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Transkript

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-!:'i:\E
\C,GREGATES
'š.
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70
- ] .{n opticď micÍogÍaph showing abnormď grain growth. one grain grew much larger than the others. Large grains resulting
from an abnormal grain growth situation always contain many poÍes and often show facets.
r : i, A is arat e
srnbols are for
: ra:er-free conlcs during diffu-
sigruficantly
úerB'ater-adřB-erporos1ty
ť s.ater.
rnlundaries, although some of the large grains
rlrnmined internal pores. The size of pores inrůxsed with the increase in grain size.
The average grain size is plotted as a function
:ť dme in Fig. 12. The data fit eqn. (1) wilh n:2
:r 3. The temperature dependence of the grain
grorwh rate is shown in Fig. 13, which indicates
ňat the activation energy is ca. 520 or 600 kJ /mol
ir-rr/r : 2 or 3 respectively.
Discussion
of the samin Fig. 11.
n gÍain size
in porosity
B-slze distriore homogeSignificant
zled at high
E durations
mll on grain
Grain growth commences in the later stage of
hot-pressing. While significant pore space remains, grain growth presumably involves mass
transport through a fluid phase (water and hydrogen in water-added conditions; see Karato et al.,
1986) or along grain surfaces. The grain growth in
this stage is much slower than the grain growth in
the later stage (i.e., in low-porosity samples) under
otherwise identical conditions (Fig. 9). The inferred slow mass transport through water (and
hydrogen) can be attributed to the low solubility
of olivine in water (Nakamura and Kushiro, T9'74).
When porosity becomes small and the contact
area between grains increases, more effective grain
growth occurs. The pore-rich zones surrounding
the pore-free cores (Fig. 3,A')can be interpreted as
a result of rapid grain growth soon after the
effective densification. During this process, the
grain-size distribution changes from a wide (Fig.
1) to a narrower distribution (Figs. 5 and 7). This
suggests that fine grains were selectively consumed
by this process. The rapid grain growth inferred
from pore entrapment can be attributed to the
large driving force caused by the presence of fine
grarns.
The presence of relatively pore-free rims surrounding pore-rich zones (Fig. 3A) indicates a
slower grain growth in the later stage. At grain
boundaries, pores occur both at triple junctions
and at two-grain contacts (Fig. 3A). Pore entrapment still occurs in this stage (Fig. 3B, C) but with
a slower rate (Fig. 3A). Therefore the grain growth
rate at this stage is not largely controlled by the
presence of pores (Brook, \9691' Carpay, 1977),
although it is obúous from Fig. 3 that pores do
exert a drag force on movins boundaries.
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26',7
INE AGGREGATES
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11. Time variation of grain size in samples annealed at 0.1 MPa. The data fit the grain gÍowth law Gs" _ Gsď : kl with n:2
3, where GS and GSo are the grain size at time t: t and Í:0 respectively, and k is a rate constant.
or
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Lfres at graln
cois, 1965)
rough the
ore coaleun growth
ois. 1965)
60
104/r(K)
62
6.4
1o4/T(K)
Fig. 13 Temperaturedependenceof grain growth Íateat 0.1 MPa' Ě is a rateconstantdefinedby eqn.(1) in the next:(A) Íotn:2;
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I-\i OLN-INE
r groB.tbf
is ůe same as at water-free conditions.
grain boundary mobility may also be
from the observed abnormal srain
{.rf
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The porosít.l
:d due to a
ntrapped (cr
les re6ain6{
ll sugesting
Igrarn grouth
ibe estimated
ll is signinůrn rn olivine
(ohlstedt and
i close to the
L Piacente et
ňat the grain
0-1 MPa is
rhich is, in
rrss transport
rt due to the
r suppressed
cned in the
rmportant in
exercised in
0-l MPa to
rtion can be
is related to
Íorn :2);
(3)
rrnt (- 0.5;
tdary energy
1982).From
ies are estimth rate at
re water-ad/s)/(N/rď)
1573K and
en assumed
water-added
sssuming that the driving force in this
b ňe grain boundary energy of consumed
Erains in the matrix. This gives M - 7 x
*
269
AGGREGATES
tm7s;76N7rď) at 1573 K (-3x10_14
N,/m') at 1473 K), 300 MPa and water-
mďtions.
