z = proton number = atomic number n = neutron number a = mass number (z+n) atomic mass of nuclide =...

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Page 1: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12
Page 2: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12
Page 3: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12
Page 4: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Z = proton number = atomic numberN = neutron number A = mass number (Z+N)

Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12 mass of 12C atom, measured in atomic mass units – amu’s (must be looked up)

Atomic weight of element = sum of the masses of the isotopes of that element times their atomic abundance (found in most textbooks)

Page 5: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

•Pauli exclusion principle•Hunds rule

Electrons & orbitals

Page 6: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

•Aufbau principle

Page 7: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

•Charges•Ionization potential

More stable:Filled shellsFilled subshellsFilled and half filled orbital types

Page 8: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Ionization potential = energy required to remove an electron

Electron affinity = energy given off when adding an electron to a neutral atom

S and px, py and pz orbitals

Page 9: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Electronegativity = (sum of IP & EA) x constant

Electronegativity difference of 1.7 = 50% ionic character

Page 10: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Electronegativity differences: Examples: >2.1 - high ionic character (electrons exchanged) halite, Mg-O, Ca-O, K-O, Na-O bonds in silicates,

carbonates and other oxidiized complex anions1.6-2.1 - metal and non-metal - weak ionic character Fe-O, also Ti, V, Cr-O bonds in silicates1.6-2.1 - nonmetals - polar covalent bond Rare (except for Si-O)0.5-1.6 - polar covalent bond Fe-S, also Ni, Cu, Pb, Hg bonds in sulfides

also C-O, S-O, Si-O, P-O, N-O in complex ions<0.5 - nonmetals - non -polar covalent bond Graphite, sulfur, realgar, orpiment,

<0.5 - high electronegativity metals Gold, silver, platinum group, metallic bonding

Page 11: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Goldschmidt’s classification

Page 12: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Covalent bond character – hybrid orbitals form

Page 13: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Ionic bonding produces close-packed structures. There is a balance between attraction of oppositely charged ions and repulsion by outer electrons on both.

Radius ratio = radius of cation/anion in a bond. Thisdetermines the coordinationnumber

Page 14: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Ionic Radii

Page 15: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Crystal field splitting – orbitals change energy in a surrounding crystal lattice

Leads to high spin (larger radius) and low spin electron configurations

Produces color in minerals

(example Fe+3 with 5 d electrons)

Page 16: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Common silicates and oxides:

CN = 4 (Si, Al)CN = 6 (Mg, Fe)CN = 8 (Ca, Na)

In mantle:olivine, orthopyroxene,clinopyroxene, spinel, garnet

Page 17: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

In the earth, abundant elements form minerals with specific coordination polyhedra or sites. Minor elements either substitute or form rare minerals.

The ability to substitute is controlled by:1) radius; 2) charge (valence); 3) electronegativity (bonding behavior)

Contours are enrichment in crust/mantle

Page 18: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Mineral/melt partition or distribution coefficients

Ionic radius

KD = concentration in mineral concentration in liquid

Eu has two valences:Eu+2 and Eu+3

Page 19: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

You can calculate partition coefficients for any element in any mineral from the radius of the mineral site and elastic properties of the mineral.

Page 20: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Continental crust is complement to depleted mantle

Bulk partition coefficient = sum of each mineral Kd X the abundance of the mineral during melting or crystallization

Bulk Kd > 1 – element is compatible, Bulk Kd < 1 - incompatible

Page 21: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Increasing compatibility for mantle melting

Page 22: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Kinds of incompatible trace elements:Rb, K, Ba, Sr = large ion lithophile elements (LILE)Th, U, Zr, Hf, Nb = high field strength elements (HFSE) (Field strength = charge/ionic radius)

Page 23: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Water and Aqueous solutions

Page 24: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Ionic potential

= field strength

= charge/radius

Page 25: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Residence time = Total mass of element in reservoir (oceans)/influxGrams/(grams/year)

Page 26: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12

Basalts from subduction zones – island arc basalt

Fluid mobile elements (FME) = Rb, Ba, K, Pb, SrFluid immobile elements = Nb,Ta, Zr (Hf), Ti

Page 27: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12
Page 28: Z = proton number = atomic number N = neutron number A = mass number (Z+N) Atomic mass of nuclide = (rest mass – binding energy) relative to 1/12