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Chemistry of the Kingston dolomitic limestone
NATIONAL RESEARCH COUNCIL
CANADA
DIVISION OF BUILDING RESEARCH
CHEMISTRY OF THE KINGSTON DOLOMITIC LIMESTONE
by
J. E. Gillott
Internal Report No. 186 of the
Division of Building Research
OTTAWA
PREFACE
Extensive study by the Division of the expansive reactivity shown by dolomitic limestone from Kingston when used as the coarse aggregate in concrete has led to a reasonably complete
picture of the performance of the aggregate. Work is proceeding in an attempt to discover the
specific reactions involved. Studies are being made of the chemical and mineralogical compositions of rock from beds at various depths in one of the quarries, in the hope that some correspondence between composition and reactivity ュセケ be found which will indicate more clearly the role which composition may play in the reaction. The chemical analyses which have been carried out are now
reported and examined. The author, a research officer with the Building Materials Section, has had special experience in the application of various techniques for mineralogical analysis.
Ottawa
February 1961
N. B. Hutcheon Assistant Director
CHEMISTRY OF THE KINGSTON DOLOMITIC LIMESTONE
by
J. E. Gillott
The expansive reactivity with cement alkali
dis-played by the argillaceous dolomitic limestone from Kingston, Ontario, has been previously described (11, 12, 13). A
comparative chemical investigation intended to throw light on the mechanism or causes of the reactivity is described in this report. This study was carried out in conjunction with a petrographic and mineralogical investigation described in another report (5).
Sampling was restricted to particular beds in one of the operating quarries near Kingston. Rock was obtained at depths of 6 to 7 ft, 10.5 to 12 ft, 20 to 21 ft, and 24 to 30 ft from the surface and it was hoped that within these beds there would be constancy of chemical composition so that a direct comparison could be made both between the selected horizons and between the rock and aggregate. The rock was
crushed and sized and used as aggregate in beams made with high and low alkali cement and similar beams were made in Which non-reactive Ottawa Valley limestone was used for
aggregate. After several months under conditions of 100 per cent relative humidity and constant temperature, linear
measurements on the concrete beams indicated that the
expansive reaction had occurred in the aggregate. The beams made with high alkali cement varied in the rate at which
they expanded (5). The maximum rate was shown by the beam made with aggregate from the 20- to 21-ft bed. Aggregate from the 10.5- to 12-ft bed produced expansion at a rate similar to that produced by composite aggregate from the top 24 ft in the quarry; aggregate from the 6- to 7-ft bed was less reactive and that from the 24- to 30-ft bed showed only
slight reactivity. The Ottawa Valley rock produced no expansion.
TREATMENT OF SAMPLES
The beams were brolcen up and the aggregate separated from the adhering cement paste by hammer and chisel. The final clean-up was accomplished with a dentist's drill, each piece of aggregate being treated separately while held in a vice. This process was lengthy and only a few grams of aggre-gate were obtained from which it was certain that cement
paste had been completely removed. The sampling was therefore probably less representative than in the case of the untreated rock. From this point the rock and aggregate were treated similarly.
2
-The material was ground to pass a 100-mesh sieve and
a split of 5 gm set aside for chemical analysis. A similar,
though larger, split was stirred overnight in cold 4 molar
acetic acid to separate about 5 gm of the acid insoluble
fraction. This was washed free of acid by repeatedly
centrifuging with distilled water.
A concentrate of dolomite from the 6- to 7-ft, 10.5-to 12-ft and 24- 10.5-to 30-ft rock was also obtained, by a
separation procedure which involved five stages. These
stages were:
(a) The sample was carefully ground by hand and put
through a series of sieves placed one above the other. This
procedure ensured that a reasonable proportion was retained on 325 mesh while a greater proportion of clay material passed through as fines.
(b) The fraction retained on the 325-mesh sieve was
treated with 4 molar ammonium acetate to dissolve calcite adhering to the dolomite which is relatively less soluble.
(c) The sample was filtered and washed and repeatedly
put through a sedimentation column using calgon to disperse the remaining clay minerals.
(d) The sample was dried and centrifuged in heavy
liquids of specific gravity 2.68 and 2.80, to remove quartz and calcite as light fractions, and in liquid of specific gravity 3.0 to remove the heavy minerals from the lighter dolomite.
(e) A Frantz isodynamic magnetic separator was finally
employed to give fairly pure dolomite. Graphitic and
bituminous material, apparently intergrown with clay minerals was removed at this stage.
In the case of the aggregate there was insufficient starting material to allow enough dolomite to be concentrated for
chemical ,analysis though in every case sufficient was obtained for examination by x-ray diffraction.
The chemical analyses were performed by means of
the "rapid methods" under the supervision of
Dr.
J. A. Maxwellof the Geological Survey of Canada at the request of the
Division of Building Research. The results are set out in
Table B-1 of Appendix B.
coセwutation PRqCEDURE
3
-minerals might make easier the comparison of analyses if mineral セャ。ウ・ウ with the same chemical compositions could be
computed in each case. Imbrie and Poldervaart (8) recently described a scheme upon which the mineral recalculation adopted here was based.
Details of the calculation are set out for the Ottawa Valley rock in Appendix A and results for all the samples, similarly computed, are shown in Appendix B. Section (i) of the Imbrie-Poldervaart scheme was followed as described by the authors except that L.O.l and H
20- were not available and calculations based upon these values were omitted. It was also assumed that only 20 per cent of the sulphur was
combined as pyrite as it was found that for some of the samples uncombined sulphur would remain even if all the divalent cations were used. The figure of 20 per cent is arbitrary but ensures that at least some ferrous iron remains after the calculation of pyrite in each case. The excess of sulphur indicates that this element is present in
some other compound than pyrite, which is known to be present, and one may speculate that it is combined in some form of organic compound as carbon content is quite high and sulphur
is a biophile element
(7).
The group S03 was not included in the determination and gypsum was not calculated.For the calculation of the clay fraction the divalent ions magnesium, iron, and calcium were combined and the
molecular weight of the clay minerals adjusted accordingly depending on the amount present. The same procedure was followed for Al
203 and Fe20 3 which for chlorite and montmoril-lonite were combined and the molecular weight computed on the bases of a weighted average for R
203• The molecular weight of illite was computed on the assumption that only A1
203 was present as for certain of the rocks there was insufficient Fe
20 3 for even 1 mole per illite mole.
All the analyses of the acid insoluble fraction except that of the Ottawa Valley aggregate fell within field (ii) C of the Imbrie-Poldervaart scheme but in many, the supply of R
20 3 became exhausted prematurely. It was found, however, that this difficulty could be overcome if
picro-phengite was calculated instead of sericite. When the "total rock" analys es were considered it was found that if the
chemical formulae assumed in this scheme were followed the samples fell within different clay mineral fields. Since comparison between the samples was the main purpose for the calculation the assumptions made as to chemical compositions were adjusted so that the same minerals could be computed in
4
-The structural formula adopted for illite was
K. 93 Mg.253 All• 333 [Si3• 333 Al. 666 °S.907
HohIQNPYSセ
(OH).93 the relationship of which to the Imbrie-Poldervaart formula can be seen on multiplication by 7.5SセkRPᄋQNYmァo WセaャRPS 25Si02 11.lH20
2K
20- 3MgO (Al203, Fe203)S 24Si02.12H20 (Imbrie-Fbldervaartformula) There is thus more K
20 and less H20 and less MgO.
