Chapter 8 Major Elements Major and Minor Elements

  • Slides: 35
Download presentation
Chapter 8: Major Elements Major and Minor Elements shown in orange. Concentrations (wt%) usually

Chapter 8: Major Elements Major and Minor Elements shown in orange. Concentrations (wt%) usually given as oxides In blue, Hydrogen (H 2 O, H 2 S, HCl, HF) and Carbon (CO 2, CH 4), Nitrogen (N 2, NO 2, NH 3) and Sulfur (H 2 S, SO 2) , are important gasses dissolved in magma, and are given off in eruptions.

Element O Si Al Fe Ca Mg Na Wt % Oxide Atom % 60.

Element O Si Al Fe Ca Mg Na Wt % Oxide Atom % 60. 8 59. 3 21. 2 15. 3 6. 4 7. 5 2. 2 6. 9 2. 6 4. 5 2. 4 2. 8 1. 9 Abundance of the elements in the Earth’s crust Usually given as Oxides Major elements: usually greater than 1% Si. O 2 Al 2 O 3 ( Iron as Fe. O, Fe 2 O 3) Mg. O Ca. O Na 2 O K 2 O H 2 O Minor elements: usually 0. 1 - 1% Ti. O 2 Mn. O P 2 O 5 CO 2 Trace elements: usually < 0. 1% everything else

Weighing Elements in Rocks Spectroscopy Recall that the wavelength l (color) of light is

Weighing Elements in Rocks Spectroscopy Recall that the wavelength l (color) of light is related to the speed v and the frequency f. n Also as a light wave front changes velocity while moving into a different medium, it refracts, that is it changes its direction θ direction . n Snell’s Law

white light If you pass white light through a prism, the different wavelengths are

white light If you pass white light through a prism, the different wavelengths are refracted at different angles according to Snell’s Law A hot gas gives off characteristic colors of light, corresponding to the photon given off when an excited electron loses energy while Light from hot falling back to its normal state glowing gas white light The same gas, if cold, absorbs those characteristic colors of light, letting the rest Positions of emission and absorption lines same of the spectrum pass

Chapter 8: Major Elements Modern Spectroscopic Techniques ICP samples are dissolved, then mixed with

Chapter 8: Major Elements Modern Spectroscopic Techniques ICP samples are dissolved, then mixed with Argon gas as they are aspirated into a Radio-frequency generator. A plasma is created, and the emissions are spread out with a grating and compared to standards. Inductively Coupled Plasma AA: solution aspirated into a flame, and a beam of light of predetermined wavelength is passed through the flame. The absorption is compared to standards. We have an old one in storage. Atomic Absorption Figure 8 -1. The geometry of typical spectroscopic instruments. From Winter (2001) An Introduction to Igneous and Metamorphic Petrology. Prentice Hall.

2 nd floor, Spectroscopy Lab Mass Spectrometer Sample is injected, then ionized in a

2 nd floor, Spectroscopy Lab Mass Spectrometer Sample is injected, then ionized in a strong electrical field. The charged particles move toward plates of opposite charge, then pass through a variable electromagnet. For each magnetic field strength, only one atomic mass (green dashed line) will pass to the detector. Isotopes vary in mass and so can be counted.

Electron Microprobe n A beam of electrons is focused on the specimen, and these

Electron Microprobe n A beam of electrons is focused on the specimen, and these energetic electrons produce characteristic Xrays within a small volume of the specimen. The characteristic X-rays are detected at particular wavelengths, and their intensities are measured to determine concentrations. All elements (except H, He, and Li) can be detected because each element has a specific set of X-rays that it emits.

