Some Models of Colloids Generation and Transport · (I+ 1 iKd)I + +--ŽKd2] Kd where dV dKd3 (RI...
Transcript of Some Models of Colloids Generation and Transport · (I+ 1 iKd)I + +--ŽKd2] Kd where dV dKd3 (RI...
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ENVIRONMENTAL EVALUATION GROUP
7007 WYOMING BOULEVARD, N.E.SUITE F-2
ALBUOUEROUE, NEW MEXICO 67109(505) 81003
I AffvLAnsE ACTION EMPLOY
Some Models of ColloidsGeneration and Transport
Y. Hwang Korea Atomic Energy Research Institute
P. L. Chambre, T. H. PigfordUniversity of California
W. W.-L. LeeEnvironmental Evaluation Group
Albuquerque, NM
May 3, 1993K)
Providing an independent technical analysis of the Waste Isoletion Pilot Plant (WIPPI.a lederal transuranic nuclear waste repositoly.
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,K>.
Definitions
Radiocolloid. Colloids of radioactive species. Probablyfonned from hydrolysis of actinides.
Natural colloids. Non-radioactive colloidal particlesin natural waters.
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Solute. Radioactive species in soluton.
Pseudocolloids. Natural colloids which have sorbedradioactive solute.
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.1.1 ... \ .
K)
in porous rock radiocolloid transport
advectiondiffusion
In fractured rockradiocolloid transport
If collolds behave like particles,previously published solutionsapplynew solutions if colloidsInteract with solute
pseudocollold transport >
solutions for
--. pseudocolloid soluteadvection Vdiffusion V Vsorption on
fr. walls V Vfr. solids a
matrix duff. Vdecay - V Vfiltration V
'K>
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1. Fluid flowThe continuity equation for steady, incompressible flow aroundan infinite cylinder
V V-(fo)O, (1)where If is the radial coordinate [LI,6 is the angular coordinate [LI, andv(r, 0) is the vector of pore velocity symmetric over 0 = r.
The velocity vector can be decomposed into the radial and an-gular components
V=_U".co ( I- ) e, + O0sin 1 0 a) eA~~A>1
_ aO < 0 < X (2)
2. Colloid concentrationThe steady-state governing equation for colloid concentration inporous media is
v J( 0) + S(r, 9) = O. (3)
whereer + Va0 (4)V =era kife
and J(r, 0) is the colloidal mass flux MIL2-t],a is the waste cylinder radius [LI,Df is the diffusion coefficient of colloid in liquid l2 t],Or is the unit vector in the r' direction,es is the unit vector in the 0 direction, andS(r 0) is the colloid filtration rate per unit volume of liquid perunit time ML 3-tl.
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The colloidal mass flux per unit area per unit time is defined as
J(f,8) (Fs)C(r ) -DfAa de
(5)
We need to evaluate the filtration rate term S(r, 0) in cylindricalgeometry.
A ~A ( 2 t S( , ) = AU.,C(r, )/[cos0 1 (-2 + [sin (1+ 2)]
(6)where A is a filtration coefficient for colloids, [1/Li, to be deter-mined.
We solve numerically for the radiocolloid flux from the waste.
I ..
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2'10
110
-q
* Experimental dataBi-modal analysist=40 days
.
.0
4.3
Q
U
I'U-
10
.
w-1 0
.. S
I-- .
-2 -I.10 0 5 10 15 20
Figure IDistance from source, cm
. Normalized Neptunium Concentrations from theExperiment and Our Prediction Based on BimodalDistribution of Filtration Coefficient as a Functionof Distance Away from Inlet
K21
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10
104
A=20 m1
\10&'103 ml\
0.06 0.1 0.,IB d02 0.25 0.3 0.35 0.4 1Distance from Waste Surface, m
Notmaeizd rocotfold Fluxes as a Function ofDsance for Differmnt PotO VGIocIUGes
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T2b
Ir jr
mEMINENNIdlsolul>4
I\ - ' I
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We consider one-dimensional advective-diffusive transport within the fracture, and assume that the colloidsare too large to diffuse into the rock matrix. Neglecting the possible colloid filtration within a fracture, thegoverning equation of pseudocolloid migration in'the fracture is
tI + ) +EC6VI ( + SS(, Ot) + -S2 (t)j-lD + elelAcl 0,
,>09,t>0
where is the ratio of liquid volume to total volume in the fracturecI(ac, t) is the amount of species sorbed on the colloid per unit volume of solid colloid MIL?v, Is the colloid pore velocity [tl,DI is the colloid dispersion coefficient [ltj,A Is the decay constant [/ti,el is the porosity within the fracture [-I,
I Is the constant volume fraction of colloids In fracture liquid [-1,cS1 ( as, t) Is the rate of sorption to stationary solid [M/L - tJand E1S(a&, t) is the rate of desorption' from the pseudocollold [M/L 3 - .