There is less replacement of silica by trivalent ions and more vacancies have had to be assumed in the tetrahedral layer. The formula adopted does not necessarily bear more than the most general relationship to the true composition of the mineral present in the rocks. In the illite which actually
occurs in the Ottawa Valley limestone, for example, the degree of hydration is certainly greater than in the Kingston samples but the same composition is assumed for both in the calculation.
The chlorite formula was also modified so that more
divalent and less trivalent ions would be オセ・、N The structural formula in this case can be represented as
4R"
(OH) 2 [R'" R" @1
3R'" 01OJ}
5R"0 R203 3Si 02 4H20
The amount of illite, chlorite, and montmorillonite computed depends respectively on the amount of K
20, R"O and R
203 and these oxides are disposed of successively in this order. The moles of illite are given by (K20)/(3.5), of
chlorite by PI/5, and of montmorillonite by uORセ p' being the moles of R"O remaining after illite and U the moles of R20
3
remaining after illite and chlorite. The ratio (l.9H)/(3.5F·), had to be less than unity in every case if there was to beR"O available for the formation of chlorite after illite and the values 1.9 and 3.5 were arbitrarily arrived at to ensure that some R"O would remain unused after illite. Similarly the amount of R
203 used in each mineral was derived in such a manner as to ensure an excess after the computation of illite and chlorite and the balance was computed as mont-morillonite. Unused Si0
2 was computed as "chert". In the
case of both silica and water a deficit occurred for certain of the analyses and while it does not affect the value of the
computation for comparative 'purposes it emphasizes that the compositions assumed for the minerals are hypothetical.
5 -DISCUSSION OF RESULTS
Various graphical plots were made of the oxide percentages and computed mineral percentages but in no case was a
clear-cut relationship found between reactivity and composition. Figures 1 and 2 show percentage oxide plotted against percent linear expansion in conorete beams which had been leept for
セャ・ same time under high humidity conditions. There seems to be no maximum in the percentage curve of any oxide which corresponds with the most expansive concrete.
When plotted in order of increase in depth from surface of the quarry the Kingston rock shows an increase in 8i0
2, A1
203, K20 and FeO (Fig. 3). The Ottawa Valley material is in many ways similar in composition to the Kingston 10.5- to 12-ft bed but differs from the Kingston samples in that it has a lower content of セセo and a higher carbon and sulphur
content. The plot of the acid insoluble fraction (Fig. 4) shows that all of the beds have a similar content of CaO and FeO.
MgO is similar in the Kingston beds but as with the analysis of the "total r-ock" there is less in the Ottawa Valley
sample. The form shown by the silica curve is similar to that which it shows in the total rock analysis, but differs
from that of the Al
20 3 curve which suggests that free silica has a maximum in the 24- to 30-ft bed where Al
203 has a minimum. Carbon and sulphur both increase from the 24- to 30-ft bed
towards the Ottawa Valley sample.
The form of the curves displayed by the aggregate is not exactly the same as for the untreated rock (compare Figs. 3 and 5 with 4 and 6) but values close to unity are obtained
when the oxide ratios are computed so that it seems likely that little chemical change has occurred. Rims, similar in appearance to those surrounding Kingston aggregate, have been described by Bisque and Lemish (1) who have shown
silicification to be the cause, the silica being derived from the cement paste. In the three reactive Kingston beds there is .more silica in the analyses of the aggregate than of the rock but less silica is indicated for the Ottawa Valley and 24- to 30-ft samples. The acid insoluble fraction however shows that this does not necessarily represent a relative
increase or decrease in the proportion of silica to the other insolubles. In the Ottawa Valley (acid insoluble) the silica increase is matched by an increase in alumina and this trend continues in the 6- to 7-ft and 10.5- to 12-ft beds though the alumina increase is relatively greater than the silica increase. In the 20- to 21-ft and 24- to 30-ft beds there is a fall in the proportion of silica but an increase in the amount of alumina (Fig. 7). One セッオャ、 thus expect less free
6
-silica in the aggregate than in the rock in the 20- to 21-ft and 24- to 30-ft beds. It seems likely that the chemical changes which may have occurred are small and the major differences between rock and aggregate probably result
from variation between different parts of the same bed. This variation was not entirely eliminated due to sampling diffi-culties in the case of the aggregate. This view is reinforced by the correspondence, in both the aggregate and rock, between the form of the curve of acid insoluble and 8i02, A1
20 3, and K20 (Figs.
3A,
5A).The H20 curve crosses the K
20 curve at the 10.5- to
12-ft bed in both the rock and aggregate analyses (Figs. 4, 6). The plot of the K20/H20 ratio (Fig. 8) for acid insoluble of both rock and aggregate shows that the three reactive beds are similar with respect to this ratio while the 24- to 30-ft
bed is high and the Ottawa Valley sample low. This is most probably a reflection of increased hydration in the mineral illite in the Ottawa Valley samples which was also deduced from the form of the 10 ! peak on diffractograms (6).
As suggested previously a consideration of the curves for 5i02 and Al
203 suggest a maximum for free 8102 in the 24- to 30-ft bed. This is made more apparent when the 8i0
2/Al 20 3 oxide ratio is plotted (Fig.
9).
On this interpretation more uncombined silica should also be present in the Ottawa Valley samples than in the three reactive Kingston beds.The computation of carbonate (Figs. 10, 12) indicates high calcite in the Ottawa Valley rock and a minimum in the
24- to 30-ft rock. The content of dolomite is a minimum for the Ottawa Valley sample. The carbonate composition is
shown by the calcite-dolomite ratio which is a maximum for
the Ottawa Valley limestone and a minimum for the 24- to 30-ft bed. The illite curve for the total rock and total aggregate
is similar in form to the oxide plot of Al
203, 8i02 and K20
(Figs. 10, 12). In the computations based on the analyses of the acid insolubles the formation of illite from K20, Al203 and 8i0
2 is also reflected by the similarity between the form of the mineral and oxide curves (Figs. 11, 13). The albite curve has a shape similar to that displayed by Na20. The importance of divalent cations in the assumed formula for
chlorite may also be seen by comparing Figs. 11, 13 and 14. The latter figure also shows an interesting similarity between
the curves of R
As the computation has been made on a common basis for all samples one should theoretically obtain similar
trends for the clay minerals computed in the "total" analyses as in the acid insoluble fractions. This in general is not found and presumably limitations of the analytical techniques prevent such a rigid comparison when a recombination into clay minerals is attempted. For these minerals greater
significance is attached to the values obtained in the analyses of the acid insoluble fractions, where quantities to be
determined are larger. It is of interest that on the
assumptions made in this computation the value for "chert", which represents uncombined Si0
2, has a maximum for the 24-to 30-ft bed and there is apparently more uncombined Si0
2 in the non-reactive Ottawa Valley limestone than in the highly expansive 6- to 7-ft and 10.5- to 12-ft beds.
The chemical analyses of the dolomite concentrate show no manganese and only just over 1 per cent ferrous and
ferric iron.
CONCLUSION
The computation adopted shows that if the same
minerals are to be calculated for each sample rather drastic modifications have to be made to the formulae for the clay-minerals proposed by Imbrie and Poldervaart, even though
other techniques have shown the rocks to be similar mineral-ogically. On any assumption it seems clear that for certain of the rocks the sulphur content is too high for pyrite to be the only sulphur-containing material in the rock and it appears most likely that the sulphur is combined with carbon.
The K20/H20 ratio is a chemical reflection of mineralogical differences in the illite.
