By Shaun Gallagher
Remarkable records and loopy connections—from the number-crunching genius in the back of a well-liked web publication. in response to findings on Correlated.org, this staggering and intensely humorous booklet offers bizarre-but-true correlations among probably unrelated things.
Based on day-by-day polls and statistical research, Gallagher reveals:
• those that favor omit Piggy to Kermit the Frog are greater than two times as most probably than normal to have tattoos
• individuals with physique piercings are two times as most probably because the ordinary individual to have deployed a fireplace extinguisher
• individuals with bumper stickers on their motor vehicle are much more likely than standard to have sq. danced
You'll by no means examine ballot effects or clinical sound bites an analogous means back!
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Additional resources for Correlated: Surprising Connections Between Seemingly Unrelated Things
Example text
20. ) is not used in MSU. 1000 1= 1 m 3 . 01 1000 10 9 100 REFERENCES 1. BHRA Fluid Engineering, Cranfield, Bedford, UK (1973) Pneumatic Transport of Solids in Pipes (lecture course). 2. A. and Haynes, W. (1979) Pneumatic transport of coal, paper A6, Proc. 3rd Int. Con! on Pneumatic Transport of Solids in Pipes, BHRA Fluid Engineering, Cranfield, Bedford, England. 3. J. (1982) Concept and results of pneumatic conveying of support materials in German underground mining, Proc. Pneuma tech I. International Conference of Pneumatic Conveying Technology, Powder Advisory Centre, London, 3-5 May.
A. F. (1960) Fluidisation and Fluid Particle Systems, Reinhold, New York. 6. Engineer Equipment Users Association (1963) Pneumatic Handling of Powdered Materials, Constable, London. 7. Kongskilde Maskinfarbrik Als, Denmark. 8. A. (1983) Pneumatic Conveying, John Wiley, New York, pp. 53-62. 9. Pfeffer, R. S. (1974) A review of drag reduction in dilute gas-solids suspension flow in tubes, Paper Fl, Proc. Int. Con! on Drag. Reduction, BHRA Fluid Engineering, Cranfield, UK. 10. D. (1978) An investigation into the influence of pressure pulsations on the flow characteristics of solids gaseous suspensions, PhD Thesis, University of the Witwatersrand, Johannesburg, South Africa.
45) Note that AL = 4fv A set of curves (Fig. 44) provides a quick method of obtaining the pressure loss for various air flow rates. IIII_: :1 2 3 I. nt top I L 2 3 I. 3 A set of curves produced using the Blasius equation. can be carried by various sizes of pipes at given velocities. (It is common practice to size compressed air mains in a velocity range 6- 9 m/s). 4. Resistance due to pipe fittings In a system layout where a complex pipe layout is required, it is essential that the pressure losses generated by pipe fittings are taken into account.
Correlated: Surprising Connections Between Seemingly Unrelated Things by Shaun Gallagher
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