For the same species as solute In liquid In the fracture
OC2 (a., U ) Ocz(a0, t) O 2C(AWt q9 O) ______ ___v2 _ - ES 2(z,t)+ cS3(j t)-E 2 cj +EAC1*b+ b -Oa > 0t >
wherec(, U) is the solute concentration in the fracture liquid [M/L3J, V2 Is the solute pore velocity M/t,
S 3(a USI) is the rate of solute sorption on stationary fracture solids [MIL 3 -tib is the fracture half-width IL],
I K-i K).
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and q(az, t) is the diffusive solute flux into the rock matrix [MIL2-tj, given by
q(r~ ) cpp B y |9 b S
where p Is the rock porosity 1Dp Is the solute diffusion coefficient In water in porous rock [L/tI,and N(m, y, t) Is the solute concentration in pore water in the rock matrix [ML 3 1.
For solute species sorbed on stationary fracture solids
(l- OC3(a t _ EISj(, t) + (1 - )AC 3 (z, t) = 0, z > 0, t > 0
where c3(ao, t) is the concentration of sorbed solute species [MAL3 1.
For pseudocolloids on the stationary fracture solids
(1 - Oc)g2a, ' t) _ tS&( 9 t) + (I - C 1)42>cC(& ,t) = 0, ar > 0,t > 0
where &2 is the constant volume fraction of the sorbed colloid per unit volume of the stationary fracturesolid [.1.
Inside the rock matrix
4p of -)Dp a (' + 14AN(mg t) = 0 m > 0 t > 0 > 0where Rp is the solute retardation coefficient in the rock matrix [-1
Linear sorption equilibrium between the solute species In the fracture liquid and the same species sorbedon the colloid is assumed. Both the solute species and the colloids In the fracture liquid are assumed to
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undergo the linear sorption equilibrium with the fracture solids
ClW t)
CA2W, t)
Adding the above equations, an equation for cl is obtained In terms of an effective retardation factor R,an effective dispersion coefficient D, and the retarded velocity v.
Ract(c t)at
v OCl(, t)oxu :
D 8 2C( ) + RAcl(r, t) +D . e(b = 9 > .t > (*)
where
R= (1+
*v=vl +
D=D (I
Kd)]
KdVI)Kd,u)
D2
.DlKd,)
e ] Kd2 Kd3! '
Then the apparent migration front velocity of solute is
V =-=R Iei (I+ 1 iKd)I + +- -ŽKd2] Kd
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wheredV
dKd3
(RIR-2) 3
R.R"A(
I ( ' I )d + (1+ 1 Kd) Id]I
Solving eq.(*) with the following Initial and boundary conditions
N(a, oo, t) =O
.N(mq kg t) = IC~g0Kd 3
N(q, y,0) = 0,
.c 1(0,t) = Kdco,
c 1(oo, t 0,
Cg(A, ) = 0
W > O t >
> t > 0
t > 0
t > 0
W >0
where co Is the Inlet solute concentration, we get the solution for the pseudocollold concentration.
=2Kd3 C , exp IfI erfc [f2] exp [f3] dqir 2 7V-
a > 0,t > 0
where
f =1V 4 RAD -v
2D
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f2=A2,p VDAKd3
8Dbeli 2 -
f3 = - 114D)
With FILTRATION, the first equation becomes
8a1(art)+ (IiVI8 + EJS1(aI, t) + -S2 (a, t)c-tlDl awl + C161Aci + eitiliAc, = 0,
> t > where A is a filtration coefficient of radioactive solute sorbed on natural colloids Inside theThe solution for cl remains the same except for
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fracture, Il/LI.
=2Kd3 co exp {f } erfc [f2] exp [f3] dq t >
where
fl.V2 + 4R*D - V
2Dand
* = 1 d_ + lA)] + 'Kd]del
A
Kd,
-
10
U._
-2
_0-100*'K 10*
K m1oS* K" -10'l Pseudo-colloid
DD v0. mrIax 10 2F3
-10'
RDpin10" a/vinlmWev inO.6 rn/a
16-4 WM,00 1 .2 3 4
Distance, m
) )
6 6 7
- I-:. ,., C^110
-
id1C10°
10
-1
1-2
0 , ,
%
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Where do we go from here?
We have developed some analytic means for predicting colloid generationand migration rates.
In so doing we have identified some parameters that need to be measuredin laboratory and field studies:
filtration coefficientssorption coefficientsdiffusion coefficients
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Do we know what these values are? Can they be measured? Can webound the colloid problem if we have some idea of these values?
Is this an approach to performance assessment?
Is colloids a problem in radioactive waste disposal?