All the rocks considered in this report contain
less than 50 per cent acid insoluble and they are, therefore, properly classified as carbonate rocks (e.g. Carozzi (2)
p. 193).· There are in the literature detailed discussions of the chemistry of limestones and dolomites and there are various suggested classifications of these rocks based upon chemical composition (Pettijohn (9), p. 417; Cayeux, (3)). According to one such scheme and the mineral computations followed in this report the rock and aggregate fall into the folloWing fields: Ottawa Valley 6 to 7 ft Rock limestone calcitic dolomite Aggregate magnesian limestone dolomitic limestone
10.5 to 12 ft 20 to 21 ft 24 to 30 ft 8 -Rock calcitic dolomite dolomitic limestone calcitic dolomite Aggregate dolomitic limestone dolomitic limestone dolomite
The three most reactive rocks are intermediate in composition between limestone and dolomite and according to several authorities such rocks are relatively less common
than the end members of the series (Steidtman (10), Pettijohn (9), p. 417). On the other hand, the analyses of the acid insoluble fraction of the limestones are quite similar to one given by F. W. Clarke (4) for an "average shale".
The graphs show no apparent relationship between oxide, or computed mineral composition and reactivity apart from the suggested significance of the dolomite calcite ratio. If this is indeed significant it seems most likely that
there are additional, still unknown factors which lead to the great expansivity shown by the 20- to 21-ft bed.
REFERENCES
1. Bisque, R.E. and J. Lemish. Chemical investigation of reaction shell growth in certain carbonate aggregates associated with distressed concrete. Presented at the 38th Annual Meeting Highway Research Board. Jan. 1959.
,
2. Carozzi, A.V., Microscopic sedimentary petrography.J. Wiley and Sons, 1960.
3. Cayeux, L., Les roches sedimentaires de France. Roches carbonatees, Baris, Masson et Cie, 1935.
4. Clarke, F.W., Data of geochemistry. U.S. Geol. Survey BulL 770, 1924.
5. Gillott, J.E. in preparation.
6. Gillott, J.E. and R. Masson. Clay minerals in concrete aggregates of Kingston dolomitic limestone. National Research Council, Division of BUilding Research, Internal Report No. 191, Feb. 1960.
7. Gorham, E., The relation 「・エセ・・ョ sulphur and carbon in sediments from the English Lakes. Journ. Sed. Pet., 30,
No.3,
p. 466-70, Sept. 1960.8. Imbrie, J. and A. Poldervaart. Mineral compositions calculated from chemical analyses of sedimentary rocks. Journal of Sed. Petrology, VoL 29, No.4, Dec. 1959, p. 588-95.
9
-9. Pettijohn, F.J., Sedimentary rocks. 2nd edition Harper, 1956.
10. Steidtmann, E., Origin of dolomite as disclosed by
stains and other methods. Bull. Geol. Soc. Am. Vol. 28, p. 437, 1917.
11. Swenson, E.G. and J.E. Gillott. Characteristics of Kingston carbonate rock reaction. Procs. Highway Research Board, Jan. 1960.
12. Swenson, E.G. and J.E. Gillott. Continuing studies on
the nature of the Kingston concrete problem. National Research Council, Division of Building Research,Internal Report No. 190, Nov. 1959.
1). Swenson, E.G.
22 N
-0 -セ I N I ,... . I 20 > V I 10 0 0 N '"cD 0 N 18 AI203-.
16 0·5 0·9 Ti02 -14o
-02 -04 -06 -08 -10 -12 % LINEAR EXPANSIONOV=OTTAWA VALLEY LIMESTONE
0·1
0'7
FIGURE I
OXIDE CONTENT OF ACID INSOLUBLE FRACTION OF ROCK VERSUS EXPANSION OF CONCRETE
---
(\J (\J _I-
,....-
0 > I I (\J 0 10 U) -0 70 w o )( o 65 60 55 -02 ·04 I -06 -08 ·10 -12 % LINEAR EXPANSION I -14 0·468 BEAM CRACKED OV= OTTAWA VALLEY LIMESTONEFIGURE 2
SILICA CONTENT OF ACID INSOLUBLE FRACTION OF
OV 0 ... " ' " -0·5 DEPTH 4 8 12
•
®
48•
44-c:
VERTICAL SCALE ENLARGED 40-,
2·0•
®
•
36•
I I CaO I H2°--....,
32 I I 1·5 I I 28I
(/) w I 0 I x•
0 24 I セ ACID INSOLUBLE I 0 I (/) FeO w 20 0x 1·0 0 セ 0 16OV= OTTAWA VALLEY LIMESTONE
FIGURE 3
60 50 L.-l._ _..._ _...L-_ _....L..._ _セ 19 NNNNNNMイMMMイGMMセMMMNMMMMNLNNNNN 17 15
•
5 2 4 61 - 7 ' 10'51 - 1 2 ' RPセRQQ RTセSPG DEPTH IN QUARRYOV: OTTAWA VALLEY LIMESTONE
OI..""l;_ _...l-_ _- - ' -_ _...L.-_ _....I..oooI 3 (I) I.IJ C ) ( o セ o
FIGURE 4
OXIDE
COMPOSITION VARIATION,
ACID
INSOLUBLE - ROCK
6'-71 10'51-12 1 201-211 RTセSPQ DEPTH IN QUARRY
®
VERTICAL SCALE ENLARGED•
OVo ...,._ _
--Io._ _セ _ _..._ ___L... . . 2-0 0'5•
•
®
ACID INSOLUBLE CaO 4o
8 12 16 52 48 36 44 40 32 Si 02 ',5 (f) 28 I.LI c X 0•
セ 24 (f) 0 I.LI C X 0 20 セ '-0OV= OTTAWA VALLEY LIMESTONE
FIGURE 5
60
NセNセ
- - Si02 50L...I-_ _---L_ _---'-_ _..._ _.-.I-...I 2 I ,...,..----T---r----r----,.-, 19 17 oGMャNNMMセセ⦅NNNMlBGBGBBBBZMセNNN⦅ッZ⦅MセMG OV 10'5'-12' 20'-211 241 - 3 0 ' DEPTH IN QUARRY (I) l&J 0 x 6A
K2 0 0<;
MMセ
セ /. 0 / /.
\ 5 //hRPセ|
I \,
\. \ \ 4 \ MgO'.
3-.
•
2 FaOOV: OTTAWA VALLEY LIMESTONE
FIGURE
6
OXIDE
COMPOSITION
VARIATION,
70 70 ·0 N
-
0 -N-
-ttl N ttl I N -- I-
68 I ,... 68 ,... I セ セ I I I-
..,. Q 0 Q 0 ID N N -ID N66 AGGREGATE -ACID INSOLUBLE 66
INSOLUBLE 64 64
1
62 62 (f) 1LI (f) 5,02 0 60 w 60 0 x"\
x 0 "0 0 oi' It: It: W セ 58 :I: 58 l- I-0 0 :ll!0 :ll!0 56 56 6--
K20 6 セ----
H2O --4 4 MOO./"
Fe203,.
2 2 0 0 20 21 14 15 0/0OV= OTTAWA VALLEY LIMESTONE
FIGURE 7
I' 4 ,...,--...MMMMMイBMMMMLMMMNNNNNLNNNセ
VセWQ 10'51-121
201-211
241 - 3 0 .
DEPTH IN QUARRY
OV= OTTAWA VALLEY LIMESTONE K20 / H20 OXIDE RATIO 1·2
0·7
0-
セ I, I AGGREGATE <t 0:: V LLIV
a
e-セ
-
1·0x
- :
0 0'9 . : ROCK,
,
•
o-a
FIGURE
8
OXIDE
RATIO
VARIATION, IN ACID
5'0 ...MMMMMLMMMイMMMMセMM⦅N⦅⦅N
•
Sj 02!A1 2 0 3 OXIDE RATiO•
I I ROCK " • I • I I \ - - . I'\
,/'
セZセB
LOセ
-
...