Atoms n n n All atoms with the same number of protons (same atomic

Atoms n n n All atoms with the same number of protons (same atomic #) are said to be the same element Atoms belonging to the same element may have different numbers of neutrons. Each case is referred to as a different Isotope of that element. 12 C vs 14 C 16 O vs 18 O Charged atoms (called ions) have more or fewer electrons than the neutral atom Recall that positive ions (missing electrons) are called cations. Examples Fe++ Fe+3 Na+ K+ Mg++ Ca++ Al+3 Si+4 And negative ions are called anions. Examples OH- O-2, S-- , Cl- F-

Table 8. 1 Chemical analysis of a Basalt, Mid-Atlantic Ridge H 2 O+ (structural

Table 8. 1 Chemical analysis of a Basalt, Mid-Atlantic Ridge H 2 O+ (structural water) is present as OH- bonded as in hydrous minerals such as Amphiboles and micas H 2 O- is adsorbed water, or trapped water along mineral grain boundaries LOI loss on ignition is weight loss after heated to 800 o. C, removes structural water. Absorbed/trapped water lost previously at 100 o. C (Col 1/Col 2) x # cations in oxide x 100 My Oxygen Prop calcs (Column 3/ sum of col 3) x 100

Given Analysis Compute Mole percents Pyroxenite Jadeite is Na. Al. Si 2 O 6

Given Analysis Compute Mole percents Pyroxenite Jadeite is Na. Al. Si 2 O 6 Diopside is Ca. Mg. Si 2 O 6 We are given the following chemical analysis. Oxide Wt% Mol. Wt Moles Prop. Cations to O 6 Oxide Cation Oxygen o o o Si. O 2 56. 64 60. 086. 9426 Na 2 O 4. 38 61. 99. 0707 Al 2 O 3 7. 21 101. 963. 0707 Mg. O 13. 30 40. 312. 3299 Ca. O 18. 46 55. 96. 3299 . 9426 1. 8852. 1414. 0707. 1414 x 3/2. 2121. 3299 . 9426 x 6/2. 8278 2. 00. 30. 7. 7 2. 8278 o But pyroxenes here have 6 moles oxygens/mole, not 2. 8278. Multiply moles cation by 6/2. 8278 o As always, Moles Oxide = weight percentage divided by molec weight o Na . 3 Ca. 7 Al. 3 Mg . 7 Si 2 O 6 = 30% Jadeite 70% Diopside ohttp: //www. science. uwaterloo. ca/~cchieh/cact/c 120/formula. html This page checked Sept 2 2007 CLS

Volcanics considerable glass, chemical analysis needed. For example, the Rhyolite had 72. 82% Si.

Volcanics considerable glass, chemical analysis needed. For example, the Rhyolite had 72. 82% Si. O 2 and total alkalis Na 2 O + K 2 O = 3. 55 + 4. 30 = 7. 85% plots in the Rhyolite field of Figure 2. 4 SEE NEXT SLIDE Phonolites have low to intermediate silica, but very high Alkali Na 2 O and K 2 O. They form from the partial melting of highly Aluminous (feldspar rich) rocks of the lower crust. Phonolite is the fine-grain equivalent of Nepheline Syenite

Classification of Aphanitic Igneous Rocks Figure 2 -4. A chemical classification of volcanics based

Classification of Aphanitic Igneous Rocks Figure 2 -4. A chemical classification of volcanics based on total alkalis vs. silica. After Le Bas et al. (1986) J. Petrol. , 27, 745 -750. Oxford University Press. Rhyolite had 72. 82% Si. O 2 and total alkalis Na 2 O + K 2 O = 3. 55 + 4. 30 = 7. 85%

Silica Undersaturation Incompatible Phases n Under magmatic conditions some minerals react with free silica

Silica Undersaturation Incompatible Phases n Under magmatic conditions some minerals react with free silica to form other (more silica-rich) minerals. These reactant minerals are said to be undersaturated with respect to Si. O 2. Typical reactions are: n 2 Si. O 2 + Na. Al. Si. O 4 ==> Na. Al. Si 3 O 8 quartz + nepheline ===> Albite n 2 Si. O 2 + KAl. Si. O 4 =======> KAl. Si 3 O 8 quartz + kalsilite =======> Orthoclase n Si. O 2 + Mg 2 Si. O 4 =======> 2 Mg. Si. O 3 quartz + Mg-rich olivine ===> Enstatite n

