USING THE
C.I.P.W. NORM METHOD (With Quartz in the Norm)
n Convert all oxides to molecular amounts (moles), neglecting any less than 0.0001
n Molecular amounts of MnO
and NiO are added to that of FeO,
and those of BaO and SrO to
that of CaO
n All molecular amounts for all oxides
attributed to each mineral formed should be recorded on the spread sheet
n
Begin the allotment of oxides to the minerals
1 An amount of CaO equal to 3.33 that of P2O5 (or
3.00 P2O5 and 0.33 F, if F is present in the
norm) is allotted to
apatite (got
rid of P2O5 and F)
2 An amount of FeO
equal to that of Cr2O3 is allotted to chromite if Cr2O3
is present (got rid
of Cr2O3)
3 An amount of FeO
equal to that of TiO2 is allotted for ilmenite (got rid of TiO2?)-
any more
TiO2 save it for # 9 below
3b An equal amount of CaO with that of CO2,
if present, to form calcite (got rid of CO2)
4 Allot all the amount of ZrO2, if
present, with an equal amount of SiO2 for zircon
(got rid
of ZrO2)
5 Allot an equal amount of K2O with
Al2O3 and 6 times that of SiO2 to form orthoclase (as is
rarely the case, if there is
an excess of K2O,over an equal amount of Al2O3,
use an equal
amount of it and SiO2
to form potassium metasilicate (got rid of K2O)
6
Allot an equal amount of Na2O to that of Al2O3
and 6 times that of SiO2 to form albite
6b If there is an excess of Na2O, above (not too
often), use an equal amount of it with
Fe2O3 and
4 times that amount of SiO2 to form acmite
6c If there is still an excess of Na2O, it is used with an equal
amount of SiO2 to form sodium
metasilicate (got rid
of the Na2O)
7 If there is any remaining Al2O3
after forming orthoclase and albite above, allot an equal
amount of it to CaO and 2 times the amount of SiO2 to form anorthite
8 If there is an excess of Al2O3 after forming
anorthite, it is used to form corundum (got rid
of
Al2O3)
9
If there is an excess of TiO2 # 3 above, allot an equal amount of it
to an equal amount
of CaO,
if any remains from 7 above, and an equal amount of SiO2 to form titanite
-use the
remaining TiO2 to form rutile (got
rid of the TiO2). If there is
any CaO
remaining, it is
assigned to form diopside and/or wollastonite in #’s 12 and 13,
below.
10 What usually happens, instead
of forming acmite above in # 6b, an amount of Fe2O3 left
over from the
formation of chromite and/or ilmenite in #’s 2 and 3 above equal to that of
FeO
is used to form magnetite
11 If there is any remaining Fe2O3, it is used to
form hematite (got rid of Fe2O3)
AT THIS POINT, SUM ALL OF THE REMAINING AMOUNTS OF FeO
AND
MgO LEFT FROM THE
MINERAL ALLOTMENTS ABOVE AND
DETERMINE THE FRACTION
OF EACH OF THE 2 OXIDES (DIVIDE
THE SUM INTO EACH INDIVIDUAL PORTION)
12 Form diopside-- Allot an equal amount
of FeO-MgO (sum) to that of CaO
if remaining using
the proportionate
amounts each of FeO and MgO calculated above. In
other words, multiply
each fraction by the
mole amount of CaO used to form diopside and place
those numbers
each for FeO
and MgO) in the column for diopside. The sum of FeO
and MgO in the
column should equal the number of moles of CaO used.
Multiply the amount of CaO by
2 and enter it in the SiO2 position
13 If there is any CaO remaining from the formation of diopside it is used
with an equal amount
of SiO2 to form wollastonite (got rid of CaO)
14 If there is an excess of FeO-MgO remaining after forming diopside in # 12 above use
it with
the same amount of
SiO2 to form
hypersphene (got rid of FeO and MgO)
15 Subtract the sum of SiO2
used for the formation of the minerals above from the total SiO2.
If there is an
excess, the SiO2 is allotted to quartz (got
rid of the SiO2)
you are now finished with the allotments of oxide moles to specific
minerals,
now determine the weight
% of each mineral in the rock which has
quartz present
16 Multiply the molecular weight of each balanced oxide of a
mineral by the lowest (lower) mole
value of each oxide
present in that mineral---do this for each mineral present. For instance,
the molecular weight of
balanced orthoclase is 556 and magnetite is 232. The calculation for
diopside and hypersphene is more involved. For diopside, one must add the total weight %
of CaO,
FeO and MgO.
In other words, determine the molecular weight of CaO.SiO2
(116), FeO.SiO2 (132), MgO.SiO2 (100)
and multiply each mol. weight by the appropriate
mole allotment of CaO, FeO,
and MgO in the column for diopside. Add those 3 to obtain
the weight % of diopside. For hypersphene, multiply 132 by the mole amount of FeO and
100 by the MgO amount and sum them for the weight % of hypersphene.
For apatite
calculate the molecular weight from 3CaO.P2O5 and
multiply it by the lower moles
(usually P2O5).
You have just finished the
calculation of the weight % of the mineral composition
in the rock with
quartz present in the Norm.