/
\ . / \ /''e'\
"--AGGREGATE 4'0 0....
«
0:: LU ax
0 3'0 61-7 1 10'51-12 1 201-21 1 241 - 3 01 DEPTH IN QUARRY OV 2' 0 NNNNNNNNLL⦅ZMMMMMャMMMlNMMMNNiッッNNMMMセOV
=
OTTAWA VALLEY LIMESTONEFIGURE 9
OXIDE
RATIO
VARIATION
IN
ACID
14 70
®
20 VERTICAL SCALE 18 ENLARGED 90•
®
16 80 ILLITE 60 セ 12 <t • (DOLOMITE It:w セ| Z / \ CI) /.
セ -l 50 セO \ 10 <t./
\
セ It: 0 wi>. \
•
セ セ 40 8 セ 0 I • I MON TMORILLONITE 30 II 6 I 20 4.
セZ
Nセ
10 2 RATIO CALCITE•
DOLOMITE---
.
0•
0 ----OV 6'-7' 10·5'-12' 20'-21' 24!..30' OV 6'-7' QPGUセ 12' 20!..21' RTセSPGDEPTH IN QUARRY DEPTH IN QUARRY
OV=OTTAWA VALLEY LIMESTONE
FIGURE 10
52 r - r - - - - , . - - - - r - - - - , - - - , ... 48 44 40
•
illャteセO
<.:
•
•
NセN
<,
•
4 • CLORITEセN
NセN.
ᄋcZセZ
/ '
',.-
-.
.
• ::.. __ セ ""CARBON o PYRITE セゥMMM] OV 6'-71 10-5'-li 20'-21' 24'-30' DEPTH IN QUARRYOV= OTTAWA VALLEY LIMESTONE
8
18
12
FIGURE
II
MINERAL
COMPOSITION
VARIATION,
•
ILLITE--,
•
\HLORITE
•
6'-7' 10·5'-12' 20'-21' 24!..30' DEPTH IN QUARRY OV 0 ...----1;.--...&---'---...
2 6 4 8 18 16®
•
22 VERTICAL SCALE ENLARGED 20®
CALC I TE----14 (/) -l « 0:: IJJ 12 z/.--.
セ セ 0•
•
10 DOLOMITE-.
-OV RATIO CALCITE DOLOMITE •
o
'--L._ _セZZ⦅M⦅MNZN •.:.:..:__-_•NNNNl⦅セZZZZ]⦅⦅⦅Nエi 6!..7' QPGUセQRQ 20'-21' 24'-30' DEPTH IN QUARRY 20 10 901""""1""--...,..--...,..--...,..--...,...
60 80 70 (/) -l 50 « 0:: IJJ Z セ 40 セ 0 30OV=OTTAWA VALLEY LIMESTONE
FIGURE
12
52...,.----r----r---""""T""--"""T""""I 48 46 40 36 32 • ILLITE (f) oJ 28 <t 0:: ILl Z セ 24 セ o 20 16 12 8 4
•
•
OV•
MONT MORILLONITE 10·5'-12' RPセRQG 24!-30' DEPTH IN QUARRYOV =OTTAWA VALLEY LIMESTONE
FIGURE
13
MINERAL COMPOSITION
VARIATION,
O' 25
...,.--_r---.,...----__- -__
-4 0'20 enセ
0-15o
セMOLES CaO
+
FeO+
MgO0'10
AGGREGATE
ROCK _ _
OV 61- 71 10'51-12 1 201-21 1 241 - 3 01
DEPTH IN QUARRY
OV
=
OTTAWA VALLEY LIMESTONE 0.05 ..._ _- - - I L...-_ _.L..-_ _...FIGURE
14
VAR IATIONIN MOLES,
IN ACID
APPENDIX A
DETAILS OF MINERALOGICAL COfffPUTATION FOR OTTAWA VALLEY ROCK
0.1% Rutile
if
8i02 5.0 Al 203 2.1 Fe 203 0.1 FeO 0.29 CaO 48.6 MgO 2.0 Na 20 0.2 K20 0.3 H 2O+) 0.54 ) H2O-) Ti02 0.1 P 205 0.0 IVInO 0.0 CO 2 38.6 8 0.37 C 0.76 Total 99.0 Less 0 セ 8 0.15 Net Total 98.9OTTAWA VALLEY ROCK
Moles 0.08325 0.02059 - .00322
=
.01737=
K 0.00062=
G 0.00403 - .00115=
.00288 + .03914=
.04202 + F' 0.86661 - 0.01046*=
0.85615 x 100.09=
XUNVYRセ Calcite(*=
E) 0.04960 - 0.01046=
0.03914. 0.01046 x 184.42=
1.929% Dolomite 0.00322 x 524.3=
1.688% Albite 0.00318=
HSセU
=
.00091=
N' 0.030 0.00125.o
o
0.87707 - 0.86661=
.01046=
E 0.00577 20% of .00577=
.00115 x 119.97=
NQSXセ Pyrite. PNRセᄃE S オョオウ・セNA-2
セZァセi
=
.04105 :. R"O available in excess of what is required for illite7.5N'
=
.00681 = Moles Al203 required for illite
.1 I = 7.5NI - K
=
-.01056. G- A I = 0.01118=
Moles R203 unused in illite.
Molecular weight illite.
FI = .04202
In 0.0402 moles R"O have 0.03914 moles MgO
I 1 a 1 R"O h 0.03914 1 Q
n . J mo es. ave 0.04202 x . J
= 1.76996 moles MgO.
In 0.04202 moles R"O have 0.00288 coles FeO
In 1.9 moles R"O have
ァZァセセァセ
x 1.9= .13005 moles FeO.
1.76996 x 40.32 = 71.36479 MgO
.13005 x 71.84 = 9.34279 FeO
A-3
Balance of R"O calculated as chlorite. pI = F' _
WI!
=
3.5.04029 moles R"O remain after illite
pI Moles chlorite
=
セ=
0.00806 Weight R"O In .. In in chlorite:0.04202 moles R"O have 0.03914 moles MgO 5 moles R"O have 0.03914 x 5
0.04202
= .93156 x 5
=
4.65780 moles MgO In 0.04202 moles R"O have 0.00288 moles FeO . In 5 moles RltO haveァZァセセァセ
x 5=
0.34225 moles FeO. 4.657805 x 40.32=
187.80270 MgO0.342250 x 71.84
=
24.58724 FeO212.38994 Total weight RltO in chlorite illite
=
G- II I=
0.01118 moles.R
203 have 0.01056 moles A1203 0.01056
.". In 1 moles R203 have 0.01118
=
0.94454 moles Al 203 Fe20 3 = 0.00062 moles. In 0.01118 moles R
20 3 have 0.00062 moles Fe20 3 0.00062 _
.".In 1 moles R203 have 0.01118 - 0.05546 moles Fe203 0.94454 x 101.96
=
96.306 Al 203 0.05546 x 159.7 = 8.856 Fe 203 105.162 Total weight R 203 in chlorite G=
Total R 203 available after Weight R 203 in chlorite: In 0.01118 molesMolecular weight chlorite
=
212.389 + 105.162 + 152.26=
469.811 469.811 x .00806=
2.786% chlorite.0.00062 In 1 mole R20 3 have 0.01118 In 0.008058 moles R 20 3 have
A-4
Balance of R 20 3 calculated as montmorillonite. p' Moles R203 remaining after chlorite
=
U=
(G-Ll') -s-
=
0.00312 Moles Fe20 3 remaining after chlorite = V moles Fe
203 0.00062
0.01118 x 0.00806 moles
[0 . 00062 :. Fe 203 remaining after chlorite = 0.00062 - 0.01118
.'. V
=
.00017 moles Fe 20 3 VU = 0.05541
Increase in Molecular weight of montmorillonite due to Fe 20 3 contribution to R203 in molecule
=
115.48セ
=
6.3991.Moles montmorillonite
=
セ
=
0.00156Molecular weight montmorillonite
=
720.44 + 6.3991 = 726.84 726.84 x 0.00156=
1.135% montmorillonite.Formula assumed for montmorillonite
=
(Al203. Fe203)2. 88i02• 2H20.