Silica Saturation-Undersaturation n Shand (1927) proposed the following list of minerals, subdivided on the

Silica Saturation-Undersaturation n Shand (1927) proposed the following list of minerals, subdivided on the basis of silica saturation and/or undersaturation, i. e. those that coexist with quartz (+Q) and those that do not coexist with quartz (-Q). n Undersaturated and saturated minerals can coexist stably under magmatic conditions, but quartz, tridymite and christobalite can only coexist stably with saturated minerals. For example Q + ne is an impossible igneous assemblage, as is Q + Fo (Mg – rich Ol) but Q + Fa (Fe- rich Ol) is stable.

CIPW Norm n Mode is the volume % of minerals seen n Norm is

CIPW Norm n Mode is the volume % of minerals seen n Norm is a calculated “idealized” mineralogy P 135: ”Because many volcanic Rocks are too fine-grained to recognize their mineral components, even microscopically, and many have a glassy component, a method was devised to calculate an idealized mineralogy for such rocks…by… Cross, Iddings, Pirsson, and Washington, called the CIPW norm. ” “the step-by-step technique is described in …”. Appendix B.

n CIPW norms are so complicated they are best done by a program CIPW

n CIPW norms are so complicated they are best done by a program CIPW Norm n n The magma crystallizes under anhydrous conditions so that no hydrous minerals (Hornblende, Biotite) are formed. The ferromagnesian minerals are assumed to be free of Al 2 O 3. The Fe/Mg ratio for all ferromagnesian minerals is assumed to be the same. Several minerals are assumed to be incompatible, thus nepheline and/or olivine never appear with quartz in the norm. This is, of course, an artificial set of constraints, and means that the results of the CIPW norm do not reflect the true course of igneous differentiation in nature.

CIPW Norm Cautions n n n A cumulate rock does not represent the melt

CIPW Norm Cautions n n n A cumulate rock does not represent the melt from which it was extracted. However, if the groundmass of a cumulate can be analyzed, it is valid to use a normative calculation to gain information about the parental melt. Oxidation state. If the Fe 2+/Fe 3+ ratio is known for the sample, the resulting calculation should match the observed mineralogy more closely. Pressure and temperature. Because the CIPW Norm is based on anhydrous melts and crystallization at fairly low pressures, the resultant normative mineralogy does not reflect observed mineralogy for all rock types. Altered normative calculations have been developed that more correctly reflect the particular pressure regimes of the deep crust and mantle. Carbon dioxide. The influence of CO 2 in some cases, especially Carbonatite, and also certain lamprophyre type rocks, Kimberlite and Lamproite, the presence of carbon dioxide and calcite in the melt or accessory phases derives erroneous normative mineralogy. This is because if carbon is not analyzed, there is excess calcium, causing normative silica undersaturation, and increasing the calcium silicate mineral budget. Similarly, if graphite is present (as is the case with some Kimberlites) this can produce excess C, and hence skew the calculation toward excess carbonate. Excess elemental C also, in nature, results in reduced oxygen fugacity and alters Fe 2+/Fe 3+ ratios. Mineral disequilibrium. It is improper to calculate normative mineralogy on an igneous breccia, for instance. For this reason it is not advised to utilize a CIPW norm on Kimberlites, Lamproites, lamprophyres and some silica-undersaturated igneous rocks. In the case of Carbonatite, it is improper to use a CIPW norm upon a melt rich in carbonate.

