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Radioactive decay radiocarbon dating

EXAMPLE 25-4 Applying the Integrated Rate Law for Radioactive Decay Radiocarbon Dating... [Pg.1181]

The half-life of a radioactive nuclide is the time required for one-half of the original sample to decay. Radiocarbon dating is based on the radioactivity of carbon-14. [Pg.634]

Radiocarbon dating (43) has probably gained the widest general recognition (see Radioisotopes). Developed in the late 1940s, it depends on the formation of the radioactive isotope and its decay, with a half-life of 5730 yr. After forms in the upper stratosphere through nuclear reactions of... [Pg.418]

The constant half-life of a nuclide is used to determine the ages of archaeological artifacts. In isotopic dating, we measure the activity of the radioactive isotopes that they contain. Isotopes used for dating objects include uranium-238, potassium-40, and tritium. However, the most important example is radiocarbon dating, which uses the decay of carbon-14, for which the half-life is 5730 a. [Pg.832]

The usual procedure for radiocarbon dating is to bum a tiny sample of the object to be dated, collect the CO2 that is produced, and compare its rate of radioactive decay with that of a fresh CO2 sample. The ratio of counts gives Nq jN, which can then be substituted into Equation to calculate t. Mass spectroscopic isotope analysis can also be used to obtain the Nq jN value, as Example illustrates. [Pg.1606]

Errors Inherent to the Radiocarbon Dating Method. The decay of radiocarbon is radioactive, involving discrete nuclear disintegrations taking place at random dates derived from the measurement of radiocarbon levels are therefore subject to statistical errors intrinsic to the measurement, which cannot be ignored. It is because of these errors that radiocarbon dates are expressed as a time range, in the form... [Pg.308]

Any geochronometric method for estimating the age of objects based upon the generation of radioactive isotopes by cosmic radiation, followed by isotopic incorporation into the biosphere/geosphere, and their subsequent first-order decay with release of radiation and/or accumulation of daughter isotopes. These methods take advantage of the lack of any dependence of the decay rate on temperature, pressure, pH, or other physical parameters. See Radiocarbon Dating... [Pg.171]

The method builds on the fundamentals of radiocarbon dating via analysis, an analytical method that relies on the nuclear decay of radioactive carbon that is incorporated from the atmosphere into all living, respiring plants. The is present in the atmosphere as " C02. The level of is extremely low, only one part per trillion of the natural abundance of carbon in the atmosphere. When plant respiration ceases, the uptake of stops, but the slow radioactive decay of... [Pg.345]

Obviously this wide distribution of the 14C formed in the atmosphere lakes time it is believed to require a period of 500-1000 years. This time is not. however, a deterrent to radiocarbon dating because of two factors die long half-life of I4C and the relatively constant rate of cosmic-ray formation of l4C in the earth s atmosphere over the most recent several thousands of years. These considerations lead to the conclusion that the proportion of 14C in the carbon reservoir of the earth is constant, and that the addition by cosmic ray production is in balance with the loss by radioactive decay. If this conclusion is warranted, then the carbon dioxide on earth many centuries ago had the same content of radioactive carbon as the carbon dioxide on earth today, Thus, radioactive carbon in the wood of a tree growing centuries ago had the same content as that in carbon oil earth today. Therefore, if we wish to determine how long ago a tree was cut down to build an ancient fire, all we need to do is to determine the relative 14C content of the carbon in the charcoal remaining, using the value we have determined for llie half life of 14C. If the carbon from Ihe charcoal in an ancient cave has only as much 14C radioactivity as does carbon on earth today, then we can conclude that the tree which furnished llie firewood grew 5730 30 years ago. [Pg.1414]

Radioactive decay (radioactivity) the spontaneous decomposition of a nucleus to form a different nucleus. (21.1) Radiocarbon dating (carbon-14 dating) a method for dating ancient wood or cloth based on the rate of radioactive decay of the nuclide gC. (21.4)... [Pg.1108]

The half-life of is 5730 years. A sample taken for radiocarbon dating was found to contain 56% of its original " C. What was the age of the sample (Radioactive decay of follows first-order kinetics.)... [Pg.297]

An example of spontaneous radioactive decay is that of carbon-14, which takes place by loss of a P-particle to give nitrogen-14 (equation 2.3) and this decay is the basis of radiocarbon dating (see Section 2.9). The emission of a P-particle results in an increase in the atomic number by one and leaves the mass number unchanged. [Pg.55]

Radiocarbon dating is a technique used widely by archaeologists to date articles composed of organic material (e.g. wood), and the importance of the method was recognized in 1960 by the award of the Nobel Prize in Chemistry to its developer, W.F. Libby. The method relies on the fact that one isotope of carbon, gC, is radioactive (n = 5730 yr) and decays according to equation 2.34. [Pg.64]

Radiocarbon dating is based on the radioactivity of which decays... [Pg.679]

Radiocarbon dating (carbon-14 dating) a method for dating ancient wood or cloth on the basis of the radioactive decay of the carbon-14 nuclide. [Pg.833]


See other pages where Radioactive decay radiocarbon dating is mentioned: [Pg.764]    [Pg.42]    [Pg.459]    [Pg.600]    [Pg.198]    [Pg.1045]    [Pg.524]    [Pg.309]    [Pg.2835]    [Pg.744]    [Pg.27]    [Pg.199]    [Pg.164]    [Pg.528]    [Pg.33]   
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