Transcript ES 8.2 2006

Section 8.2
Determining Absolute Age
1
Objectives

Summarize the limitations of using the rates
of erosion and deposition to determine the
absolute age of rock formations.

Describe the formation of varves.

Explain how the process of radioactive decay
can be used to determine the absolute age of
rocks.
Absolute Age

The numeric age of
an object or event,
often stated in
years before the
present.
Absolute Dating Methods
 A variety are used,
either by
observing geologic
processes or by
measuring the
chemical
composition of a
rock.
Rates of Erosion
 By
measuring
the rate at which
a stream erodes
its bed, we can
estimate the age
of the stream.
Practical only for
features that
formed within
the past 10-
Example
 Niagara
Falls has been eroding at an
average rate of 1.3 m per year for the
past 9,900 years.
For Older Surface Features
The method is less
accurate because
rates of erosion
may vary greatly
over millions of
years.
Rates of Deposition
 Geologists can
estimate the average
rates of deposition for
common sedimentary
rocks (about 30
cm/1000 years).
It Provides Only An Estimate
Because
Any given
sedimentary layer
may not have been
deposited at the
average rate.
 The rate of deposition
may change over
time.

Varve Count
 Sediments
can show
definite annual layers that
consist of a light-colored
band of coarse particles
and a dark band of fine
particles. We can count
these like tree rings.
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Generally Form In Glacial Lakes

Large light-colored
sediments deposited
quickly in the summer.
Small particles and
organic matter settle out
in the winter, forming a
dark layer. One light
and dark layer thus
equals one year.
Radiometric Dating

A method of
determining the
absolute age of an
object by using
radioactive decay.
Isotopes
 Atoms of the same
element with
different numbers
of neutrons.
Radioactive Isotopes
 Atoms
that break
down and emit
particles and energy.
Since the decay rate
is known we can use
radioactive materials
as natural clocks by
comparing the ratios
of two isotopes.
Parent Isotope
The original, radioactive isotope.
Daughter Isotope
 The result of
radioactive decay;
the newly formed
isotope.
Using The Known Decay Rate

Scientists compare
the proportions of
the parent and
daughter isotopes
to determine the
absolute age of the
rock.
An Example
 Think
of an hourglass
filled with sand. The sand
on top is the parent
material and the sand
falling to the bottom is the
daughter product.
 As the parent material
decreases the daughter
product increases in
proportionate amounts.
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Half-Life


The time it takes half the
mass of a given amount of
a parent isotope to decay
into its daughter isotopes.
The rate is assumed to be
constant for each
substance and is not
effected by changes in
temperature, pressure, or
other environmental
factors.
This Only Works If

The sample has
not gained or lost
either parent or
daughter isotopes
through leaking or
contamination.
Radioactive Isotopes (Table
1, p. 195)
 The amount of
time that has
passed since a
rock has formed
determines which
radioactive
element is used to
date a rock.
Time Is The Key
 Too
little: Not
enough daughter
isotope to
measure.
 Too much: Not
enough parent
isotope to
measure.
 So the estimated
age of the rock
Carbon Dating
Younger rocks may
be dated by the
remains of organic
material found
within the rock.
Also known as
radiocarbon dating,
it is used for
material less than
70,000 years old.
14C
Is Created In the Atmosphere
 It then becomes
part of carbon
dioxide, which all
organisms use as a
carbon source. The
ratio of 14C to
normal 12C is a
known constant,
and is the same in
all organisms.
When The Organism Dies

The ratio between
the two isotopes
begins to change
because 14C is
radioactive, with a
half-life of 5,730
years. Thus the
amount of 14C loss
tells us how long ago
the organism was
Assignment
Due EOP
Thursday:
Directed Reading
8.2 Key Terms
 Due EOP Friday:
Licorice Lab
 Due BOP Monday:
“Shaky” Chapter
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