Question

In: Civil Engineering

In a quality control test for pavement construction, the engineer cut out a core of the...

In a quality control test for pavement construction, the engineer cut out a core of the asphalt mix. Laboratory tests were conducted on the core to determine the volumetric properties of the mix. The dry mass of the core is 1200 g, the saturated surface dry mass is 1202.5 g and the submerged mass is 691.9 g. The engineer separated the bitumen from aggregate and found that the dry mass of the aggregate was 1132.8g. The specific gravity of bitumen is 1.05 and the percentage of bitumen absorption is 0.5%. The aggregate bulk specific gravity is 2.76, determine the following:


a) bulk specific gravity of the compacted mix


b) Effective specific Gravity aggregates


c) max theoretical specific gravity of asphalt mix


d) percentage by mass of effective binder content


e) percentage of air voids in the total mix


f) pencetage of voids in the mineral aggregates



Solutions

Expert Solution

Mass of dry core A = 1200 g

Saturated surface dry mass B = 1202.5 g

Submerged mass C = 691.9 g

Dry mass of the aggregate D = 1132.8 g

Specific gravity of bitumen GB = 1.05

Percentage of bitumen absorption Pba = 0.5%

Aggregate bulk specific gravity Gsb = 2.76

Aggregate content Ps = D/A * 100 = 1132.8 / 1200 * 100 = 94.4%

Bitumen content Pb = 100 - Ps = 100 - 94.4 = 5.6%

a) Bulk specific gravity of the mix

Gmb = A / (B-C)

= 1200 / (1202.5-691.9)

= 2.35

c) Max theoretical specific gravity of asphalt mix

Gmm = A / (A-C) = 1200 / (1200 - 691.9)

= 2.36

b)  Effective specific Gravity aggregates

Gse = Ps / [(100/Gmm) - (Pb/Gb)]

= 94.4 / [(100/2.36) - (5.6/1.05)]

= 2.55

d) Percentage by mass of effective binder content

Pbe = Pb - (Pba / 100 * Ps )

= 5.6 - (0.5/100*94.4)

= 5.13

e) Percentage of air voids in the total mix

Va = 100 * [(Gmm - Gmb) / Gmm]

= 100 * [(2.36 - 2.35) / 2.36)]

= 0.42%

f) Percetage of voids in the mineral aggregates

Vma = 100 - (Gmb * Ps / Gsb)

= 100 - ( 2.35 * 94.4 / 2.76)

= 19.62%


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