


Laboratory modulus tests were performed on samples taken from three verification sites. COMDEF consistently outperformed the general purpose program in both speed and accuracy. Also, the layer thicknesses should be as accurate as possible. A sensitivity study is presented which includes solutions using COMDEF and a general purpose backcalculation program. The sensitivity analysis shows that errors in the deflection time-histories are the most significant factor affecting the backcalculated AC relaxation and complex modulus curves. The AC layer relaxation and complex modulus curves match the actual functions within the ranges of 0.0001 to 0.1 sec, and 10 to 10,000 Hz, respectively. The error in the base and subgrade moduli is generally less than 3%. The backcalculation results show very good agreement with the actual modulus values for both numerical examples and field FWD test data. Finally, backcalculation was numerically done by Newton's method, and followed by the MATLAB internal function `fminsearch', to match the predicted deflection time histories from estimated modulus of each layer against the shifted measurement from the FWD test. Third, a forward layered viscoelastic solution was developed based on Schapery's `quasi-elastic' approximation. Second, the time delay of each sensor was used to estimate the elastic modulus of the subgrade layer, based on the wave propagation theory. First, the deflection time histories from FWD test data were separated as the dynamic response part, and the viscoelastic response part: The time delay of each sensor is related to wave propagation through the pavement system while the shifted deflection time history without time delay can be considered as the viscoelastic response of the pavement. In this research, a method is presented to backcalculate |E*| or E(t) for the AC layer, in addition to base and subgrade layer moduli, using Falling Weight Deflectometer (FWD) surface deflection time histories. In-situ |E*| can be used as a quality control tool as well as in estimation of remaining service life of existing pavements, and it is a critical input to the new Mechanism-Empirical Pavement Design Guide (M-E PDG). The fundamental material property for the AC layer in a flexible pavement is the complex modulus |E*| or the equivalent relaxation modulus E(t). Show more In-situ evaluation of material properties is very important for estimating the structural adequacy of a pavement section under traffic loading. In-situ |E*| can be used as a quality control tool as well as in estimation of remaining service life of existing pavements, and it is a critical input to the new Mechanism-Empirical Pavement Design Guide (M. In-situ evaluation of material properties is very important for estimating the structural adequacy of a pavement section under traffic loading.

Golf Course Superintendents Association of New Jersey Collection.Australian Turfgrass Management Journal.
BACKCALCULATION MODULUS ARCHIVE
Turfgrass Information Center Resource Archive.Radicalism and Activism Posters Collection.Midwest Chicano Latino Activism Collection.Michigan Potato Research Reports Collection.Michigan Farmer and State Journal of Agriculture - Household Supplement.Hong Kong Anti-Extradition Bill Protests Collection.Women's Overseas Service League Oral Histories Collection.Interviews with Michigan Supreme Court Justices.Duane Mezga Holocaust Sites Photographs.
