Matches in SemOpenAlex for { <https://semopenalex.org/work/W136107706> ?p ?o ?g. }
- W136107706 abstract "Railway is one of the most important, reliable and widely used means of transportation, carrying freight, passengers, minerals, grains, etc. Thus, research on railway tracks is extremely important for the development of railway engineering and technologies. The safe operation of a railway track is based on the railway track structure that includes rails, fasteners, pads, sleepers, ballast, subballast and formation. Sleepers are very important components of the entire structure and may be made of timber, concrete, steel or synthetic materials. Concrete sleepers were first installed around the middle of last century and currently are installed in great numbers around the world. Consequently, the design of concrete sleepers has a direct impact on the safe operation of railways.The method is currently most commonly used to design sleepers. However, the permissible stress principle does not consider the ultimate strength of materials, probabilities of actual loads, and the risks associated with failure, all of which could lead to the conclusion of cost-ineffectiveness and over design of current prestressed concrete sleepers. Recently the limit states design method, which appeared in the last century and has been already applied in the design of buildings, bridges, etc, is proposed as a better method for the design of prestressed concrete sleepers. The limit states design has significant advantages compared to the permissible stress design, such as the utilisation of the full strength of the member, and a rational analysis of the probabilities related to sleeper strength and applied loads.This research aims to apply the ultimate limit states design to the prestressed concrete sleeper, namely to obtain the load factors of both static and dynamic loads for the ultimate limit states design equations. However, the sleepers in rail tracks require different safety levels for different types of tracks, which mean the different types of tracks have different load factors of limit states design equations. Therefore, the core tasks of this research are to find the load factors of the static component and dynamic component of loads on track and the strength reduction factor of the sleeper bending strength for the ultimate limit states design equations for four main types of tracks, i.e., heavy haul, freight, medium speed passenger and high speed passenger tracks.To find those factors, the multiple samples of static loads, dynamic loads and their distributions are needed. In the four types of tracks, the heavy haul track has the measured data from Braeside Line (A heavy haul line in Central Queensland), and the distributions of both static and dynamic loads can be found from these data. The other three types of tracks have no measured data from sites and the experimental data are hardly available. In order to generate the data samples and obtain their distributions, the computer based simulations were employed and assumed the wheel-track impacts as induced by different sizes of wheel flats. A valid simulation package named DTrack was firstly employed to generate the dynamic loads for the freight and medium speed passenger tracks. However, DTrack is only valid for the tracks which carry low or medium speed vehicles. Therefore, a 3-D finite element (FE) model was then established for the wheel-track impact analysis of the high speed track. This FE model has been validated by comparing its simulation results with the DTrack simulation results, and with the results from traditional theoretical calculations based on the case of heavy haul track. Furthermore, the dynamic load data of the high speed track were obtained from the FE model and the distributions of both static and dynamic loads were extracted accordingly. All derived distributions of loads were fitted by appropriate functions. Through extrapolating those distributions, the important parameters of distributions for the static load induced sleeper bending moment and the extreme wheel-rail impact force induced sleeper dynamic bending moments and finally, the load factors, were obtained. Eventually, the load factors were obtained by the limit states design calibration based on reliability analyses with the derived distributions. After that, a sensitivity analysis was performed and the reliability of the achieved limit states design equations was confirmed. It has been found that the limit states design can be effectively applied to railway concrete sleepers.This research significantly contributes to railway engineering and the track safety area. It helps to decrease the failure and risks of track structure and accidents; better determines the load range for existing sleepers in track; better rates the strength of concrete sleepers to support bigger impact and loads on railway track; increases the reliability of the concrete sleepers and hugely saves investments on railway industries.Based on this research, many other bodies of research can be promoted in the future. Firstly, it has been found that the 3-D FE model is suitable for the study of track loadings and track structure vibrations. Secondly, the equations for serviceability and damageability limit states can be developed based on the concepts of limit states design equations of concrete sleepers obtained in this research, which are for the ultimate limit states." @default.
- W136107706 created "2016-06-24" @default.
- W136107706 creator A5058451913 @default.
- W136107706 date "2012-01-01" @default.
- W136107706 modified "2023-09-27" @default.
- W136107706 title "Ultimate flexural limit states analysis of prestressed concrete sleeper" @default.
- W136107706 cites W1482296785 @default.
- W136107706 cites W1484201893 @default.
- W136107706 cites W1487228967 @default.
- W136107706 cites W1495049647 @default.
