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Determination of Mixing and Compaction Temperatures ... - ijcebm

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International Journal <strong>of</strong> Civil Engineering <strong>and</strong> Building Materials (ISSN 2223-487X) Vol. 2 No.4 2012<br />

© 2012 International Science <strong>and</strong> Engineering Research Center<br />

Test Results <strong>and</strong> Analysis<br />

Viscosity. Three asphalt mastic specimen per dust content were tested at three different temperatures<br />

135, 165, <strong>and</strong> 195°C <strong>and</strong> the average viscosity per testing temperature at a specific dust content was<br />

recorded in centipoises as the viscosity <strong>of</strong> the asphalt mastic specimen at a test temperature <strong>and</strong> dust<br />

content. The order <strong>of</strong> testing was from lowest mineral filler content <strong>and</strong> temperature to highest. A<br />

linear relationship between viscosity (log-log scale) <strong>and</strong> temperature is established for each mineral<br />

filler dust to binder ratio content using the equation below.<br />

V i = A + VTS(<br />

Ti<br />

)<br />

(1)<br />

Where V is viscosity in (Pa·s), A is the regression intercept,Tiis temperature <strong>of</strong> interest, (°C) <strong>and</strong><br />

VTS is the regression slope <strong>of</strong> viscosity temperature susceptibility.Using least squares regression<br />

method, the linear eq. 1 is established per dust to binder content as shown in table 2. The figures<br />

generated for each mineral filler are shown in figures 1 to 3. At 0.170±0.02 Pa·s <strong>and</strong> 0.280±0.03<br />

Pa·s equi-viscous lines, the temperatures for asphalt mixtures mixing <strong>and</strong> compaction are established<br />

at any dust to binder ratio content for each specific mineral filler as shown in the figures below.<br />

Depending on the type <strong>and</strong> content <strong>of</strong> mineral filler recommended for use with No.70 (Penetration<br />

grade), the required asphalt mixtures mixing <strong>and</strong> compaction temperatures can be read <strong>of</strong>f from the<br />

particular asphalt mastic graph. It should be noted that a linear regression equation for mineral filler<br />

to binder ratio <strong>of</strong> 1.5 for hydrated lime is missing because the mixture at such a high content <strong>of</strong><br />

hydrated lime was too stiff to work. Hydrated lime has a higher specific gravity than other mineral<br />

fillers hence the method based on weight other than volume <strong>of</strong> mineral filler proved to work well for<br />

low specific gravity fillers such as limestone <strong>and</strong> Portl<strong>and</strong> cement.<br />

Filler to<br />

binder<br />

ratio<br />

0<br />

0.3<br />

0.6<br />

0.9<br />

1.2<br />

1.5<br />

Table 2 Viscosity at different type <strong>and</strong> content <strong>of</strong> mineral fillers<br />

Test<br />

Temp<br />

. o Viscosity (Pa.s) Viscosity equation Vi = A + VTS(Ti)<br />

C Hydrated<br />

Lime<br />

Lime<br />

stone<br />

Portl<strong>and</strong><br />

cement<br />

Hydrated Lime Limestone Portl<strong>and</strong> Cement<br />

135 0.42 0.42 0.42<br />

165 0.11 0.11 0.11 Vi=1.24-0.006Ti Vi=1.24-0.006Ti Vi=1.24-0.006Ti<br />

195 0.04 0.04 0.04<br />

135 0.9 0.59 0.6<br />

165 0.2 0.16 0.2 Vi=2.6-0.0133Ti Vi=1.73-0.0088Ti Vi=1.68-0.0083Ti<br />

195 0.1 0.06 0.1<br />

135 3.1 0.85 1.0<br />

165 0.8 0.23 0.3 Vi=9.1-0.0467Ti Vi=2.48-0.0127Ti Vi=2.94-0.015Ti<br />

195 0.3 0.09 0.1<br />

135 14 1.45 2.1<br />

165 3.2 0.37 0.5 Vi=41.58-0.215Ti Vi=4.26-0.0218Ti Vi=6.16-0.0317Ti<br />

195 1.1 0.14 0.2<br />

135 27.4 2.41 4.6<br />

165 5.4 0.59 1.1 Vi=82.18-0.428Ti Vi=7.12-0.0367Ti Vi=13.58-0.07Ti<br />

195 1.7 0.21 0.4<br />

135 - 3.69 12.8<br />

165 - 0.86 3.0<br />

- Vi=10.94-0.0565Ti Vi=37.81-0.195Ti<br />

195 - 0.3 1.1<br />

161

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