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Define the terms curie, rad, and rem.

Short Answer

Expert verified
Curie measures radioactivity, rad measures absorbed radiation dose, and rem measures radiation effect on humans.

Step by step solution

01

Define 'Curie'

The "curie" (Ci) is a unit of measure for radioactivity. It represents the amount of radioactive decay per second from a given sample. Specifically, 1 curie equals 3.7 x 10^10 disintegrations per second. Curie is a measure of the intensity of radioactivity of a substance.
02

Define 'Rad'

The "rad" is a unit of absorbed dose of ionizing radiation. It stands for 'radiation absorbed dose' and measures the amount of energy that is actually absorbed by a material from radiation. 1 rad is equivalent to an absorption of 0.01 joules of energy per kilogram of material.
03

Define 'Rem'

The "rem" stands for 'Roentgen equivalent man', which is a unit that accounts for the effect of radiation on human tissue. It modifies the absorbed dose measured in rads by a quality factor that accounts for the type of radiation. The formula used is: \( 1 \ \text{rem} = \text{absorbed dose in rads} \times \text{quality factor} \). Rem helps evaluate the biological risk level of exposure to radiation.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Curie
The "Curie" is a traditional unit used to measure radioactivity. It is named after Marie and Pierre Curie, the renowned scientists who pioneered research on radioactivity. A Curie measures how many radioactive atoms in a material decay and release radiation each second. Specifically, one Curie equals 3.7 times 10 to the power of 10 disintegrations per second. Understanding Curie is vital because it gives scientists a standard way to express the intensity of radiation emitted by a radioactive source.
  • A higher Curie value means a more intense radioactivity.
  • It helps gauge the rate at which atoms are undergoing decay.
Curie is crucial in fields such as nuclear medicine, radiography, and the handling of radioactive materials. This unit is fundamentally significant in quantifying the level of radioactive emissions from nuclear reactors, medical imaging devices, and more.
Rad
The "Rad" stands for radiation absorbed dose, a unit that measures the amount of radiation actually absorbed by a material or tissue. When radiation passes through matter, it imparts energy to it. A Rad is quantified as the absorption of 0.01 joules of radiation energy per kilogram of a substance.
  • A higher number of rads indicates greater energy absorption by the body or material being exposed.
  • It provides a tangible sense of the physical effect of radiation on matter.
This unit is important because it helps understand how much radiation energy is applied to a target, whether that be the human body during medical treatments, or any other material. Furthermore, Rad is also used in evaluating the potential damage or alteration caused to tissues and materials due to exposure to radiation.
Rem
The "Rem", or Roentgen equivalent man, is a unit that takes into account not only the absorbed dose in rads but also the type and potential biological effect of the radiation. Different types of radiation (like alpha particles or gamma rays) have varying impacts on organic tissue, even if their absorbed doses are identical.
  • Rem modifies Rad values with a quality factor specific to each type of radiation.
  • It helps highlight the biological risk of radiation exposure more accurately than mere energy absorption measures.
The formula for Rem is: \( 1 \ ext{rem} = \text{absorbed dose in rads} \times \text{quality factor} \). In fields like nuclear safety, medicine, and radioprotection, understanding Rem is essential because it helps evaluate potential health risks from radiation exposure. It is especially useful for setting safety standards and guidelines for shielding workers and the public from harmful radiation.
Radioactivity
Radioactivity is the process by which unstable atomic nuclei decay into smaller particles, releasing energy in the form of radiation. This happens because unstable nuclei are seeking a more stable state, often resulting in the emission of a variety of particles.
  • Types of radiation include alpha, beta, and gamma radiation.
  • Elements such as uranium, radium, and thorium are naturally radioactive.
Radioactivity is a natural phenomenon and can also be artificially induced. It is useful in a wide range of industrial, medical, and scientific applications. For instance, radioactive materials are often utilized in medical imaging and treatment, generating power in nuclear reactors, and in carbon dating for archaeological studies.
Radiation Dosage
Radiation dosage refers to the amount of radiation absorbed by an object or person, and it provides a significant measure for understanding the potential effects of radiation exposure. Dosage can be expressed using different units such as Curie, Rad, and Rem, each offering insights into different aspects of radiation interaction.
  • Curie measures the total radioactive decay events.
  • Rad quantifies the energy absorbed by the material.
  • Rem considers the biological impact of absorbed radiation.
Understanding radiation dosage is crucial for ensuring safety in environments with radiation exposure. It allows for calculating safe exposure levels, appropriate dosages in medical treatments, and necessary shielding requirements to protect against harmful effects. Proper dosimetry and control are vital in maintaining occupational safety standards and public health.

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Most popular questions from this chapter

If a shortage in worldwide supplies of fissionable uranium arose, it would be possible to use other fissionable nuclei. Plutonium, one such fuel, can be made in "breeder" reactors that manufacture more fuel than they consume. The sequence of reactions by which plutonium is made is as follows: (a) \(\mathrm{A}^{238} \mathrm{U}\) nucleus undergoes an \((\mathrm{n}, \gamma)\) to produce \(^{239} \mathrm{U}\) (b) \(^{239} \mathrm{U}\) decays by \(\beta\) emission \(\left(t_{1 / 2}=23.5 \mathrm{min}\right)\) to give an isotope of neptunium. (c) This neptunium isotope decays by \(\beta\) emission to give a plutonium isotope. (d) The plutonium isotope is fissionable. On collision of one of these plutonium isotopes with a neutron, fission occurs, with at least two neutrons and two other nuclei as products. Write an equation for each of the nuclear reactions.

Scandium occurs in nature as a single isotope, scandium-45. Neutron irradiation produces scandium-46, a \(\beta\) emitter with a half-life of 83.8 days. If the initial activity is \(7.0 \times 10^{4} \mathrm{dpm},\) draw a graph showing disintegrations per minute as a function of time during a period of one year.

Outline how nuclear reactions are carried out in the laboratory. Describe the artificial nuclear reactions used to make an element with an atomic number greater than 92.

The principle underlying the isotope dilution method can be applied to many kinds of problems. Suppose that you, a marine biologist, want to estimate the number of fish in a lake. You release 1000 tagged fish, and after allowing an adequate amount of time for the fish to disperse evenly in the lake, you catch 5250 fish and find that 27 of them have tags. How many fish are in the lake?

Sodium-23 (in a sample of NaCl) is subjected to neutron bombardment in a nuclear reactor to produce \(^{24}\) Na. When removed from the reactor, the sample is radioactive, with \(\beta\) activity of \(2.54 \times 10^{4} \mathrm{dpm} .\) The decrease in radioactivity over time was studied, producing the following data: $$\begin{array}{lc}\hline \text { Activity }(\mathrm{dpm}) & \text { Time }(\mathrm{h}) \\\\\hline 2.54 \times 10^{4} & 0 \\ 2.42 \times 10^{4} & 1 \\\2.31 \times 10^{4} & 2 \\\2.00 \times 10^{4} & 5 \\\1.60 \times 10^{4} & 10 \\\1.01 \times 10^{4} & 20 \\\\\hline\end{array}$$ (a) Write equations for the neutron capture reaction and for the reaction in which the product of this reaction decays by \(\beta\) emission. (b) Determine the half-life of sodium- 24.

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