Basics of Concrete Science by Professor L. Dvorkin, Professor O. Dvorkin - HTML preview

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max

ηm dx

where τ

– maximum tension; η – plastic viscidity of the

max

m

system with the maximum destructive structure; dV/dx – gradient

of speed of deformation during flow.

41

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index-42_2.png

index-42_3.png

index-42_4.png

index-42_5.png

index-42_6.png

a

b

τmax

τmax

Fig. 2.1. Change of viscidly-plastic properties of concrete mixture

depending on tensions:

a – change of structural viscosity; b – change of speed of deformation of

flow (αo and αm – corners, which characterizing coefficients of viscosity of

the system);

τmax – maximum tension; ηo ηm – plastic viscosity of the system accordingly with

nondestructive and destructive structure

42

index-43_1.png

index-43_2.png

index-43_3.png

index-43_4.png

index-43_5.png

index-43_6.png

index-43_7.png

The conduct of concrete mixtures at vibration approximately can be

described by Newton formula :

dV

τ = η

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