Silica Balance:
Moles silica in albite
=
6T=
0.01932Moles silica in illite
=
25N'=
0.0227Moles silica in chlorite
=
3 -p' == 0.024175 U
Moles silica in montmorillonite ==
82'
== 0.01249Total
=
0.07868Moles silica available
=
0.08325Balance = 0.08325 - 0.07868 = 0.00457 moles 0.00457 x 60.06 == oNRWTセ 8i02
A-5 Water Balance: Moles H 20 in illite = 11.1 x N' Moles H 20 in chlorite = 4 x
セG
Moles H 20 in montmorillonite = 2 xセ
Moles H 20 available = 0.030 Balance = 0.030 - 0.04543 = -0.01543 -0.01543 x 18.02 = -0.278% H20 = 0.01008=
0.03223=
0.00312 Total=
0.04543 Minerals Computed Unused S = 0.296 Pyrite=
0.138 Carbon=
0.76 Albite = 1.688 Rutile=
0.1 Calcite=
85.692 Dolomite=
1.929 Illite = 2.612 Chlorite=
3.786 Montmorillonite = 1.135 8i02 = 0.274 H 0=
-0.278 2 Total = セ}NァN Oxides Total = 98.9APPENDIX B
SUMMARIZED RESULTS OF MINERALOGICAL COMPUTATION
PER CENT OXIDES
Less Insoluble
3 P205 Ba20 CO 2 GaO MgO F:2O Fe
203 A1203 3102 セ・o H2O 110
l
;·lnO c :'otal a セ 3 Net Total セ・ウャ、オ・ 2 . .l2.9.1: I 0.76 0.15 98.9 QQNUセ ottawa Valley 0.37 0.0 0.2 36.6 46.6 2.0 0.3 0.1 2.1 5.0 0.29 0.54 0.1 . t0.0 99.0 6'-7' 0.13 0.0 0.1 42.9 40·4 10.<:; 0.3 0.2 1.3 2.7 0.39 0.69 0.0 I0.1 0.52 :00.2 0.05 100.2 6..34 10.5'-12' 0.34 0.0 0.2 41.9 36·4 12.2 0.5 0.6 2.1 5.1 0.56 0.56 0.1 0.0 0.08 ",00.6 0.14 100.5 9.20 20'-21' 0.13 0.0 , SVNセV 37·3 6.5 1.0 0.1 3.6 11.0 0.65 0.94 0.1 10.0 0.36 98.7 0.05 98.6 17.30 24'-30' 0·24 0.1 23. a 16.9 11.6 2.3 0.6 7.1 I 33.2 1.25 1.83 0.3 . 0.0 0.05 99.6 0.10 99.5 4.5.0 AsgregateOtta'da Valley 0.13 O.J 0.1 42.05 51.6 2.2 0.2 0.1 1.2 2.3 0.21 PNTセ " 0.0 0.0 0.3 101.0 0.05 100.9 TNXセ 6'-7' 0.71 0.0 0.2 36.9 37.5 7.1 0.9 La 3.5 9.7 0.5 La 0.1 0.0 1.20 100.5 0.27 100 .2 17.5 10.5'';'12' 0.16 0.0 0.1 39.35 40.7 6.8 0.7 0.2 2.6 7.7 0.43 0.88 0.1 0.0 0.80 Loo.6 0.07 100.5 12.06 20'-21' 0.09 0.0 0.2 35.05 37.2 6.4 1.2 0.1 4.1 12.1 0.72 1.26 0.1 0.0 0.12 98.7 0.04 98.7 18.41 24'-30' 0.11 0.0 0.3 24·0 16.2 12.5 2.6 0.5 7.6 31.7 LIS 2.14 0.3 0.0 1.24 100.3 0.05 lCO.3 44.98 Ac1d Insoluble il2£k Ottawa Valley 4.46 0.1 1.0 0.05 0.1 2.4 3.7 1.5 15.6 59.S 1.18 5.26 0.7 0.0 4..26 100.2 1.6 98.6 6'-7' 3.26 0.0 0.4 0.0 0.2 3.2 5.4 3.0 18.2 56.9 1.5 5.65 0.9 0.0 1.16 99.8 1.2 98.6 10.5'-12' 2.72 0.0 0.4 0.0 0.2 3.2 5.2 1.8 17.3 60.1 1.3 5.41 0.7 0.0 1.28 99.6 1.0 98.6 20'-21' 0.33 0.1 0.3 I 0.02 0.5 3.1 5.9 1.4 17.8 63.4 1.38 5.10 0.7 0.0 0.60 100.6 0.14 100.5 24'-30' 0.23 0.1 0.6 0.0 0.2 2.8 4.8 1.7 14.6 68.5 0.99 3.64 0.6 0.0 0.23 99.0 0.1 98.9 Ac1d Insoluble Allgregate Ottawa Valley 3.01 0.7 1.0 0.02 0.7 2.7 3.7 3.9 16.6 60.5 1.01 4.48 0.8 0.0 2.53 101.6 1.1 100.5 61 - 7 ' 1. 75 0.3 0.3 0.07 0.5 3.2 5.9 2.6 20.2 57.3 1.7 5.9 0.8 0.1 0.76 101.4 0.67 100.7 10.5'-12' 3.02 0.1 0.3 0.09 0.6 2.8 5.3 0.7 18.4 60.8 1.77 5.36 0.7 0.0 1.30 101.2 1.1 100.1 20'-21' 0.31 0.1 0.4 0.11 0.9 SNセ 5.7 1.2 19.0 60.2 1.64 5.48 C.7 0.0 0.45 99.6 0.12 99.5 24 '-30' 0.25 0.0 0.5 0.0 0.3 2. 5.0 1.0 16.0 67.2 1.59 3.74 0.7 0.0 0.19 99.1 0.10 99.0 セ OXIDES 3PECTROGRAPHIC
Dolomite Pe203 PeO MgO CaO !-InO CO2 Co Hi Sr Ba
セイ。エ・
6'-7' 0.3 0.98 17.0 28.3 0.1 40.9 N.P <0.01 0.01-0.1 0.01-0. 10.5'-12' CQ 0.43 17.4 30.1 0.0
I
41.7 H.F <0.01 0.01-0.1 <0.01TABLE B-2
I<;OLE3
3 20% of 3 3 unused P205 Na20 CO 2 CaO MgO K20 Fe203 A1 203 3i0 2 FeO 1,101es ?eJ P.:
2O unused in = H =G pyrite Total 20ck JV'" .00577 .00115 .00462 0 .00322 .87707 .86661 .04960 .00318 .00062 .02059 .08325 .00403 .00288 .030 6'-7' .00202 .00040 .00162 0 .:l0161 .97477 .72039 .26041 .00318 .00125 .01275 NMjセTYU .00542 .00502 .03333 10.5'-12' .00530 .00106 .00424 0 .00322 .95205 .Vセ 907 .30257 .00530 .0037:5 .02059 .Obl.t91 .00779 .00673 .03l11 20'-21' .00202 .000liO .00162 o .00161 .82890 .6 512 .16121 .:l1061 .00062 .03530 .13315 .00904 .00861+ .05222 24 '-30I .00374 .00075 .00299 .0007 .00645 .54078 .30135 .28769 .02441 .00375 .06963 .55278 .01739 .01664 .10166 AgGregate OV .00202 .00040 .00162 0 .00161 .95546 .92011 NPUセV .00212 .00062 .01l76 .03829 .00292 .00252 .02444 6 '-7' .01107 .00221 .00886 0 .00322 .83841.: .61519 .21 5 .00955 .00626 .03432 .16150 .00695 .0°474 .06 10.5'-12' .00249 .00050 .00200 0 .00161 .89411 .72575 .16865 .00743 .00125 .02550 .1282 .00598 .00549 .04868 20'-21' .0014 .00028 .00112 0 .00322 .79640 .66333 .15873 .01273 .00062 .04021 NRPQセV .01002 .00974 .07000 24' -30' .00171 .00034 .00137 0 .00484 .54533 .28887 .31001 .0276 .00313 .07453 .527 .016 .-02539 .11888 Acid Insoluble nock , 01f .06955 .01391 .05564 .00070 .01613 .00113 .0017 .0595 .0392 .0093 NQUセY .9956 .0164 .-00249 .2919 6'-7' .0508 .01010 .04064 0 .0064 0 .0035 .0793 .0573 .0187 .17 5 .9473 .0208 .01064 .3136