These results are in good agreerith the grain boundary mobility estimated
tbe normal grain growth. Since pores are left
tbe moving boundaries in abnormal grain
ffi
(see Fig. 10), this agreement indicates that
tFtň
boundary mobility at water-added con&
-rrain
ÚÚfuns in the normal grain growth situation is not
nů
ďfected by the presence of pores. Therefore
Ůc present results in water-added conditions may
h applied to the Earth's interior, where the
of water is presumably smaller and there-nrnt
be the number of pores is much smaller than in
'- present study. The observed magnitude of the
rnhancement of the grain boundary mobility due
n ůe presence of water is similar to the magniwde of the strain rate enhancement in diffusion
uerep. both approximately one order of magnitude
tKarato et ď., 1986). Note that the observed enbncement of the grain boundary mobility may
crylain the enhancement of dynamic recrystallizadon due to the presence of water (Chopra and
Paterson, 1981, 1984). However, the mechanisms
of dynamic recrystallization in these cases have
not been studied in detail.
The grain boundary mobility may also be
estimated from the rate of primary recrystallization (the grain boundary migration driven by ďslocation energy). Using the data of Toriumi (1982)
at 0.1 MPa ("dry" conditions), the grain boundary
mobility at 15'13 K is estimated to be - 0.8 x
70_1a (m7s)/(N/Í,il,
which is in reasonable
grain
agreement with the
boundary mobility
estimated from the present results. This is rather
surprising since Toriumi (1982) noted a thin melt
film in many of the grain boundaries. The agreement, in order of magnitude, of the results of the
two studies suggests that the enhancement of the
grain boundary mobility by the presence of a melt
phase is not very large under these experimental
conditions, although significant enhancement of
boundary mobility by a melt phase is often reported in other systems (see, e.g., Urai et al.,
1986).
When pores do not significantly inhibit grain
boundary migration, grain boundary mobility may
be controlled either by intrinsic mobility or by
impurity drag (e.g. Yan et al., 1917). Intrinsic
mobility refers to the mobility that is limited by
the rearrangement of ions near a grain boundary,
including detachment from one side and attachment to the other side of the grain boundary
which is not affected by the presence of impurities. The intrinsic mobility is often related to the
density of steps of grain boundaries where detachment and/or attachment occurs. Since the density
of steps is related to the crystallographic structure
on grain boundaries, the intrinsic mobility can be
anisotropic and often results in facets (e.g. Yan et
a|., 1977; Smith et ď., 1980). In contrast, grďn
boundary mobility controlled by impurity drag is
less anisotropic and grain boundaries will not
show facets (e.g. Yan et a1.,1911).Olivine crystals
studied here sometimes show facets (Figs. 6 and
10) and many of the dislocations (presumably
screws) are perpendicular to the grain boundaries
(Fig. a). These observations suggest that the grain
boundary migration in olivine may be controlled
by the intrinsic mobility under the experimental
conditions. However, more detailed studies on the
effects of impurities are needed to clarify the
mechanisms of grain boundary migration.
Similarly, Tullis and Yund (1982) found that
impurities (hematite and calcite) in quartz aggregates have little effect on grain growth, and the
quartz crystals in their experiments show facets.
They attributed the observed small effects of impurities to their high solubility in water. Thus in
this case again, the surface process(es), rather than
a fluid phase mass transport, is likely to control
the grain boundary mobility. Urai's (1983) observation of faceted grains in the presence of a
fluid phase may also be interpreted in a similar
way.
Geological applications
The present study has demonstrated the important roles of temperature, water and pores in
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OLI-I\E
2,7Í
AGGREGATES
pÍocesses of static annealing in o|ivine
:,slocation recovery dominant
t.
-'.9
4'
!
n:n:-
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nl
x
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65. :: GS :
e 3:-:rn eÍorr_h
rC :r..ken lins
*=-iree condrt-iree
condiE : t rl
kJ ,/mo l
Domrnant processes of static annealing in olivine
ft- ii
Initial dislocation densities and grain sizes are
IEFEE3Iň
steady state of
'Err-pti ro have values corresponding to the
uá:r:uúon
and dynamic recrystďlization, which are derers:erl
l€ l r on dislood rherefore
considered.
bo likely to
rrato et al.,
ts \\'ater-adřerent from
L<seen that
M-n dislocaures and/or
tro\\'th may
ructural den n'hich delct occur at
igň stresses)
\icolas and
nrized evirc naturally
Ír assumed
lary migra-
by the shear stress acting prior to static annealing
sciÍc lrnes show the characteristic times of dislocation recovery
Krnro arrd Ogawa, 1982) and dotted lines those of grain
gr':r$:
gÍzČ. I974:
(MPa)
both for water-free conditions. At relatively high tem-
initial stresses, dislocation recovery is faster
leerures/low
m"- o-rain growth, while at relatively low temperatures/high
ml.:el stresses, grain growth is faster than dislocation Íecovery.