'v
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n Isu
Natural Macromolecular Polyelectrolytes(HumicsFulvics)
A. Strong Complexors:e.g., * I ppm; UOgHu : U =5(
B. Colloid Formers:as colloids themselves or as coatiinsurfaces on mineral colloids
C. Strong Reductants:quinone type structures have E ca.PuO2+ = Pu(OH)4
D. Photolyze:produce peroxide in surface watersincreases reduction strength
D0-5000
gs on
0.7v
;,
K)~
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MIa
Ali
Go
Br4
Bro
Br4
Br,
letalIA
Irich
Iy . 4
ad. |
ad.
ad.
ad.
assume
basedsolutior
- Humate StipH _1
6.0 6.27-0.04
6.0 .6.68-0.47
6.0 6.1 6-0.38
6.0 6.53-0.30.
4.5 8.2- 1.0
4.65 7.0-0.3
es Am binds to 3on free Coe gr
in
kbility ConstantsMethod Analysis
LPAS a
UV Spec a
UV Spec a
Ultraf ilt a
Sol Extr b
Spec b
-Co2 a
oups per L. ofa:
b:
K11I
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K)
Separation
a) J-13 well water acidified to pH 2 (w. HCI),
b) Passed through columns of XAD-8macroporous resin at 3 - 6 gal/hr.,
c) Humics stripped with 0.1 M NaOH.
d) Eluant adjusted to pHa2 and passedthrough XAD-8, then stripped with 0.1 MNaOH, repeated twice more.
K)
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K>1.
Separation (continued)
e) Almost 3000 gal. reduced 2.5 1 after 3columns.
f) Freezed dried, then purified by severalcycles of dissolution In base, precipitationIn acid with ultrafiltration.
g) Overall yield of 60 mg HA, 15 mg FA.
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UV-VIS Absorbance
a) Humics characterized by ratio ofabsorbances at 465 and 665 nm(E 4/E 6 ratio.)
V)
b) E 4 /E 6: 4 - 8 for humics.
c) E 4 /E 6 : 4.1 for HA and 4.4 for FA fromJ-13.
0--.
K.)
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Infrared Spectra
a) Spectra of HA and FA from J-13 similar tothose of aquatic and lake sediments.
K>b) The spectraspectra from
differ noticeable fromsoil samples.
HA
I.-
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Other Properties
a) -13 nmr - typical of low mole. wt. aquaticFA and HA.
b) pH ttration - 2.7 meq/g -CO 2H)/g FA- 4.6 meq/g (-CO2H)/g FA
pKa(a=0.5) = 4.6 FA= 5.6 HA
Properties are all typical of-aquatic humics.
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13
12
11
10
9
8
I-
I I I I I I I I I
S.
5
4
a)3.>
U)
2 D)-)
1
'0O
7
6
5
4
3
2
5-.
.
I I I I 1 I I l Ii
0 1 2 3 4 5 6 7 8meq OHm/g HA
Titration and first derivative curves for J-13water humic acid.
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C
C ; .
300 200 100 0
Chemical shift in ppm (6)
The CP/MAS C-13 NMR spectrum of the J-13 waterhumic acid.
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(I (b)Humic acid from coastalsediment in Bahama
I I _ . I ~ ~ ~~~~~~~~I I
diUCaCa
Cx
200 150 100 50 0(ppm)
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K�)
Binding Studies
a) Used solvent extraction method:
0.1 M (NaCIO4) + HDEHP In toluene
b) D vs [-CO21 requires two parameters, p'1and 2.
log P1 = (7.57±1.43)a + (4.47±0.49)log P 2 = (2.68±0.54)a + (10.70±0.18)
K>1
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Calculated Speclatlon
No Ca*2
Ra6.98.2
Am9.5e-51.1e-4
AmHu1.01.0
AmCo3le-43e-4
Am(C0312neg6e-5
Am(OH)2e-54e-5
K1,)C e f.Corrected for Ca+
6.98.2
0.030.02
0.93. 0.41
0.04o.43
neg0 D.09
0.0050.05
)
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K>
COnlusions
Am(lIl) - HA could affect significantly.
U02+2 - HA probably would not affect unlessTOC > 0.2 ppm.
Pu02 Pu0 2+ 2 - would be reduced to Pu(IV) byHA.
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Particulate Material in Well J-13 WaterJ FII ti . Kerrisk and A.., .'I Ogard
Objective* Assess the potential for significant
transport on particulates in flowingradionuclidegroundwater
* Why Well J-13 water?* Establishedljyvell (1963)
* Routinely pumped* Close to Yucca Mountain
* Topopah
* ReferencESpring Member
3: LA-10929-MS
_~~~~~~~~~
Los Alamos
_K
-
-
F 0
m -m
'46
t
dV8l..- . -*-
GIN
i��z
(a~~~~~~~~~~~
Ia
K ) )
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Sample Collection
WellJ-13 -Prefilter' 1ORLm Hollow
FiberFilter5 nm
Membrane 53001 of waterFilter
0.4 urm93001 of water
-� K
Los Alamos
2 .
