William E. Ferguson Relative DatingRelative Dating Absolute DatingAbsolute Dating.
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Transcript of William E. Ferguson Relative DatingRelative Dating Absolute DatingAbsolute Dating.
Kelvin Calculation of Earth AgeKelvin Calculation of Earth Age
Unconformity TypesUnconformity Types
Relative Dating PrinciplesRelative Dating Principles
Geologic Puzzle Time!Geologic Puzzle Time! - superposition, horizontality, cross- - superposition, horizontality, cross-
cutting relationshipscutting relationships
• In assigned groups of 3, work out the age relationships In assigned groups of 3, work out the age relationships in Figs. 8.4 - 8.12 in your lab bookin Figs. 8.4 - 8.12 in your lab book
• Pay attention to contact metamorphism!Pay attention to contact metamorphism!• Use pencilUse pencil!!!!!!!!
• Put in squiggly lines between events for uncomformities Put in squiggly lines between events for uncomformities
• Be ready as a group to transfer your answers to an Be ready as a group to transfer your answers to an overhead & explain your relationships to the class.overhead & explain your relationships to the class.
Radioactive DecayRadioactive Decay
What we need to know to apply radiometric What we need to know to apply radiometric datingdating
• The half-life of a radioactive isotope = time required for half of it to decay to a stable (non-radioactive) daughter isotope.
• 40K decays to 40Ar with half-life = 1300 million years.
• 40K and 40Ar can be measured in a mass spectrometer.
• 40K is decaying to 40Ar all the time, but 40Ar is a gas and can escape if a mineral is above the “blocking temperature”. Below the blocking temperature, 40Ar is trapped in the mineral.
• If a mineral is heated above the blocking temperature, 40Ar is lost.
• Different isotopes (of U, K, Rb, Sr, etc) used in dating have different blocking temperatures.
40K has the simplest decay scheme, and is the only one we’ll examine in detail.
# of # of ParentParent & Daughter & Daughter Atoms as a Function of TimeAtoms as a Function of Time
# o
f p
aren
t o
r d
aug
hte
r is
oto
pes
ParentParent
DaughterDaughter
ProportionProportion of Parent Atoms Remaining of Parent Atoms Remaining as a Function of Timeas a Function of Time
Fig. 10.14Fig. 10.14
Percent of Percent of Parent Atoms Parent Atoms
Remaining as a Remaining as a Function of Function of
TimeTime
100
50
25
12.56.25
3.125
% o
f p
aren
t is
oto
pe
rem
ain
ing
As more parent decays, the As more parent decays, the decay rate slows down, but decay rate slows down, but the half-life doesn’t changethe half-life doesn’t change
100
50
25
12.56.25
3.125
% o
f p
aren
t is
oto
pe
rem
ain
ing
Slope =Slope = rate of decayrate of decay
Decay rate = Decay rate = PP
P = amt. Of parentP = amt. Of parent
= decay constant= decay constant = 0.693/half-life= 0.693/half-life