The U.K. Health Protection Agency estimates the typical Briton receives about 2,200 microsieverts of radiation per year from background radiation, or about 0.251 microsieverts per hour — more than double the levels registered in Tokyo. Rome is also about 0.25 microsieverts per hour.
“Half of the average annual radiation to people in the U.K. comes from radon — an invisible, colorless, radioactive gas present in all soils,” John Harrison, deputy director of the agency’s radiation center. Cornwall, a popular tourist destination in southwest England, has four times the level of radon as other parts of the country.
The highest level of background radiation is in the state of Kerala and city of Chennai in southern India, where people receive average doses above 30 millisieverts per year, or 3.42 microsieverts an hour, according to the World Nuclear Association. India has vast amounts of thorium in its soil. A millisievert is 1,000 microsieverts.
In Brazil and Sudan, exposure can reach 40 millisieverts a year or 4.57 microsieverts an hour.
Background radiation is 50 times higher than New York in the Sudan and parts of India.
Background radiation is 5 times higher than New York in India in general
Background radiation is almost 3 times higher than New York in the UK
Radiation levels are also far higher on planes.
Long term studies do not show increased deaths from the radiation
How can parents in Brazil, Sudan, India be so irresponsible as to let their children grow up with so much radiation ?
The coastal belt of Karunagappally, Kerala, India, is known for high background radiation (HBR) from thorium-containing monazite sand. In coastal panchayats, median outdoor radiation levels are more than 4 mGy y-1 and, in certain locations on the coast, it is as high as 70 mGy y-1. Although HBR has been repeatedly shown to increase the frequency of chromosome aberrations in the circulating lymphocytes of exposed persons, its carcinogenic effect is still unproven. A cohort of all 385,103 residents in Karunagappally was established in the 1990’s to evaluate health effects of HBR. Based on radiation level measurements, a radiation subcohort consisting of 173,067 residents was chosen. Cancer incidence in this subcohort aged 30-84 y (N = 69,958) was analyzed. Cumulative radiation dose for each individual was estimated based on outdoor and indoor dosimetry of each household, taking into account sex- and age-specific house occupancy factors. Following 69,958 residents for 10.5 years on average, 736,586 person-years of observation were accumulated and 1,379 cancer cases including 30 cases of leukemia were identified by the end of 2005. Poisson regression analysis of cohort data, stratified by sex, attained age, follow-up interval, socio-demographic factors and bidi smoking, showed no excess cancer risk from exposure to terrestrial gamma radiation. The excess relative risk of cancer excluding leukemia was estimated to be -0.13 Gy-1 (95% CI: -0.58, 0.46). In site-specific analysis, no cancer site was significantly related to cumulative radiation dose. Leukemia was not significantly related to HBR, either. Although the statistical power of the study might not be adequate due to the low dose, our cancer incidence study, together with previously reported cancer mortality studies in the HBR area of Yangjiang, China, suggests it is unlikely that estimates of risk at low doses are substantially greater than currently believed.
Health Risk Est. life expectancy lost
Smoking 20 cigs a day 6 years Overweight (15%) 2 years Alcohol (US Ave) 1 year All Accidents 207 days All Natural Hazards 7 days Occupational dose (300 mrem/yr) 15 days Occupational dose (1 rem/yr) 51 days
You can also use the same approach to looking at risks on the job:
Industry type Est. life expectancy lost
All Industries 60 days Agriculture 320 days Construction 227 days Mining and quarrying 167 days Manufacturing 40 days Occupational dose (300 mrem/yr) 15 days Occupational dose (1 rem/yr) 51 days
* 1 Sv (Sievert) = 100 rem * 1 mSv = 100 mrem = 0.1 rem * 1 μSv = 0.1 mrem * 1 rem = 0.01 Sv = 10 mSv * 1 mrem = 0.00001 Sv = 0.01 mSv = 10 μSv
* One becquerel (Bq) is equal to one disintegration per second, or 60 dpm.
* One curie (Ci) is equal to 3.7 x 10 10 Bq or dps, which is equal to 2.22 x 10^12 dpm.
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