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Sample Analysis
* Membrane Filters (> 0.4 gim)* Water wash, centrifuge, alcohol wash, dry* Weigh
* 0.25 g solid from 9300 1 of water* 2.7 x 1 05 g solid/I water
* Elemental. analysis* Hollow Fiber (0.4 m - 5 nm)
* Backflush* 0.0025 g solid from 5300 1 of water* Elemental analysis
Los Alamos_//-- --- -And K-
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Catio>n. Co mpositionParticulate Sample. i .:+ 1. l nbrae fotr Hollow Fiber Filter
0.4 (0.4 jim 5 nm)60% Is
5°_ __1 U
. ' ] ,i, i,\
of
. AIf
4 , I I ~ ~ .j!
S
SI
FeNa
.% I
,. 41�..
i
* i
.1 I
.
; iV
i.
'i.
- ,.
.. I .
.
' . ,...
. I4; ;4 . ,
i ; :
.i . .
* t. ,-
wp 3.
UAl,
.j
1 ) .K .. >.Los Alamos
K )
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3i
h cIulates in J-13nuclide Transport;.
, *. O. ,
,, I .
.*ix Is tlc Cis t
the sorptiia i iculaes in J-1 3 water (mlhe 6oncettibn o particulates in J-13 water (g/l)he dissolved radidnufl6dp species concentration irr (moles/)2 ,;R+> s ;$:i;.i fits an,+; ;uateInhv moles Srbebed on"articulates/
1=R 1.00
fg)
i J-13
water
-i
species sorbed on6lid¢; 1Ospecies!I ..* llbI , 1-
II
4
..;i,
I _ _ . _ . . .~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
i
\1
Los Alamos
Kj
-
mhtcpaq D&%f inetae in .12 Wutaron Radignuclide Transport
. . .. - .} > ~~~~~~~z10=0.01
a?.L; .h*;-*, ........................-...-._
4n7~~~~~~~~~~~~~~~~~~~~~~~~~~~~~:; ' 1 ............... ..E
- - -- ----- |--
r*.
I~~~~IO
d . . 1 ' 1w - x I *t . X . .. , ....,,,, ,
4 ,-6 : jj{1 - ;, -1 - 0
r. O . ... 4 i , I * . . I
- -' ., - t
�vI
K>
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c+us 11 WQ uestions
* If particulates in, Well -1 3 water ard representativeof groundwater underthe repository and the
sorption ratipf- part 1,tes is not significantly large-e thai) re6po Qat4i M dlirlonuclide transport byparticulat ignificant problem
;i W J nve of. groundwaterunder h'SerptIn rtPif
What i th otoni ato of the particulate material
)k r
I?54..
. Los Alamos-
I/ ~Kj
-
g a
U II U U a
U lea
U U U i'u a a
.Intel �446ck 'bZlI l
-
I i=a9
~~~~~~ e
* a a a
l~~~ V V VU
- ~~~~
f
-
* e 0- a g -e~~~~~~~~~~~~~~
C - - - C - 9* 0 -
K> K), el
-
I~~~~~ 1_
~~~~~~~~~- s a
K> K)- I
-
I _~~~0
*l - - -.6*S
-| S 6 .6 .
-S S S S m S
U . U O~~K -7
-
-~~~~ A A
**
~~~~~ -- - S-- U -S -
KU K)~~~~~�I-j
-
0 0
A S
SU -
S. --
m S.
e Se - S 0 S
K)lb
-
K)j
-
;-~~~~~~ AA~
l~~ ~~ . -.- *
At
-
~~- - ee S
-~~ - S
Any, )d
-
K) vle
-
K-> K)j
-
. I
-
l~~~ *@ S. - 5- 0
-~~ 55 - SS-U-
S.- 5|S S
K>f
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Characterization of inorganic colloids from someNTS well waters
t B.E. VianiS.1. Martin
Lawrence Livermore National Laboratory
M. ten BrinkUSGS
* . Ta?
l
K>
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Characterization
* Samples collected* t A
f( in pumped wells,. q.
Ov , i -iMasse ind by filrati
* Mass determined by filtration
* Phases d :ifed bk$lEO and XRD
* Individual phase compositions measured by EDXS
K-' K)
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NTS groundwater colloids I
* -1 mg/L
* Inorganip
If . nit. f t- 4;
* Fe & Si dxides, layer slicates, exotics, some that go poof
* Mineralogy related to sampling well
I
I>K
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Colloid concentrations in some NTS waters
Particles captured b+1.015 tim membrane filters
Well t Particles TDS
4,mg/L mg/L
J-1 3 2a 1.4 281UE-9c. 3.1 151
UE-20n-1 5.1 255
5c 1.1 381
K> K>
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Preparation of samples for TEM analysis
I II.
