civ3703 assignment 2 - 2014 guides

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  • 8/10/2019 CIV3703 Assignment 2 - 2014 Guides

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    3. The asphalt modulus is determined in the laboratory using a machine

    that applies a load in 40 ms, corresponding to a vehicle speed of 95

    kph. If the design speed is not 95 kph, you need to apply a correction

    factor. The higher the design speed, the higher the design modulus.

    All of the above correction factors have to be applied to the laboratory

    modulus (multiplicatively).

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    Using the design asphalt modulus for thickness design using Austroads

    Charts:

    For example, for a full-depth asphalt pavement you can use a chart such as

    shown below (mind the asphalt modulus) to find the thickness of asphalt for

    the given design traffic (ESA).

    For other pavement types, appropriate charts can be used to find the

    thickness(es) of pavement layer(s).

    Q5

    You are provided with this list:

    Hints: Find the % AV and % Effective Binder Content by volume.

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    You will see that % AV and % Effective Binder Content by volume are

    interrelated. Therefore, the calculations may look somewhat lengthy and

    complicated. Follow the steps below and try to understand why certain steps

    are required before you can get the % AV and % Effective Binder Content by

    volume.

    1. First, consider information within the red box.

    Aggregate mix = coarse aggregate + fine aggregate + filler.

    Firstly, calculate % aggregate in total asphalt mass = 100% - % binder

    content by mass = P

    Then, calculate % mass coarse aggregate in aggregate mix = 60/P . 100% =

    Q

    Similarly, calculate % mass fine aggregate (R) and % mass filler (S) inaggregate mix.

    Note: Q + R + S = 100%

    2. Next, calculate the bulk density of the aggregate mix using Eq. 5(2) of

    AS2891.8-2005.

    3. Using the calculated bulk density in (2) and the supplied maximum

    asphalt density and % binder by mass, calculate the % binder

    absorbed using Eq. 5(3) of AS2891.8-2005.

    4.

    The % effective binder by mass can then be calculated using Eq. 5(4)ofAS2891.8-2005.

    5. Percent air voids in the specimen can be calculated from Eq. 5(1) of

    AS2891.8-2005. But you need to calculate the bulk density of the

    specimen first (mass volume). Volume of specimen is calculated

    using the mass in air and the mass in water (Archimedes principle

    see Eq. (1a) of the supplied notes on Preparation of Specimens for

    Marshall Test).

    6. Percent binder by volume (effective) is calculated as follows (see

    Figure 1 of the supplied notes on Preparation of Specimens for

    Marshall Test):

    % Volume of (effective binder + aggregate) = (100 AV) = X

    Volumetric proportion of effective binder = % effective binder by mass

    density of binder = Y

    Volumetric proportion of aggregate = % aggregate by mass bulk

    density of aggregate mix = Z

    Hence, % volume of effective binder = X . {Y/(Y + Z)}

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    You should comment on this value, whether it is good or bad, why

    good/bad, etc. Read Section 5.5 of the Study Book.

    7. Maximum theoretical density, VMA and VFB can be obtained from Eq.

    5(5), 5(6) and 5(9) of AS2891.8-2005.

    8.

    The use of the Shell Nomograph for estimating the stiffness modulusof asphalt was discussed in Recording 28 - CIV3703 - Week 8 -

    Session 3. Note that the stiffness modulus of a recovered binder is

    higher than that of a fresh binder due to field oxidation/ageing (as

    discussed in the lecture, field ageing process is often simulated using

    the Rolling Thin Film Oven Test or RTFO in the laboratory).

    4.