10.5'-12' .042LI .008liS .03392 0 .0064 0 .0035 .0793 .0552 .O1l2 .1696 1.0006 .0180 .00952 .3002
20'-21' NPPUQセ .00103 .001(11 .0007 .0048l.t .00045 .00891 .07688 .06263 .00876 .17457 1.05561 .01920 .01817 .28308 2LI'-301 .0035 .00072 .00296 .0007 .00968 0 .00356 .06%4 .05095 .01064 .14319 1.14052 .01378 .01306 .20204 Acid Insoluble AlZgregate OV .0116911 .00939 .03755 .00493 .01613 .00045 .01248 .06696 .03927 .02
l
42 .16280 1.00732 .01405 .0°466 .24866 VGセWG .02729 .00546 .02183 .00211 .00484 .00159 .00891 .07936 .06263 .01 28 .19811 .95404 .02366 .01820 .32748 10.5'-12 ' .04709 .00942 .03767 .00070 .00484 .00204 .01069 .06944 .05626 .00438 .18046 1.01232 .02l.t63 .01521 .29751 20'-21' .00483 .00097 .00386 .00070 .00645 .00249 .01604 .08430 .06050 .00751 .18634 .10023 _.02282 .02135 .30417 24'-30 ' .00389 .00078 .00311 0 .00806 0 .00534 .06448 .05307 .00626 .15692 1.11888 ' .02213 .02135 .20759 * =Ottawa ValleyCOMPUTED PER CENT ILLITE,
--Moles available for non- RnO available Moles MgO Holes FeO Moles Cae I-[eight Moles Illite
carbonates for ョッセM」。イ「ッMna es in in in RnO in H !1.ltTt.Illite %Illite
Illite N'
=
3.5MgO FeO CaO FI Illite Illi te Illite
Total Rock OV* .03914 .00288 0 .04202 1. 76996 .13005 0 80.708 .00091 x 2876.628
=
2.612 6'-7' .00603 .00502 0 .01105 1.03721 .86279 0 103.803 .00091 x 2899.723=
2.633 10.5'-12' - Nooolセ 1 .00673 0 .00632 0 1.9 0 136.496 .00151 x 2932.416=
4.440 20'-21' -.00257 .00864 0 .00607 0 1.9 0 136.496 .00303 x 2932.416=
8.888 24'-30 ' .04616 .01664 0 .06280 1.39651 .50348 0 92.478 .00697 x 2888.398=
20.144 Aggregate ov .01921 .00252 0 .02179 1.67529 .21938 0 83.308 .00060 x 2879.228=
1. 7419 6'-71 .00633 .00474 0 .01107 1.08706 .81294 0 102.232 .00273 x 2898.152=
7.906 10.5'-12' .00029 .00549 0 .00577 .16164 1. 80524 0 136.202 .00212 x 2932.122=
6.222 20'-211 .02566 .00974 0 .03540 1.37723 .52277 0 93.086 .00364 x 2889.005=
10.507 2J4 '-30' .05355 .02540 0 .07895 1.28876 .61124 0 95.8741_ .00788 x 2891. 794=
22.802 Acid Insoluble Rock ov .05894 .00249 0 .06143 1.82298 .07701 0 79.035 .0112 x 2874.955=
32.199 6'-7' .0793 .01064 .0035 .09344 1. 61248 .21635 .07117 84.549 .01637 x 2880.469=
47.153 10.5'-121 .0793 .00952 .0035 .09232 1. 64027 .19593 .07203 84.251 .01577 x 2880.17=
!l5.420 20'-211 .07665 .01817 .00659 .10lLr2 1.43609 .34°44 .12346 XYNRXセ .01789 x 2885.2011 = 51. 616 24'-30' .06944 .01306 .00146 .08396 1.57134 .295b2 .03304 84.44 .01456 x 2882.366=
41. 959 Acid Insoluble Aggregate ov .06673 . ooll66 0 .07140 1. 77594 .12406 0 80.518 .01122 x 2876.438=
32.274 61-7' .07856 .01:';?) .00178 .09855 1.51467 .35092 .03439 88.210 .01789 x 28811 .13=
51.609 10.5'-12' .06842 Noャセ[RQ .00757 .09120 1.42537 .31690 .15772 89.082 .01607 x 2885.002=
46.374 20'-211 .08305 .02135 .01269 .11760 1.3418J .35307 .20510 90.969 .01728 x 2886.889=
49.900 24'-30 ' .06448 ;01235 .00534 .09117 1.34374I
.44497 .11128 92.387 .01516 x 2888.307=
43.793*
= Ottawa ValleyTABLE B-4
C01'lPUTED PER CENT CHLORITE -1.9H <'1
セL
Must hold Moles MgO Moles FeO Holes CaO vleight Noles A1?03 Moles Fe203 Weight - Moles Chlorite M.Wt. %Chlorite
if R"O to in in in R"O in in セ in R203 in pt Chlorite
be avall- Chlorite Chlorite Chlorite Chlorite Chlorite Chlorite Chlorite セ able for chlorite MMLセ Total Rock * .04105 4·65780 .34225 212.390 .94454 .05546 105.162 .00806 469.811 = 3.786 OV 0 x 6'-7' .15616 2.72949 2.27050 0 273.166 .77598 .22401 114.894 .00186 x 5400320 = 1.007 10.5'-12' .45522 0 5 0 359.2 .61597 .38402 124·134 .00069 x VSUNUYセ = ·437 20 '-21' .94939 0 5 0 359.2 .94644 .06349 106.638 .00008 x 618.09 = .050 24'-30' .21100 .73501 .26499 0 2430363 .74359 .25641 116.765 .00991 x 512-387 = 5.078 Aggregate OV .52902 4.40867 .57732 0 219.233 .90053 .09947 107.703 .00412 x 479.196 = 1.993 6'-7 • NTVXRセ 2.86069 2.13930 0 269.031 .62958 .37041 123-347 .00120 x 544·638 = .651 QPNUGセQRG .6981 .42510 0..75064 0 358.427 .86450 .13550 88.279 .00035 x 598.966 = 0.208 20'-21' .19520 3.62429 1.37570 0 244·962 .94000 .0600 105.424 .00570 x 402.646 = 2.294 24'-30 ' .18976 3.39147 1.60852 0 252.301 .77125 .22875 115.168 .01279 x 519.728 = 6.649 Acid Insoluble Rock OV .34641 4.79733 0.20266 0 207.988 .85456 .15013 111.107 .00803 x 471. 