:ron is grain boundary energy. At the early stage
.rf static annealing where many dislocations still
erist, grain boundary migration driven by dislocadon energy may also occur (primary recrystallizadon; Toriumi, 1982). However, primary recrystallization is a heterogeneous process and the
quantitative estimation of its effects is difficult.
Second, although dynamic recrystallization
might reduce the grain size to something small
enough to promote grain-size-sensitive creep,
thereby resulting in softening (Twiss, 1976; Karato,
1989), this effect will be ephemeral since grain
growth in diffusion creep is very fast. Rapid grain
growth will increase the grain size again, and
dislocation creep and resultant dynamic recrystallization will occur again. Thus cyclic softening-hardening might occur as a result of grain-size
reduction and subsequent grain growth. At preSent clear experimentď evidence is available only
for hardening due to grain growth during diffusion creep (Karato et aI.,7986; Karato, 1989). No
convincing demonstration has been made for
softening due to grain-size reduction during dynamic recrystallization (see, e.g., Twiss, 1976;
Zeuch, 1982; Karato, 1989). A possible complex
rheological behavior associated with grain-size
changes during deformation will be an important
subject for further study.
In all of the above discussion, the role of pores
or secondary phase particles and the possible effects of differences in the nature of impurities
between experimental samples and natural rocks
are neglected, although fluid-filled pores and impurities are common in grain boundaries of natural rocks (e.g. Waff and Holdren, 1981). The effects of pores or secondary phase particles depend
on their mobility and distribution (e.g. Yan et al.,
1977). Their effects in retarding or inhibiting grain
growth are a maximum when they are immobile
and finely dispersed. The present study has shown
that the size of water-filled pores increases with
grain growth, and that they do not have a significant effect on grain growth when their amount is
limited (ca. > 9'7Votheoretical density). Also, the
effects of impurities appear not to be very important under experimental conditions in which
grain size is small and the driúng force for grain
boundary migration is large. However, the effects
of secondary particles or impurities can be important in some geological situations in which
grain size is large and the driving force for grain
r
boundary migration is relatively small.
Acknowledgments
I thank M.S. Paterson and K. Kogure for the
use of the Paterson-gas apparatus and the Elzon
Particle Counter respectively. This paper was completed during my visit to University of Colorado,
which was supported by CIRES and NSF. I thank
H.A. Spetzler for his hospitality during my visit.
Careful reading of the first draft and the detailed
comments by M.S. Paterson were useful in improving the paper. M.R. Drury offered a comment on
the possible role of fluid-phase mass transport.
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273
Di OLTVINE AGGREGATES
S
*. u.
in minerals. In: B.E. Hobbs
Mileral
and H.C.
and Rock Deformation: Labora-
I sIZe
rd
Holdren. G.R. Jr.. 1981. The nature of srain
in dunite and lherzolite xenoliths:
}
tl'oá. vqp
fu Kimberb
n \l'eshingn
mof
eas phag
lnst. B'eÓ-
ř
I porous cmra] stuďes il
ir- I-ond., Serntion
of anir- In: K. Fucbs
$ructure, and
r Srstem. AmL
Plasticity and
liler'. London.
'rcond-phase
Eem, Soc.,69:
r pressure apH- Min. Sci.,
I€Í
rn quirrtz.
do.
V., 1975.
l raporization
* 1980. Grain
ftor), GrainDíetals Park,
in olivine at
r- 30: 26-35.
I bnetics of
L -318.
er
úscosity
, 3 3: 88-100.
Í€crystďlized
nphys., 115:
illi'ation
and
rryhysics,96:
86. Dynamic
M.F.,
Cannon,
R.M.
and Bowen, H.K.,
197'1. Grain
boundary migration in ceramics. In: R.M. Fulrath and J.A.
Pask (Editors), Ceramic Microstructures '76. Westview,
C olo. , p p . 2'76-30'1.
Í}-Fe.o=
I rbe ot
Yan,
rc|r"
qm
tÍÍlllsport in refractory
implications
upper upper
J. Geophys. Res., 8ó: 367.7_3683.
mantle
Zeuch, D.H., 1982. Ductile faulting, dynamic recrystallization,
and grain-size sensitive flow of dunite. Tectonophysics, 83:
293-308.

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