- W136107706 cites W1501990260 @default.
- W136107706 cites W1511043701 @default.
- W136107706 cites W1552609157 @default.
- W136107706 cites W1559647065 @default.
- W136107706 cites W1578126693 @default.
- W136107706 cites W165953348 @default.
- W136107706 cites W1919107580 @default.
- W136107706 cites W1936310432 @default.
- W136107706 cites W1972530525 @default.
- W136107706 cites W1974722281 @default.
- W136107706 cites W1982808390 @default.
- W136107706 cites W1984895501 @default.
- W136107706 cites W1986706353 @default.
- W136107706 cites W1989173098 @default.
- W136107706 cites W1999981458 @default.
- W136107706 cites W200289497 @default.
- W136107706 cites W2003062587 @default.
- W136107706 cites W2005426191 @default.
- W136107706 cites W2023907423 @default.
- W136107706 cites W2026349962 @default.
- W136107706 cites W2028150361 @default.
- W136107706 cites W2029831212 @default.
- W136107706 cites W2030186239 @default.
- W136107706 cites W2033766014 @default.
- W136107706 cites W2033918327 @default.
- W136107706 cites W2035150106 @default.
- W136107706 cites W2038771469 @default.
- W136107706 cites W2044160445 @default.
- W136107706 cites W2047001853 @default.
- W136107706 cites W2057652871 @default.
- W136107706 cites W2062147744 @default.
- W136107706 cites W2065312074 @default.
- W136107706 cites W2068049264 @default.
- W136107706 cites W2071975269 @default.
- W136107706 cites W207964928 @default.
- W136107706 cites W2084981833 @default.
- W136107706 cites W2093200262 @default.
- W136107706 cites W2096797416 @default.
- W136107706 cites W2108962399 @default.
- W136107706 cites W2114240950 @default.
- W136107706 cites W2117515824 @default.
- W136107706 cites W2143385666 @default.
- W136107706 cites W2215011104 @default.
- W136107706 cites W2273694085 @default.
- W136107706 cites W2278150533 @default.
- W136107706 cites W2466206681 @default.
- W136107706 cites W2768359371 @default.
- W136107706 cites W3043354759 @default.
- W136107706 cites W30599984 @default.
- W136107706 cites W3107023593 @default.
- W136107706 cites W34621877 @default.
- W136107706 cites W602431048 @default.
- W136107706 cites W603517898 @default.
- W136107706 cites W86464422 @default.
- W136107706 hasPublicationYear "2012" @default.
- W136107706 type Work @default.
- W136107706 sameAs 136107706 @default.
- W136107706 citedByCount "1" @default.
- W136107706 countsByYear W1361077062015 @default.
- W136107706 crossrefType "dissertation" @default.
- W136107706 hasAuthorship W136107706A5058451913 @default.
- W136107706 hasConcept C119599485 @default.
- W136107706 hasConcept C125907379 @default.
- W136107706 hasConcept C127413603 @default.
- W136107706 hasConcept C134306372 @default.
- W136107706 hasConcept C147176958 @default.
- W136107706 hasConcept C151201525 @default.
- W136107706 hasConcept C16995789 @default.
- W136107706 hasConcept C178405089 @default.
- W136107706 hasConcept C2780886216 @default.
- W136107706 hasConcept C33923547 @default.
- W136107706 hasConcept C66938386 @default.
- W136107706 hasConcept C77595967 @default.
- W136107706 hasConcept C78519656 @default.
- W136107706 hasConcept C89992363 @default.
- W136107706 hasConceptScore W136107706C119599485 @default.
- W136107706 hasConceptScore W136107706C125907379 @default.
- W136107706 hasConceptScore W136107706C127413603 @default.
- W136107706 hasConceptScore W136107706C134306372 @default.
- W136107706 hasConceptScore W136107706C147176958 @default.
- W136107706 hasConceptScore W136107706C151201525 @default.
- W136107706 hasConceptScore W136107706C16995789 @default.
- W136107706 hasConceptScore W136107706C178405089 @default.
- W136107706 hasConceptScore W136107706C2780886216 @default.
- W136107706 hasConceptScore W136107706C33923547 @default.
- W136107706 hasConceptScore W136107706C66938386 @default.
- W136107706 hasConceptScore W136107706C77595967 @default.
- W136107706 hasConceptScore W136107706C78519656 @default.
- W136107706 hasConceptScore W136107706C89992363 @default.
- W136107706 hasLocation W1361077061 @default.