355 = 3.785 6'-7' .33267 4.24336 .56934 .18728 222·497 .72510 .27490 117.832 .01247 x 492.589 = 6.141 10.5'-12' .32455 4·31650 .51559 .18955 221.712 .80044 .19955 113·482 .01247 x 487.454 = 6.079 20'-21' .33516 3.77919 .89590 .32489 234·959 .80221 .19767 113.362 .01348 x 500.581 = 6.743 24'-30 ' .32940 4.13510 .77795 .86940 271.371 .69749 .30250 119·427 .01126 x 543.058 = 6.115 Acid Insoluble Apgregate OV .29858 4.67351 .32647 0 211.890 .71912 .28088 118.178 .01002 x 4820327 =4.831 6'-7 ' .34498 3.98596 .92347 .09051 232.132 .78393 .21607 114·437 .01291 x 498.829 = 6.440 10.5'-12' .33478 3.75098 .83395 .41505 234·427 .92710 .07374 106.304 .01213 x 492.991 =5.982 20'-21' .27925 3.53112 .92913 .53973 239 -392 .86998 .13001 109·467 .01692 x 501.119 = 8.479 24'-30' .31597 3.53617 1.17097 .29285 243.124 .84881 .15119 110.690 .01247 x 506.074 = 6.312 * • Ottawa Valley
COMPU'I'ED PER ClIIIT MONTMORILLONITE
I
Hole. R"OIncrease In
NQセ「エ of mntmor1l1onl te
Holes R"O Moles A12O) Mole.Alz0 3 Z[ZセョセセセI Mole. Rz03 Fez03Por Moleo F0z03 Mole. F0t>! セセセエ[セ「セセヲセセ Moles
ZMセNiAエ • r:ZZッョ[[セッイQQQL]Lョャエ・ used in remaining ulled in remaining remaining 11I010 used 1n
[セセZ[ョセセヲッイオャ セセャZセエ・ in セAッョエュッイャQQセョQ te [セセZTTセゥゥセセャセイ
Ill!te after1111 te Illite arter Illite after1111te after Chlorite R203 Chlorite
:: I = U· V·
1.911
F' - j1!!- 7.5N· .c.'·7.5N·-K o - L:!J.' (G-61) MセG o o p' HスセクpG V 'I U ': x ::."lit.
;':OD'[;-.,.,
G- セi c::::o:,xセ-A' セ 11 115.48Il'
,
セ :e.or1l1onltieTotal Rock OV· .00172 .04029 .00681 -.01056 +.01118 .00312 .05545 .00045 .00017 c.c5541 6.3991 .00156 x 726.84
·
1.1:;5 6''''7-' .00172 .00932 .00681 -.00433 +.00558 .00372 .22401 .00042 .00083 .22390 25.0555 .00186 x 746. :0·
1.):7 lC.5""'121 .00228 .00344 .01135 -.00601 +.00976 .00908 .38402 .00026 .00348 ZVセュ 44.2734 .00454 x 764·71·
;:....;-,\.. 20 1-211 .OC576 .00031 .02273 -.01096 +.01158 .01150 .05355 .00001 .00062 6.15776:ggm
x 726.c2e·
4·;'77 24' -3C·' .01325 .04955 .05230 -.01087 +.01462 .00471 .25641 .00254 .00121 .25641 29.6108 x 750.c51 = 1.7';;: A"gregate ov .c0115 .02058 NPPTUセ -.00561 +.00623 .0021.2 .03669 .00015 Zァァセセセ .22154 25.5833 .00106 x 7l6.C23·
u.:07 6' -7I .00518 .oC589 .c204 -.01064 +.01690 .01570 .37041 Noooセ ,)7041 42.77552 .oc7e5 x 763.215·
5.993 10.5'-12' .00403 .OC174 .01591 -.C0797 +.00922 .00888 .13550 .0000 .00120 .13552 15.6496 .Ocm x 736.099 = 3.267 20'-21' .00691 .02849 .02728 -.00971 +.01033 .00463 .06000 .00034 .00028 .05998 6.92625 .0023 x 727.}66·
QNVセU 24'-)01 .014ge .06397 .05914 -.01055 +.01368 .00089 .22875 .00293 .00020 .22921 26.4695 .00044 x 746.9c9·
.332 Ac1d Insoluble ROck OV .02129 .04015 .08412 -.05464 +.06394 .05591 .01454 .00012 .00918 .16423 18.96528 .02796 x 739.405 = 2O.b71 61 - 7 ' .03110:gg5i
.12277 -.04932 +.06802 .05556 .27490 .00343 .01527 .27490 31.7456 .02778 x 752.186 = 20.295 10.51-12 1 .02996 .11827 -.04492 +.05612 .04365 .19955 .00249 .00871 .19955 23.0436 .02188 x 743.484 = 10.265 201-21 1 .03399 .06743 .13417 -.03555 +.04431 .03083 .19767 .00267 .00609 .19770 22.8300 .01541 x 743.27·
11·457 24'-30' .0271:J:, .05631 .10918 -.02453 +.03517 .02391 .30250 .00304 .00760 .31779 36.6983 .01196 x 757.138 = 9.c52 Ae1d InsolUble Asgregate OV .02132 .05008 .08415 -.06252 +.08694 .07692 .28088 .00281 .02161 .28088 32.43579 .03896 x 752.876·
29. :33 6 r-71 .03400 .06455 .13420 -.05906 +.07534 .06243 .21607 .00279 .01349 .21608 セNYURYR .03122 x 745.393·
23.269 10.5",,12' .03053 .06067 .12055 -.05506 +.05939 .04726 .07374 .00089 .00348 .07374 .51537 .02363 x 728.955·
17.225 201-211 .03284 .08476 .12964 -.05025 +.05776 NPセPXセ .13001 .00220 .00531 .13001 15.01355 NPRPセ x 735.453·
15.019 24' -30' .02881 .06236 .11371 -.03514 +.04140 .0 97 .15119 .00189 .00437 .06269 7.23897 .034 x 727 .679·
25.387 -0• Ott.",. Vl11.,TABLi> B....