Mt. Mazama (Crater Lake) n Felsic magmas can result from the fractionation of intermediate

Mt. Mazama (Crater Lake) n Felsic magmas can result from the fractionation of intermediate magmas. Dissolved gasses occupy a much smaller volume than free gasses. n Intermediate Silica, and especially Felsic magmas, have a lot of silica Si. O 2 and crystallize at low temperatures. Therefore they are very viscous, and cannot give up their dissolved volatiles when low surface pressures cause the volatiles to come out of solution Mount Mazama is a destroyed stratovolcano in the Oregon part of the Cascade Volcanic Arc and the Cascade Range located in the United States. The volcano's collapsed caldera holds Crater Lake. It began erupting about 500, 000 years ago. By about 30, 000 years ago, Mount Mazama began to generate increasingly explosive eruptions that were followed by thick flows of silica-rich lava, an outward sign of the slow accumulation of a large volume of highly explosive magma deep beneath the volcano. The cataclysmic eruption of Mount Mazama 7, 700 years ago started from a single vent on the northeast side. So much magma erupted that the volcano began to collapse in on itself. As more magma was erupted, the collapse progressed until a caldera formed, 5 miles (8 km) in diameter and one mile (1. 6 km) deep.

How do we display chemical data in a meaningful way? Variation Diagrams Bivariate diagrams

How do we display chemical data in a meaningful way? Variation Diagrams Bivariate diagrams Harker diagram for Crater Lake Figure 8 -2. Harker variation diagram for 310 analyzed volcanic rocks from Crater Lake (Mt. Mazama), Oregon Cascades. Data compiled by Rick Conrey (personal communication). Mafic rx have Pyroxenes Ca. Al 2 Si 2 O 8 then (K, Na)Al. Si 3 O 8 Mafic rx have Pyroxenes Felsic rx have Albite Felsic rx have K-spars K+ large, needs low Temps to fit in xtal. Mafic rx have Anorthite

http: //minerva. union. edu/hollochk/skaer gaard/introduction. htm Skaergård n The Skaergård intrusion is a layered

http: //minerva. union. edu/hollochk/skaer gaard/introduction. htm Skaergård n The Skaergård intrusion is a layered igneous intrusion in East Greenland; it was important to the development of key concepts in igneous petrology, including magma differentiation, fractional crystallization, and the development of layering. The Skaergård intrusion formed when Tholeiitic magma was emplaced about 55 million years ago (boundary Paleocene and Eocene, PETM). The body is essentially a single pulse of magma, which crystallized from the bottom upward and the top downward. The intrusion is characterized by exceptionally welldeveloped cumulate crystal layers of Olivines, Pyroxenes, Plagioclases, and Magnetite.

http: //minerva. union. edu/hollochk/skaer gaard/introduction. htm Skaergård Model for circulation and deposition within the

http: //minerva. union. edu/hollochk/skaer gaard/introduction. htm Skaergård Model for circulation and deposition within the Skaergaard intrusion (from Irvine et al. , 1998). As the pluton lost heat to its upper crustal surroundings, it crystallized on its roof, floor, and walls. Accumulation was aided by the deposition of crystals from density-driven (convection!) currents. These deposits have a wide range of appearance depending on the location within the pluton and the level within the pluton. In addition, portions of the magma chamber roof periodically collapsed permitting roof zone autoliths and xenoliths to drop into the magma chamber and impact onto the floor. Much of our understanding of the roof zone comes from the autolith blocks, as most of the pluton roof has been eroded away and access to the rest is difficult.

Models of Magmatic Evolution Table 8 -5. Chemical analyses (wt. %) of a hypothetical