. .I.,I I
. I
.,I
r14
'5.
-.!
I¢''
I
I I
I .
00
sample
filter paper
holey-carbon-coatedcopper grid
K)
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Well Jm13 -Mica LU!
I fr.0, , ).
,.s
I , . .I L
.0 ... AV IIf
X .
1.0 pm . T
K> K)
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Well J=13-Hematite
1.0 pm
i T
IlCountsto
C
IC
IC
SC
Sc
3C
2(
'I
O
ho
mo
0o
00
0
I a
I
I
lu
101
oeCu he Ca
1 6
lb S2 14 Is is 20k*V
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Well J-13 -Illite|
41~~~~~~~~~~~~~~~~~~~~~~~~~~~~~o
Counts
90
so
?0
to
so
Fe
So .K~~~~~~~~~~~~~~~~s~e
K> v)
-
Well 19c-Cdstobaite
1.0 Pm
4 .
t '. ,
Counts
t0
120
0
60
I Cu
kaw44-a S a
KU1-
-
Well 19c-Amorphous silica
1.0 pim
too ~~~~~Cu
1 *120
. 0 6
soCu Cu
sokCr
K-> K)
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Well 5c -Hematite
iI
0.5 Plm. ?
480
420
360
300
240
ISO
120
50
0*
a4,
t. .
0
Fs
F a
4
Cu__L -at" 12 14 1 1 d
K>.,; a a t2 t4 1 a A
A cMW~UwIe 20 A WA .1 "i 3)0. tIe Kt. 12_ A___ _
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Topopah Springs tuff fracture flow experiment -0.05 rn/day -Hematite
lohm
I
1.0PMCount
:8o
.120
360
300
240
120
4 .
:3 ¶~~~~~~~~~~~~~~
a
Fe
K> Go0JICr.F*Cu tISM ~ WL~C
-- - -- - -- - - - k*lV
-
Topopah Springs tuff fracture flow experiment -0.05 m/day -Quartz
.W
I
1.0 amCounti T
10
ISO
120
60
so
a St
I
Cu
U
I
6%b-%ft#ov4LAK> k*V K)I I i 4 \-A 6 i a i 10
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Conclusions
* Most of the Inorganic phases identified are consistent withminerals in formation.
* Contamination inferred from presence of exotic phases orcompositions.
* Different wells display differences in mineralogy.- Well J-13: Iron oxides, layer silicates, and Ca-phase
. .
- Well 5c: Iron oxides and layer silicates- Well 19c: Silicon oxides
* Particles that are damaged by the electron beam, and those thatare not captured by the holey-carbon-flim are not sampled.
* Inorganic colloids in "clean" groundwaters and those generatedin core-flow experiments are readily detected and identifiedusing this method.
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Direct Quantification of Organic Material
in NTS Well Waters
a .
Cynthia E. A. PalmerRobert J. SilvaHoward L. Hall
Gregory L. KlunderRichard E. RussoDavid A. Wruck
L -�� ........ K. K�11� .
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Total organic carbon in NTS well water
NTS Well
4
8
16D
20W
Cane Springs
A
0.229
0.247
0.227
0.254
0.551
Sample Preservation Method
B C D
0.113 0.00951 -0.0626
0.507 -0.0587
0.135 0.00914 -0.0386
0.153 -0.0213 -0.0776
0.416 0.254 0.233
E
0.0203
-0.0154
0.0157
0.0262
0.268
. .
I .,
Methods A:
B:c:
D:
E.
H 3 P04 , light, ambient temperature, plastic bottle
H 2SO4 , dark, cold room, plastic bottle
H 2SO4 , dark, cold room, glass bottle (EPA protocol)
H 2SO4 , light, ambient temperature, glass bottle
Na03 , H2SO4 , dark, cold room, glass bottle (Whitbeckprotocol)
N-es: Aldrich Humic Acid (Na salt) 44 78% C by weightw~~~~~~~~~~~~~~~~_ - - K)j
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Technical Issues
* Appropriate "zero'
* High concentration of Inorganic carbon measured beforelow organic carbon concentration
- adjust pH to 3- bubble Ar through sample - 30 minutes- three determinations of [TOC]
, T
*Standard Additions I .
