2016
DOI: 10.1080/00423114.2016.1269183
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Study on longitudinal force simulation of heavy-haul train

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Cited by 28 publications
(23 citation statements)
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“…A cross-plot of an experimental drop-hammer tests was provided, and each simulator could describe the coupler behavior according to previous modeling experience with no further restrictions. Some simulators used fixed tables with linear transitions (TABLDSS, 47 UM, 48 VOCO, 49 and TsDyn 50 ), others featured a full non-linear transition path with a logic switch based on the speed value (BODYSIM 51 and CARS 18 ), TDEAS 52 had variable trajectories for loading and unloading curves, depending on the current speed value, and CRE-LTS 53 had the stiffest model with variations in the transitional paths.…”
Section: Simulation Resultsmentioning
confidence: 99%
“…A cross-plot of an experimental drop-hammer tests was provided, and each simulator could describe the coupler behavior according to previous modeling experience with no further restrictions. Some simulators used fixed tables with linear transitions (TABLDSS, 47 UM, 48 VOCO, 49 and TsDyn 50 ), others featured a full non-linear transition path with a logic switch based on the speed value (BODYSIM 51 and CARS 18 ), TDEAS 52 had variable trajectories for loading and unloading curves, depending on the current speed value, and CRE-LTS 53 had the stiffest model with variations in the transitional paths.…”
Section: Simulation Resultsmentioning
confidence: 99%
“…Table 1 Longitudinal compressive forces' maxima (kN) in stretched (numerator) and compressed (denominator) freight trains of different length during running-out, for various algebraic difference of gradients and various initial velocities Using the data provided in Table 1 as well as the dependencies shown in Fig. 6, the following empirical formulae for determining the maxima of compressive longitudinal shock (4) and quasi-static (5) forces during adjustment braking on the concave sections of the profile were obtained: In this figure, solid lines are obtained as a result of numerical integration of the system of nonlinear differential equations of train motion, and dashed lines are obtained using the empirical formula (4). As one can see from Fig.…”
Section: Some Resultsmentioning
confidence: 99%
“…Obviously, more complex models, including the detailed simulation of the vertical and lateral dynamics of each or some vehicles [16]- [18] as well as of the air brake system [19]- [21], are witnessed in the literature; however, in this case, computational efficiency is a prime concern, and parallel or distributed computing techniques are essential to ensure good computing performances [22]- [24].…”
Section: Introductionmentioning
confidence: 99%