The Biological Effects of Radon and its Progeny

Although the exact correlation may never be established, scientists agree that the radioactive decay of radon and radon progeny is a significant contributor to the factors that cause lung cancer.

Radon and the Human Body

As 222Rn decays in the lungs, 218Po and 214Po either attach to the bronchial wall, form a molecular aggregate with other airborne particles, or exist in the air transiently as ions. Although only soluble in fatty tissues, radon is usually inhaled and cleared back out of the blood in a few minutes, however the decaying progeny remain. How much radiation an individual may receive depends on the dustiness of the surrounding air, the time elapsed before attachment to the bronchiolar epithelium, and lung morphology. The major radiation dose received by persons affected by radon comes from 218Po and 214Po, which emit alpha particles as they decay. These alpha particles move through the lining membrane in the bronchial region and can cause cell abnormalities. Exactly how alpha particles cause cancer is not known, however it is possible that their large mass (relative to beta and gamma particles) has sufficient energy to break a DNA chain that a less massive particle may pass through. When cellular repair systems are unable to repair the breaks in DNA caused by alpha particles, permanent cell damage results. The tissue lining the lung is known as the epithelium, and has a basal layer approximately 7 microns thick and an outer layer covered by a mucus layer of variable thickness (40-80 microns thick). A layer of mucus 10-20 microns thick coats the outer epithelium, helping the cilia move particulate matter out of the lungs and respiratory tract. In the basal layer, cell division is common and therefore susceptible to damage from radiation. The mucus layer and epithelium protect the basal layers with their combined thickness of about 60 microns, however in some areas the basal layer is only 20-30 microns from the surface.
--Element-- --Penetration Distance--
222Rn41 microns
218Po48 microns
214Po71 microns
Source: Nazaroff and Nero, 1987

The primary effects of radiation:

There are two general stages in the establishment of a
cancer:

Even at high doses of radiation, we have no direct genetic evidence of effects on humans except for reciprocal translocations detected in spermatocytes by cytology. There are two methods used to estimate the changes in incidence of disorders caused by gene mutations:

According to the National Academy of Science:

DNA, deoxyribonucleic acid, is the genetic material which directs the reproduction and maintenence of the cell. DNA is composed of sequences of four types of nucleotides, adenine, guanine, cytosine, and thymine, that are grouped in triplets known as codons. These codons correspond with the production of amino acids which make up proteins that carry out cellular processes. Little DNA codes for proteins--most of it has an unknown function. A mutation is any change in the nucleotides of the DNA sequence.

Types of Mutations

Expressions Describing Radiation Dosage

A larger class of mutations arises from the breakage of the chromosome itself and the subsequent rearrangement of the fragments. There is a curvilinear relationship of yield to dose for the data for genetic damage, with the slope increasing with dose over the dose range. Generally, an expression of the form

y = aD + bD2 + C

describes the curve, where y is yield, D is dose, and C is estimated zero-dose incidence. The coefficients a and b measure the admixture of one- and two-track events. A modification of the theory would assign these values to the physical nature of radiation absorption, with the damage resulting from the interaction of lesions arising from either single-track or two separate tracks. The dose-effect relationship is given by

e = k(gD + D2)

where e is effect, g is the dose average of the specific energy deposited in the target volume by single ionizing events, an k is a "sensitivity coefficient." This relationship yields good values for the coefficients when good data is used, and leads to precise estimation of the effects of low doses and low dose rates. One element that must be taken into account is the ability of the cell to repair itself, therefore time must be introduced as a variable.

G = 2(v/T)2(T/v - 1 + e-T/v)

where G is a correction factor for yield of two-track events, v is the average time between damage and repair, and T is treatment duration. A more rigorous explanation may involve multiple cellular repair mechanisms working together. Moreover, there may by more than one class of event involved in a point mutation and further mutations may be introduced by repair systems. Clearly, the age of the subject and the relative efficiency of individual repair systems may change, making an exact quantification impossible, however the best estimate of damage at very low doses may be an linear extrapolation through the origin, i.e. zero dose = zero yield.


[Table of Contents] [Glossary][Restart]