K)
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Analyses of H 2 0 Background ILUDetector Response
(mV)
MiIII-Q H 20 B. 281
Milli-Q H 20 B. 222
MiIIIQ H 20 B. 151
HPLC H 2 0 ,
lowest NTS groundwater
32.391
52.054
51.398
20.484
13.389
K> K)
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Charge Transfer Fluorescence Determination
Groundwater< 0.20 ppm TOC
100 ppm Eu+3
Complex _1o Eu-organicFormation
Laser Excitation
of organic ligandwith 354 nm light
Eu-organic*
Eu-organic Charge WTransfer
Eu-organic*Fluorescence
Eu-organic
T
K)
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Effects of varying concentration of Humic Acid
[Eu+3 ] = 100 ppm pH = 5.24
450
400
3504-
' 300
0u 250C
0(nL 2000
150
100
500 100 200 300 400 500 600 700 800 900 1000
HA Concentration (ppb)
K>-- KJ
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Effect of varying pH
[Eu*3] = 100 ppm [HA] = 300 ppb
200 1.8
180
160
E 140E_ 1200
4T 100-y
80a-
cC
'4
E
(a
a)
to0
aly
a0
60
40
20
pH
--- 49 2 nm -- 613 nm & 492nm/613nm
< -I
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Technical Issues
* Precipitation formed in well water samples
* Photodegradation of material In well water samples
* * Eu fluorescence observed
* Tunable excitation
* Less powerful excitation source
K> KYV
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Swedish EffortAbsorb
DEAE - cellulose
Desorb0.3 It-- mNaOH
IAcidify
II
SolubleAsorbXA-
Desorb0.1 we agoNaOH
ion exchange
Lyophilize
Fulvic Acid
.1
I .
IInsoluble
sorXAD-8
Desorb0.1 eI
NaOHt
Ion exchanget
Lyophilize
Humic AcidK-I
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Technical Issues U:* No acidification of well water required
* Unsuccessful at rinsing DEAE free of organic materialbefore loading well water
* Laser light scattering
* Flow cytometryT
.
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RADIONUCLIDE MIGRATION AT THE NEVADA TEST SITE
JAMES R. HUNT
DEPARTMENT OF CIVIL ENGINEERINGUNIVERSITY OF CALIFORNIA AT BERKELEY
SUPPORT:HYDROLOGY AND RADIONUCUDE MIGRATION PROGRAM
LAWRENCE LIVERMORE NATIONAL LABORATORY
. s
K)
-
NEVADA TEST SITE
J3cn (P52 P55)
*CambAcus.(RNM-1, WUM23)
\'s IWeOs r + c
0 5 1OiA0 5 . , IO 5 10 15 m
9LtL
-
CAMBRIC SITE CROSS SECTION
Depth(n)
CambricUse RNM-A Surface 3132 ft
(6/15/85) (620/74) 0-II1IIII 1O0-
I AlluviumI EstimatedI chimney
I'
-
CAMBRIC8000-
J 6000 DITCH
O DEEPCL ~~~~~~~~~LYSIMETER
4000X
2000- ow
0'75 80 85 90
YEAR
,L. . N
-
PWV41.6" 0.4 2 -a r"tQ
jqT3CJ qr�� *+WT )
Y�'. V . Tn &. A -�, - ) Qgt. IC14 a. )LiCL-377¶-w % iLPLNL
0
200
400
E 600
Ca800
1000
1200
1400
Figure 2.L Vertical section of the Cheshire study area, showing schematically the relationship be-twen the UEZkn-1 satlite wel and the cavity and formation samplin points in the U2anPS hole.The hypothesized direction of groundwater movement is upward from the cavity through the chimneyto the upper permeable zone, and thn lateraly to the formation and saellte sampling points
6
-
PARTICLE CONCENTRATIONS BY SEQUENTIAL ULTRAFILTRATION
LOCATION
CAVITY
SIZE RANGE
200-6 nm50-3
CONCENTRATION
55 mg/L10
FORMATION 50-3 4
. Y
I ,.WL4 Lt"t)
KJ
-
TRANSPORT OF RADIONUCLIDES FROM THE CAVITY
HALF LIFE FORMATION FRACTION SATELLITERADIONUCLIDE IY TO CAVITY DISSOLVED TO CAVITY
RATIO IN CAVITY RATIO
3H 12.26 0.86 1.0 1.1522Na 2.6 0.126 0.93
oCo 6.27 0.034 0.021
'°Ru 1.02 0.25 0.1412Sb 2.76 0.54 0.97 0.22
_"Cs_ . 2.065 0.072 0.684 I-
' 87Cs 30.17 . 0.17 0.65 0.001Ual.". US6Eu 4.7-13.4 0.026
-
CHESHIRE RADIONUCUDES
WA6C '..
o 0.1 0.2 0.3 OA 05 0 0.7 0.8 0X 1.0Fraction dissolved, cavity
\K)
-
Prokllhs oS Ck.ask\e Do-to. Set
1, mrpd la"Ies
z. Stor'cl4 bowles4. (Jr at lcrd w 5cnrel
14. UTviam 4ior ve
-S, 4I\ CASIH19
9.-.
