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chemia - Studia

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THE RHEOLOGICAL STUDY OF SOME SOLUTIONS BASED ON SURFACE-ACTIVE AGENTS (II)<br />

Table 5. Rheological equations for PC 1-5 solutions<br />

Temperature, Equation<br />

˚C PC 1 PC 4 PC 5<br />

25 0. 414<br />

τ = 1.4<br />

⋅ & γ<br />

32 0. 618<br />

τ = 0.25<br />

⋅ & γ<br />

39.5 0. 802<br />

τ = 0.04<br />

⋅ & γ<br />

τ = 19.7<br />

⋅ & γ<br />

τ = 3.9<br />

⋅ & γ<br />

τ = 0.55<br />

⋅ & γ<br />

0.185<br />

0.500<br />

0.810<br />

τ = 6.6<br />

⋅ & γ<br />

τ = 2.1⋅<br />

& γ<br />

τ = 0.74<br />

⋅ & γ<br />

0.439<br />

0.630<br />

0.715<br />

Through the measurements achievement at different temperatures it<br />

was possible to establish the dependence lnτ<br />

= f (1 T ) and to calculate the<br />

E<br />

a<br />

values. For PC 1-5 solutions, the E<br />

a<br />

changes with the content of surfactant B<br />

is shown in Figure 4. It is observed that there is a range of concentrations<br />

−1<br />

at which E has minimum values minimum values of (25 ÷ 65) kJ ⋅ mol .<br />

a<br />

140<br />

Activation energy of viscous flow ,<br />

kJ.mol -1<br />

120<br />

100<br />

80<br />

60<br />

40<br />

20<br />

0<br />

0 1 2 3 4 5 6<br />

B content, w t %<br />

27s-1 48.6s-1 81s-1<br />

Figure 4. The activation energy evolution for PC 1-5 samples<br />

2. The preservation time influence<br />

That influence was studied for sample PC 2 at 32°C, and τ = f (γ&<br />

)<br />

dependence is presented in Figure 5. It can be observed that preservation<br />

does not change the non-Newtonian behavior but increases the shear<br />

stress values.<br />

251

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