EVALUATION OF EFFECTIVENESS OF ANTISTRIP ADDITIVES USING FUZZY SET PROCEDURES

Author(s)
KIM, KW AMIRKHANIAN, S
Year
Abstract

Asphalt concrete pavement layers are sometimes weakened by moisture when the adhesive bond between the aggregate surface and the asphalt cement is broken. The problem of stripping, or disbonding of asphalt cement from aggregates in asphaltic concrete mixtures, has produced serious pavement distress, has increased pavement maintenance, and has resulted in poor pavement performance. Use of antistrip additive is often necessary to prevent stripping in asphaltic concrete pavements. The selection of an appropriate antistrip additive for a particular project is not an easy task because of the many factors involved. Most highway agencies perform tests on an asphaltic concrete mixture to determine its moisture-susceptibility performance. Someof these tests may include indirect tensile strength, resilient modulus test, boiling test, and moisture-susceptibility tests (e.G., Lottman or tunnicliff-root). The results obtained from some or all of these tests are used to determine the moisture susceptibility of a mixture. However, depending upon the agency or individuals involved, each test property may be evaluated differently. Therefore, fuzzy set theory is introduced for selecting the best-performance antistrip additive based on the performance of several asphaltic concrete mixture properties. The tunnicliff-root procedure was used to evaluate the effect of antistrip additives on the strength of 960 marshall specimens. The average dry and wet indirect tensile strength ratio, visual stripping, and the price of the antistrip additives were used ina computer program developed to analyze the data using the fuzzy set theory. In this research project, it was shown that fuzzy sets canbe successfully used for evaluating the effectiveness of antistrip additives in asphaltic concrete mixtures. This paper appears in transportation research record no. 1323, Asphalt mix materials 1991

Request publication

10 + 4 =
Solve this simple math problem and enter the result. E.g. for 1+3, enter 4.

Publication

Library number
I 855311 IRRD 9301
Source

TRANSPORTATION RESEARCH RECORD WASHINGTON D.C. USA U0361-1981 SERIAL 1991-01-01 1323 PAG: 112-122 T18

Our collection

This publication is one of our other publications, and part of our extensive collection of road safety literature, that also includes the SWOV publications.