESM214 05
Transcript of Lecture 4 ESM214 05
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ESM 214
Lecture 4: Wastewater Treatment
Overview, Reactors
W05
T. Holden
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Onsite Wastewater Treatment
25% of US population relies on it
On site treatment typically (95%) is by
septic system and associated leachfield
Regulations and design are somewhat
standardized, but public health authority
(county) regulates and manages.
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Septic system schematic
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Septic system schematic
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Septic Tank
1000 gal typ.Concrete
Gravity in/out typ.
dosing alternative
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Leach (absorption) field
tank 10 ft from house field 100 ft from well or pond
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Leach field cross section
4 inch diameter drain pipe typ. 46 ft deep trench typ.
2 ft. wide trench
23 ft. gravel depth
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Good leach field performance
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Bad leach field performance
Shallow clay
lense.
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Factors effecting failure of the
septic system bad soil
Clogging (biofouling) High water table
Roots
Physical damage
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Percolation in leach field design Consult your local authority for the real facts !!
Example:
Measure percolation, pick application rate from table,
choose allowed flow rate calculate area (sf)
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Centralized wastewater treatment
Required where:
Population density is too high to support onsite
treatmentSoils are unsuitable for onsite treatment
Consists of:
Collection and conveyance system
Wastewater Treatment Plant (WTP, WWTP)owned by community or sewerage agency(a.k.a. treatment district)
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Regulation
Federal Clean Water Act (CWA) protectswaters of the state
CWA administered by most states; in CA itis the SWRCB
NPDES (national pollutant discharge
elimination system) necessitates a permit todischarge to surface water (river, ocean,etc.)
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Regulatory Linkages
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WWTPs in the US
Total ca. 16,000 in 1997
Degree of treatment (as of 1997)
1 (primary) 176
2 (secondary) 9388
Better than secondary 4428
No discharge (land application) 2032
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Process flow diagram
Schematic of waste treatment train
Shows unit processes and their linkages
Can provide extended information
Vessel size
Target operating conditions, etc.
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Process flow diagram (ex.)
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El Estero WWTP Schematic
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WWT System Concepts
Unit Processes = Unit Operations:treatment methods that employ Physical,
Chemical orBiological processes Materials Balance =Mass Balance: basis
for analyzing unit processes; accounts formass in and out, as well as reactions
Reactors: vessels or tanks where unitprocesses are carried out.
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Reactors
a) Batch
b) CMR; CFSTR; CFR
c) Plug flow (open)
d) Plug flow (closed)
e) CMRs in series
f) Packed bed (down flow)
g) Packed bed (up flow)
h) Fluidized packed bed
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Batch Reactors
Closed: no inflow and no outflow
Constant volume, V
Well-mixed
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CFSTRs
Complete, instantaneous mix
Concentration, C, inside is same as effluent
Continuous flow in and out
Constant volume (so Q0 = Q)
Infinite series approaches plug flow
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Plug Flow
Continuous flow in and out
Concentration changes progressively along
the flow direction
Well-mixed contents perpendicular to flow
No longitudinal mixing (ideal)
Under idealized conditions, all particles
reside for same amount of time in reactor
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Abbreviations
L = length (generically, L)
V = volume (L3)
M = mass (m)
C = concentration (m/ L3)
t = time
t = increment of time
Q = volumetric flow rate (L3/t)
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Mass Balance Analysis Steps
Choose mass of interest (e.g. water or BOD5 orbacteria or solids)
Draw system; label inflows and outflows Define control volume (CV)
Write verbal expression
Substitute words with mathematical phrases
Check units
Recognize and state assumptions
Rearrange and solve
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Mass Balance: Batch example
CV
Verbal: InOut + Reaction = Accumulation
Math: 0 0 rV t C V
Units: m/l3-t l3 t m/l3 l3
Rearrange: r V = C/t V
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Mass Balance: Batch example
Take limits as C and t 0
r =dt
dC
Substitute a rate equation for r
e.g. 1st order decay of C: -kC
So, -kC = dt
dC
t
0
C
CtkC
dCt
0Rearrange, integrate:
ktClnC
Ct
0
kt
C0
Cte kt
C0Ct e
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Mass Balance: Batch
example of exponential decayC0 = 100 mg/L, k =-0.2/hrConcentration versus time
0
20
40
60
80
100
120
0 1 2 3 4 5 6
time, hours
Concentration(mg/L)
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Comments on Rate Expressions
Note assumptions for units of r (e.g. m/t or m/V-t or m/V-#-t)
Choose rate expression carefully (Table 4-6 M&E)
Recognize that rate expression is part of overallmass balance
Dont know order or rate equation? Analyze
concentration versus time data (Fig. 4-21): Linear C vs t is 0-order
Linear log C vs t is 1st order
Linear 1/C vs t is 2nd order
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Mass Balance: CFSTR
CV
Verbal: In Out + Reaction = Accumulation
Math: QC0t - QC t + r V t = C V
Units: l3/t m/l3 t m/l3t t l3 m/l3 l3
Rearrange: Q/V (C0C) + r = C/t
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Mass Balance: CFSTR
Take limits as C and t 0
dt
dC
Substitute a rate equation for r
e.g. 1st order decay of C: -kC
Make steady state (SS) assumption
(no net accumulation or depletion:Rearrange (see pg 270 M&E)
0
dt
dC
Q/V (C0C) + r =
)Q/V(k1C0C
Eqn. 4-102 M&E
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CFSTR example: aeration basin
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A few words more about
CFSTRs SS solution typical
Key is that concentration inside = effluent
concentration (instantaneous mixing)
Include terms for all streams cut by CV
(e.g. recycle if present)
When mass balance is applied to biological
system, kinetics are more complex
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CFSTRs in series
nQ/kV1 n
C0Cn
M&E 4-107
n = number of reactors and Cn
is the concentration
exiting the nth reactor.
V = total volume of all the reactors in series
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Mass Balance: Plug Flow
(Fig. 4-5)
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Mass balance: Plug Flow
Verbal: In Out + Reaction = Accumulation
Math: QCxtQCx+xt + r V t = C V
Units: l3/t m/l3 t m/l3t t l3 m/l3 l3
Rearrange: [Q/(A
x )](CxCx+x ) + r =
C/
t
Substitute V = Ax
Divide by Ax and by t
Take limits as t and x 0
rc
x
C
A
Q
t
C
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Mass Balance: Plug Flow
Make SS assumption
Substitute a 1st order rate expression
e QkV
C0
C Eq. 4-116 M&E
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Plug Flow Reactor Examples:
Chlorine Contact & Aeration Basins
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Reactor Applications (examples)
Batch: SBRs (fill & draw), chemical (e.g.polymer) dilution
CFSTR with recycle: aeration basins for activatedsludge
CFSTRs w/o recycle: aerobic digestion, lagoons
Plug flow: chlorine contact basins
Plug flow with recycle: activated sludge Packed bed: trickling filters; effluent filtration
Upflow packed bed: air stripping
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Flow regimes in WWT
(4-27 M&E)
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Reactor combinations
(4-28 M&E)
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Mass Balance:Packed Bed
Reactors Model using plug flow approach
Reaction rate for gas-liquid m.t.:
r = KLa(Cs-Cl)where KLa = mass transfer coeff.
Cs = gas phase C
Cl = liquid phase CTable 4-9 M&E (reactors for mt operations)
NOTE: mt operations occur in all types of reactors