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New PDF release: Advances in Cryogenic Engineering: Proceedings of the 1963

By H. A. McGee Jr. (auth.), K. D. Timmerhaus (eds.)

ISBN-10: 1475705255

ISBN-13: 9781475705256

ISBN-10: 1475705271

ISBN-13: 9781475705270

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Read or Download Advances in Cryogenic Engineering: Proceedings of the 1963 Cryogenic Engineering Conference University of Colorado College of Engineering and National Bureau of Standards Boulder Laboratories Boulder, Colorado August 19–21, 1963 PDF

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Extra info for Advances in Cryogenic Engineering: Proceedings of the 1963 Cryogenic Engineering Conference University of Colorado College of Engineering and National Bureau of Standards Boulder Laboratories Boulder, Colorado August 19–21, 1963

Sample text

E VACUUM , JAC;;ET ~" GROUNO HOLD ICOHPRESSEDI- ' Fig. 1. Application of a compressed multilayer insulation system. INSULATION-SYSTEM DESIGN The test tank, as shown in Fig. 2, is made of two flanged and dished 48 in. OD by i-in. wall, type-304 stainless steel ASME heads separated by a 7-in. long by i-in. thick, type 304 stainless-steel cylindrical section. A 1t-in schedule-SS stainless steel neck tube was centered on one head for liquid fill, withdrawal, and instrumentation. This shape approximates that proposed for storage of fluids in space.

Mazur Oak Ridge National Laboratory* Biology Division Oak Ridge, Tennessee Cryobiology, like cryogenics and low-temperature physics, deals with phenomena at low temperatures, but differs from them in that most phenomena of biological interest occur above -150°C rather than near absolute zero. This quasi-existence of a biological "zero" at ab out 123°K arises from the fact that biological organisms contain 70 % or more water, and it is only above -150°C that gross physical changes in the structure and properties of water occur [1].

These theoretieal physical-chemical considerations are supported by experimental findings. When cooled slowly, many cells are observed to shrink without any visible internal • Solutions to this equation were obtained by M. T. Harkrider, Mathematics Division. Oak Ridge National Laboratory, using the Runge-Kutta method. P. Mazur 32 100 90 so 70 60 ~ 50 > 40 '0 20 10 -2 -4 -6 -8 -'~E-~~E~~T~~E\~cf0-22 -24-26 -28-30 Fig. 4. u-diameter spherical cells as a function of temperature and cooling velocity.

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Advances in Cryogenic Engineering: Proceedings of the 1963 Cryogenic Engineering Conference University of Colorado College of Engineering and National Bureau of Standards Boulder Laboratories Boulder, Colorado August 19–21, 1963 by H. A. McGee Jr. (auth.), K. D. Timmerhaus (eds.)


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