Models of Magmatic Evolution Table 8 -5. Chemical analyses (wt. %) of a hypothetical set of related volcanics. Dacite is a high Plagioclase, low alkali feldspar aphanitic rock with lower silica than Rhyolite LOI: Loss on ignition, a measure of hydration, e. g. OH- in hornblende Oxide Si. O 2 Ti. O 2 Al 2 O 3 Fe 2 O 3* Mg. O Ca. O Na 2 O K 2 O LOI Total B 50. 2 1. 1 14. 9 10. 4 7. 4 10. 0 2. 6 1. 0 1. 9 99. 5 BA A D 54. 3 60. 1 64. 9 0. 8 0. 7 0. 6 15. 7 16. 1 16. 4 9. 2 6. 9 5. 1 3. 7 2. 8 1. 7 8. 2 5. 9 3. 6 3. 2 3. 8 3. 6 2. 1 2. 5 2. 0 1. 8 1. 6 99. 2 100. 6 100. 0 RD 66. 2 0. 5 15. 3 5. 1 0. 9 3. 5 3. 9 3. 1 1. 2 99. 7 R 71. 5 0. 3 14. 1 2. 8 0. 5 1. 1 3. 4 4. 1 1. 4 99. 2 B = basalt, BA = basaltic andesite, A = andesite, D = dacite, RD = rhyo-dacite, R = rhyolite. Data from Ragland (1989) If large magmas are initially basaltic, how do these differences occur?

Harker diagrams Oxide vs Si. O 2 – Smooth trends – 3 assumptions: 1

Harker diagrams Oxide vs Si. O 2 – Smooth trends – 3 assumptions: 1 Rocks are related by Fractionation 2 Trends = liquid line of descent 3 Basalt is the parent magma from which the others are derived Figure 8 -7. Stacked Harker diagrams for the calc-alkaline volcanic series of Table 8. 5. From Ragland (1989). Basic Analytical Petrology, Oxford Univ. Press.

To get bulk, extrapolate BA B and further to low Si. O 2 n

To get bulk, extrapolate BA B and further to low Si. O 2 n K 2 O is first element to zero (at Si. O 2 = 46. 5) n Since the solid basalt probably had no K, 46. 5% Si. O 2 is interpreted to be the concentration in the bulk Si. O 2 solid extract and the vert. blue line the concentration of all other oxides Figure 8 -7. Stacked Harker diagrams for the calcalkaline volcanic series of Table 8 -5 (dark circles). From Ragland (1989). Basic Analytical Petrology, Oxford Univ. Press.

Cation Norms (Barth – Niggli) n An alternative norm calculation based on molecular proportions

Cation Norms (Barth – Niggli) n An alternative norm calculation based on molecular proportions and cations n Uses the equivalent weights. In the case of Ca. O, the Equivalent Weight is the Molecular weight. In the case of Al 2 O 3 or Na 2 O the equivalent weight is half the molecuar weight

Cation Norm Example n n n http: //www. amazon. com/Using-Geochemical-Data-Presentation- Wt% oxide values (col

Cation Norm Example n n n http: //www. amazon. com/Using-Geochemical-Data-Presentation- Wt% oxide values (col 1) are divided by their equivalent weights (divide by col 2 and multiply by col 4), converted into cation proportions (col 5) and then converted into cation%. Then CIPW rules except cations are allocated differently. In the case of CIPW norm the proportion of components allocated to Albite is Na/Al/Si = 1: 1: 6 on the basis of combined oxygen, whereas in Cation Norm the Albite allocation is 1: 1: 3 on the basis of cation proportions. The cation norm is not recalculated on a wt% basis, rather the result is recalculated as a molecular percentage.

Extrapolate the other curves back BA B blue line and read off X of

Extrapolate the other curves back BA B blue line and read off X of oxide Then calculate a CIPW norm, or a cation norm, to give amts. plagioclases, pyroxenes, olivine, Fe-Ti oxides, etc. Symbols: an Albite, an Anorthite, di Diopside, hy Hypersthene (old name Opx, ss Enstatite to Ferrosilite) Olivine ol magnetite mt Ilmenite il (Fe. Ti. O 3) Oxide Wt% Cation Norm Si. O 2 Ti. O 2 Al 2 O 3 Fe 2 O 3* Mg. O Ca. O Na 2 O K 2 O Total 46. 5 1. 4 14. 2 11. 5 10. 8 11. 5 2. 1 0 98. 1 ab an di hy ol mt il 18. 3 30. 1 23. 2 4. 7 19. 3 1. 7 2. 7 100

