By Brian Clegg

ISBN-10: 0312598947

ISBN-13: 9780312598945

An exploration of the terrifying threats to our international that fill today's headlines: from worldwide warming epidemic to the specter of nuclear guns and the chance posed via the vanguard units just like the huge Hadron Collider. *Armageddon Science* through Brian Clegg is every little thing you need to find out about capability man-made disaster.

Climate swap. Nuclear devastation. Bio-hazards. the big Hadron Collider. What do these items have in universal? all of them have the aptitude to finish our international. each nice clinical production of guy is balanced via an equivalent volume of danger—as there's no growth with no hazard. *Armageddon Science* is an authoritative examine the true "mad science" at paintings this day, that recklessly places existence on the earth in danger for the pursuit of data and private achieve. This booklet explores the truth of the hazards that technology poses to the human race, from the vintage worry of nuclear destruction to the most recent percentages for annihilation. Combining the technological know-how in the back of these threats with an knowing of the genuine humans dependable in addition to delivering an review of the chance of the top of the realm, this isn't a catastrophe motion picture, it's Armageddon technological know-how.

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**Sample text**

1990), Attenuation and scattering of millimeter wavelength radiation by clouds and precipitation, J. Atmos. , 7, 464 – 479. Liznar, J. (1914), Die fallgeschwindigheit der regenropfen, Meteorol. , 31, 339 – 347. Magarvey, R. , and C. S. MacLatchy (1965), Vortices in sphere wakes, Can. J. , 43, 1649 – 1656. Magono, C. (1954), On the shape of water drops falling in stagnant air, J. , 11, 77 – 79. Margarvey, R. , and R. L. Bishop (1961), Transition ranges for three-dimensional wakes, Can. J. , 39, 1418 – 1422.

26, 1066 – 1072. Beard, K. , and A. Tokay (1991), A ﬁeld study of small raindrop oscillations, Geophys. Res. , 18(12), 2257 – 2260. Beard, K. , J. Q. Feng, and C. Chuang (1989a), A simple perturbation model for the electrostatic shape of falling drops, J. Atmos. , 46, 2404 – 2418. Beard, K. , H. T. Ochs, and R. J. Kubesh (1989b), Natural oscillations of small raindrops, Nature, 342, 408 – 410. Beard, K. , R. J. Kubesh, and H. T. I. Ochs (1991), Laboratory measurements of small raindrop distortion, part 1: Axis ratios and fall behavior, J.

Because of the symmetry of the integrand, the factor 1/2 in front of the ﬁrst integral can be avoided by changing the upper limit of this integral to m/2. The ﬁrst term on the RHS represents the increase of the number of drops with mass m being formed by two coagulating droplets with masses m′ and m À m′. The second term describes the loss of drops with mass m due to collision and coalescence with any other drop. This is the famous Smoluchowski equation [cf. , 2004]. Mathematical considerations have been presented by numerous authors, and we exemplarily refer to the comprehensive and rigorous reviews from Aldous [1999], Norris [1999], as well as Fournier and Mischler [2005].

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