-
PARTIALLY CLOGGED FRACTURE
4
zaiD -- - ~ ~ ~ ~ ~ IPo +x
-
IX-0
tDat >)'I4
)Ž
-
K>f
PARTICLES MOVE FASTER THAN WATERIF EXCLUDED FROM POROUS REGION
APERTURE - 0.1 cm
POROSITY = 0.95
CONSTANT PRESSURE GRADIENT
PERMEABILITY, k cm2)
0-
-J
so
tll
:
X
10
la
10
2.5-
10
1.5~
10
0.5
k-10 1
k-I 8
I
0.2 0. 4 0.6 0.8 10NORMALIZED POROUS REGION THICKNESS
4 .4, " Nkj. (CA- , 4u JiA4)
-
TAYLOR DISPERSION IN FRACTURE
OVERALL LONGITUDINAL DISPERSION
+ 2 b 2DL = Db 210
Db = BROWNIAN OR MOLECULAR DIFFUSIVITY
= 1 0-5 cm2/s FOR SOLUTE
= 4x1 O9 cm2Is FOis 1 pum PARTICLE
!~ ~ 'K)
-
BREAKTHROUGH CURVES FOR U = 1 m/dAND 1 m DOWNSTREAM
1.0
0.8
0
a
J:
US
S
c
0
0,.I:
0.6
0.4
0.2
0.0 L.0.7 0.8 0.9 1.0 1.1 1.2
Time [day]
1.3
V 0,,,A ��
9
-
SCHEMATIC OF PARALLEL PLATE FLOW SYSTEM
from daystock tank
direction
of fow
o constant flow6tcnt~kreturn u toIstock takstock tank
pressure A " ")transducer
PARALLEL PLATES - Top View
K> K)�11�
-
EXPERIMENTAL PARAMETERS
* Parallel plate dimensions:- aperture, b = 0.026 cm- width, WTOT = 10.2 cm
- length, L = 25.4 cm
* Approach velocity of 184 m/day (flow rate = 3.38 mUmIn)* Montmorillonite, Initial concentration = 500 mgIL* O.IM NaCI, 0.IM CaCI2, lg/L NaN3* Experiment duration of approximately 820 hours
-
RUN 7 NORMALIZED HEAD VERSUS TIME DATA
12
10
8e
I eX
- - / -
.S -
S ~ S~
I I f * - _
6
4
)
2
n- - - - - - - - - - - - - - - --
0 100 200 300 400 500 600 700 800
Time [r]
900
3?
-
10
a
E . | RUN 7 DATA
6- 6 |estimated
circles: measured(average of three)
0C 40 ~~VJAJ~
2
0 100 200 300 400 500 600 700 800
Time [hr]
-
FOR A PARTIALLY CLOGGED FRACTURE
PARTICLE VELOCITY > SOLUTE VELOCITY
PARTICLE DISPERSION > SOLUTE DISPERSION
V. PARTICLES ARRIVE SOONER THAN SOLUTES
EXPERIMENTALLY, WHEN SOLIDS OCCUPY 1 % OF FRACTUREVOLUME, HEAD LOSS INCREASES BY A FACTOR OF 10
EXPECT COMPLETE CLOGGING IF HEAD LOSS IS CONSTANT4?,
1
-
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c..o1Igi4 UW II c6eo;t 0-ta-t~ cJ.3 4fciluAe&.
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rgI
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e
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Cqotuwrn Sr'SaILTAtu"Se-sm-.
a.
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Iola A.t vs
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9-
_~. _o
-
Characteristics and Mobilityof Actinides in an
Aquifer in a Semi-arid Region
by
W. L. PolzerE. H. Essington
Environmental Science GroupLos Alamos National Laboratory
Based on'Cooperative Studywith
Argonne National Laboratory
W. R. Penrose, D. M. Nelson,and K. A. Orlandini
-
Liquid Waste Treatment Processat LANL
. Addition of iron sulfate and lime
* Precipitation of iron hydroxide and calciumcarbonate
)'
9
-
Treated Waste EffluentDischarge Area
• Shallow alluvium aquifer in Mortandad Canyon
• Storage capacity of aquifer(20-30) x 103 m 3
• Annual storm runoff(25-125) x 103 m 3
* Annual effluent discharge-40 x 103 m 3
* Water movement-90% subsurface
-
10o 1
z 10°
C t^ 24 Am (MBq)
101l * Total Pu (MBq)
0 Volume (k.m3)
102~
1980 1981 1982 1983 1984
Year
-
Monitoring Access WellsMortandad Canyon Shallow Aquifer
Lm,. Water Table
I
MCO-5.Alluvium
MCO-75SCAM.
K> K>V
-
Actinide Characteristics
* Concentration
* Distribution ratio
. Oxidation state (Pu)
* Ion-exchange properties
* Size fractionation
* Chemical reactivity
Rate of movement
9
-
Surface Sampling Station and Monitoring Wellsin Mortandad Canyon (March 1983)*
Parameter Surface MCO-4 MCO-5 MCO-6 MCO-7.5
Distance 1900 1807 2235 2660 3390fromoutfall, m
Depth of 5.2 7.3 12.5 18.6well, m
Depth to *' 1.2 -4.3 9.1 13.1water, m
Pump 4.4 6.6 11.9 18.0depth, m
Sampling 4.1 2.8 3.8 1.9rate,Umin
*Distances are measured along the stream bed.