Magma Series Can chemistry be used to distinguish families of magma types? Early on

Magma Series Can chemistry be used to distinguish families of magma types? Early on it was recognized that some chemical parameters were very useful in regard to distinguishing magmatic groups – Total Alkalis (Na 2 O + K 2 O) – Silica (Si. O 2) and silica saturation – Alumina (Al 2 O 3)

Alkali vs. Silica diagram for Hawaiian volcanics: Seem to be two distinct groupings: alkaline

Alkali vs. Silica diagram for Hawaiian volcanics: Seem to be two distinct groupings: alkaline and subalkaline Tholeiites and Calc-Alkaline Figure 8 -11. Total alkalis vs. silica diagram for the alkaline and sub-alkaline rocks of Hawaii. After Mac. Donald (1968). GSA Memoir 116

Recall from last time, we plotted Tholeiitic versus Alkaline Basalts Ne Volatile-free 3 GPa

Recall from last time, we plotted Tholeiitic versus Alkaline Basalts Ne Volatile-free 3 GPa 2 GPa 1 GPa Ab Highly undersaturated (nepheline-bearing) 1 atm alkali olivine basalts ted a r u s sat asalt r e d b Un iitic le tho Fo En Oversaturated (quartz-bearing) tholeiitic basalts Si. O 2

The Basalt Tetrahedron and the Ne-Ol-Q base Alkaline and Subalkaline fields are again distinct

The Basalt Tetrahedron and the Ne-Ol-Q base Alkaline and Subalkaline fields are again distinct Down here on the bottom plane Figure 8 -12. Left: the basalt tetrahedron (after Yoder and Tilley, 1962). J. Pet. , 3, 342 -532. Right: the base of the basalt tetrahedron using cation normative minerals, with the compositions of subalkaline rocks (black) and alkaline rocks (yellow) from Figure 8 -11, projected from the Cpx Diopside. After Irvine and Baragar (1971). Can. J. Earth Sci. , 8, 523 -548.

A Thermal divide separates the silica-saturated (subalkaline) from the silica-undersaturated (alkaline) fields at low

A Thermal divide separates the silica-saturated (subalkaline) from the silica-undersaturated (alkaline) fields at low pressure Cannot cross this divide, cooling liquids move away from the divide, so can’t derive one series from the other with fractionation. At high pressures the phase diagram is different, but that’s another topic, these are eruptions at the surface. 1070 Figure 8 -13 1713 Liquid Thermal Divide Ne + L Ab + L Alkaline Field Ne + Ab Ne Tr + L Sub. Alkaline Field 1060 Ab + Tr Ab Q

AFM diagram: Tilley: can further subdivide the subalkaline magma series into a tholeiitic and

AFM diagram: Tilley: can further subdivide the subalkaline magma series into a tholeiitic and a calc-alkaline series Figure 8 -14. AFM diagram showing the distinction between selected tholeiitic rocks from Iceland, the Mid. Atlantic Ridge, the Columbia River Basalts, and Hawaii (solid circles) plus the calc-alkaline rocks of the Cascade volcanics (open circles). From Irving and Baragar (1971). After Irvine and Baragar (1971). Can. J. Earth Sci. , 8, 523 -548. MORs and Plumes F Th ic o l ei it Calc-alkaline Cascades above subduction zone A M

AFM diagram showing “typical” areas for various extents of evolution from primitive magma types.

AFM diagram showing “typical” areas for various extents of evolution from primitive magma types. Tholeites go through a Ferro -Basalt stage before continuing towards Rhyolite.

A world-wide survey suggests that there may be some important differences between the three

A world-wide survey suggests that there may be some important differences between the three series * * http: //petrology. oxfordjournals. org/content/39/6/1197. full. pdf Modified after Wilson (1989). Igneous Petrogenesis. Unwin Hyman - Kluwer