conUTED PER CENT 0;, DEPI:IE.a;Y J? 510 AIlD H 0
2 2
25&25n, .P' セ Tatal molas Exc.ss 0.11:
Molas Hf Molas HzO Moles HzO
6T セ at 3102 usad d.fic1ant 1Io1.s "3-zO
Moles Mal.s 5102 Male. 5102 Hole. 310 2 Malas 3102 6T. 25N' • moles at 510
2 f, Exc. . . Ma1as H;!J
require required required by :::xcess or
510 2 used In used in used in used in
3102-6T-25!:i a,. b,. Illit. b,. Chlarita Montmorl1- A'+B'+C' Deficient セ .::xcess or
Ubi ta Illita Chlar1ta
Montmorl1-3r.Xセ P' • Dafiota"",. 11.1"n' [A] 4zr HSセ lanit. "3-zO-G-'.3'.C] ;)aficienc7
lonlte - Sセ - セ 310 2 2 x¥ ll;! E;fJ Tatal Rack 9V " .08325 .01932 .0227 .024l7 .01 24 6 .07868, .00457 .274 .030 .01008 .03223 .00312 .04543 -.01543 -.278 6 -7' NPセYU .00966 .0227 .00559 .0148 .05282' -.00787 MNセWR .03833 .01008 .00746 .003n .02125 .01708 .308 10.5' -12' .0 491 .01932 .03785 .00206 .03630 .09554 -.01063 -. 38 .03111 .01680 .00275 .00908 .02863 .00248 .045 20' -21.1 .18315 .00966 .07577 .00024 .04598 .13166 .05149 3.092 .05222 .03334 .00032 .01150 .04516 .00706 .127 24' -30' .55278 .03870 .17435 .02973 .01886 .26164 .29114 17.486 .10166 .07741 .03964 .00471 .12177 -.C2011 -.362 A.ggregate OV .03829 .00966 .01512 .01235 .008ll.6 .0456r -.00731 -·439 .02444 '.00671 .01646 .00212 .02530 -.001c6 -.C19 6'-7' .16150 .01932 .06820 .00359 .062112 .15392 .00758 .455 .06 ,.03028 .00478 .01570 .05077 .C0923 .166 10.5'-12' .1282 .00966 .05305 .00104 .03550 .09926 NPRXYセ 1.738 .04888 ,.02355 .00139 .00S88 .03382 .c15c6 .271 201-21' NRPQセV .01932 .09092 .01709 .01854 .14587 .0555 3.338 .0700 LNPセPSW .02279 .00463 .06780 .00220 .040 24'-30' .527 .03504 .19712 .03838 .00356 .27410 .25370 15.237 .11888 .0 752 .05117 .oc089 .13968 -.C2cBo -0375 Acid Insalubl セ」ォ OV .9956 .09678 .28 .02409 .22366 .62482 .37078 22.269 .2919 .12432 .03232 .05591 .21255 .07935 1.430 6'-7' .9473 .0384 .40925 .03740 .22223 .70728 .24002 14.415 .3136 :.18171 NPTYXセ .05556 .28714 .02646 ·477 10.5'-12' .0006 .0384 .39425 .03741 .17502 .64508' 035552 21.353 .3002 ;.17505 .0498 .04365 .26859 .03161 .570 20'-21' .c5561 NPRYPセ NセWRU .04045 .12332 NVセPPV .41554 セNYUX .28308 .19858 .05394 .03083 .28335 -.00027 -.005 24'-30' .14052 .0580 .3 392 .03378 .09565 .5 144 .58908 3 .380 .20204 .16158 .04504 .02391 .23054 -.02850 -.513 Acid Insolubl ggrega e , O'l b..00732 .09678 .2805 .03005 .31169 .71902 .28830 170315 .24866 NQセUT .04007 .07692 .24153 .00713 .128 6'-7' .95404 .02904 NTTWセU .03873 NセYWT .76486 .18918 1 11 • 362 NSRWセX .19 62 .05164 .06243 .31270 .01478 .266 10.5'-12' .01232 .02904 .401 5 .03640 .1 904 .65633 .355'9 2l.3Cl .297 1 NQWXセ .Ot854 .04726 .27422 .02329 _420 20'-21' 1.0023 .03870 .43213 .05076 .16337 .68496 .31734 19.060 .30417 .191 6 .0 768 .04-084 .30039 .00378 .068 24'-30' .11888 .04836 .37905 .03742 .27910 .74393 ·37495 22.519 .20759 .16830 .04989 .06978 .28796 -.08037 -1.448 o • Ottawa Voll.,.
COMPUTED MINERAL percfntageセ
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lonite GZG」ャZQセセZY ':'\Ital セッ[ZQZ I CO}o!) .296 .n5 .76 0 1.658 C.l 05.692 1.929 2.612 3.7% 1.135 .274 -.278 , YセNQSR セNセRS eI-7' NセcBT .01.5 .52 c .944 0 46.643 46.913 2.633 1.007 10387 - .472 0308 90NセSU c.S9:";' (Anker!.te) 1·:0.3'49 CNセLRc ャjNセGMQRQ .272 .127 .08 J 1.6GD 0.1 34·61+0 55.S88 )'.440 .437 3·470 -.633 .045 20'-211 NセPT .045 .56 0 .8if4 0.1 50.17'1 30.285 3.538 .05e TNQWセ 3.092 .127 。セ,_."...;."'''''''1 1.-:'57 24' - 3,' .192 .c39 .05 .217 003 5.777 44.543 20.144 5.C75 1.76 17.'+'% -0362 95.662 ,.. ,セ.... SPSセ ...-... .?.--':re;:&te r:;"oJ .104 .045 C.3 c NXセ 0 88.556 6.519 1.742 1.993 .807 -.'.39 -.019 100.u55 1 .5:·4 セGMWQ .568 .266 1.2'0 0 1.6 0.1 49.933 31.3C7 7.906 .6S:1 5.993 .455 .1oSS ICC'. 235 .595 10.5'-12' .123 .00;0 0.8 0 .344 0.1 55.789 31.049 6.222 • 2GB 3.267 1.738 .271 100.1.76 .?q7 22·I-21r .072 .C34 0.12 0 QNVᄋセLX 0.1 53.07+ 24·541 10.507 2.294 1.685 . 3.33' .040 97.493 .163 RセGMSZGセ .Co o .04J, 1.24 0 2.538 003 3.244 47.297 22.802 6.649 .332 15.237 -.375 99.393 .:':9 Acid LrisoLubLe
G]GZセ」QᄋZ 0'1 3.56 c 1.669 4.26 .031t 8.1-157 0.7 0 .103 32.199 3.785 20.672 22.269 1..+30 99.211 6'·7' 2.606 1.219 1.16 0 30355 0.9 0 0 47.153 6.14J, 20.895 QLセNTjLU .L.77 98.)21 IJ.51 - 1 2 1 2.175 1.017 1.28 0 30355 0.7 0 0 45·420 6.079 16.265 21.353 .570 98.214 2D1 ...21' .264 .123 0.6 .217 2.538 0.7 0 •Tャセ :> 51.616 6.743 11.457 24.958 -.005 9Q.626 24' -30' .1"JO .016 0.23 .217 5.075 0.6 0 0 41.959 6.115 9.052 35.3:0 -.514 98.39 Acid ZMQN」GセセGLェセ⦅ャM]
I
.r--!"ef;': e 2·408 1.26bf- 8.457 0.8 17.315 .128 100.63 O\[ 1.126 2.53 0 .041 32.274 4.831 290333 61 - :' 1.L:.00 .655 0.76 NセUU 2.>38 0.8 0 .147 51.609 6·440 23.269 110362 .266 99.901 1').5'-121 2.415 1.1)0 1.30 .217 1.501 0.7 0 .188 46.374 7·451 17.225 2103'31 NセRP 1000302 2(" -211 .247 .116 0.'-15 .217 303'32 0.7 0 .230 49.900 8.537 15.019 19.060 .068 97.S 26 24'-)(1' .199 .093 0.19 0 4.226 0.7 0 0 43.793 6.}12 2>0387 22.519 -1.448 101.971 セ • Ottawa Valleyt • .068 P 0 due to lack of CaO 2 5
t· .121 %P 0 due to lack or c.o 2 5