K> K>
-
10°
Cr
0-W
-I
C:
00
l-1
102
*............ l.... .. .. * . ..... ***** ..******. -.
24 1Am
. i
103- 2 3 9 , 24 0 pU
rvlay 198241A4I
1800 2200 2600 3000 3400
Distance from Outfall (m)
-
Characteristics of Aquifer Water
pHEh02Oxidation stateDOC
6.4 10.1>200 mV>0.3 gg/mL>90% Pu[lIlIV]
-
106
i52 3 9, 24 0 PU
-J
-
C:
041o
id .
10
id
Lee..c *I ........ e.....
24 1 AmMay 19811�-
1800 2200 2600 3000 3400
Distance from Outfall (m)
K -\ , K�Ij-
-
Low Molecular Weight OrganicsMortandad Canyon Aquifer
Concentration (ppb)
WaterPyridenes(pyridene)
Natr'I prod(quaiacol)
Phenols(phenol)
Organ acids(isobutyric)
Alkyl benz(o-xylene)
MCO-4 2.4 24 23 140 13
Surface
MCO-5
MCO-6
MCO-7.5
* 1.3T! ,
3.7
2.3
3.1
14
20
19
16
8.4
28
32
38
90
160
110
94
9.4
17
140
12
K> K)
-
10
i1
104
z
00 0 0
0 00
0U
U0
0 U0 0
0 a 0 . 0
.
t. , a 0.
r
o MCO-5* MCO-75o mcO-6
1i. . . . . . . . I , . . . ..... a I a I . a a a I. a
-1 IdCOLLOIDAL
icdDOC (ppm)
i1'I
V)
-
Distribution of Charged SpeciesMortandad Canyon Aquifer
Percent23 99 4 0pu 2 4 1 Am
Water Anionic Neutral Anionic Neutral
Wasteoutfall
MCO-4
Surface
MCO-5
MCO-6
MCO-7.5
7
T2
3
3
4
94
99
93
96
91
11 78
3 98
3 97
17
46
31
84
s63
8 94 93
-
Distribution of Anionic PuMortandad Canyon Aquifer
Percent
Water 239Pu (ambient) 23Pu (tracer)
Background -- 20Waste outfall .7 13
MCO-4 2 29Surface 3 --MCO-5 3 24MCO-6 4 -, -
MCO-7.5 8 56
-
Distribution of Anionic 2'AmMortandad Canyon Aquifer
Percent
Water Ambient- Tracer
Background - 26Waste outfall 11 6
MCO-4 3 17Surface 3 20MCO-5 17 18MCO-6 46 18
MCO-7.5 31 37
-
Actinides in Colloidal - Size FactionsMortandad Canyon MCO-5 Water
Percent
*Size Pu Amfraction Ambient Tacer Ambient Tracer
0.025,um-0.45,am
lOOK MW-0.025,m
1OK MW-lOOK MW
-
Actinides in
-
Actinides in >10K MWSize FactionsMortandad Canyon MCO-5 Water
Percent
Sizefraction
Pu AmAmbient Thacer Ambient Thacer
0.025,um-.0.45gm
lOOK MW-0.025,Am
1OK MW-lOOK MW
.94... I
34
0.5 2
70
2
28
56
6
385.5 64
K> K>
-
238pu to 239240Pu Ratios inMortandad Canyon Samples, - 1982 and 1983
Distance from Outfall (m)l l l l l l l
1807 1900 2235 2400 2660 3180 3390
Aquifer water 0.21 0.30 0.59 5.01982
Suspended sediment * 0.04 - 0.59 0.35 0.081982
Aquifer water 0.19 0.77 1.6 6.81983
Suspended sediment 0.18 0.38 0.60 0.231983
Surface sediment 0.15 0.16 0.251983
-
. n (Th
10
0c _o
cr:
M
co
co
0
0
'*1Gi0)
1
0.11976 1978 1980 1982 1984 1986
Year
-
Characteristics of Actinidesin Mortandad Canyon Shallow Aquifer
Pu > 90% Pu(lll,IV)
Charge distributionPredominantly neutralSome negative charge
Size distribution 3Pu -Colloidal (0.025-0.45 gm)Am -Colloidal (0.025-0.45 jm)
-Soluble (
-
Characteristics of Actinidesin Mortandad Canyon Shallow Aquifer
(cont'd)
* Reactivity (isotopic equilibrium)Irreversible-very slow to react(laboratory and field)
• Rate of movement (relative)Pu < water (tritium)(e.g., Pu -1 0 times slower than tritium)