Page 69 - 捷運技術 第35期
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捷運技術半年刊  第 35 期  95 年 8 月                                      61

               2.2 2.2 Load-Deformation Curve

                      The springs used in this analysis have non-linear characteristics, i.e., a non-linear load
                 deformation curve (P-δcurve). Characteristics of coupler-fuse-carbody system is obtained
                 from the below items 1), 2) and 3).

               1) Characteristic of coupler
                      The load-deformation curve of the coupler that is submitted from supplier is shown in
                 Fig.2-2-1. When the coupler deformation is less than 50 mm, the spring of the coupler is
                 elastic (zone I: double-acting draft gear). When the deformation exceeds 50 mm, the
                 emergency release bolts break, and the energy absorber absorbs the collision energy until the
                 deformation becomes 230 mm (zone II: one shot E.A. II absorber), except for DM1 car where
                 75 mm is the total deformation. At this point, the stroke of the E.A. II absorber has been fully
                 utilized, and further deformation will result in the coupler anchorage bolts shearing off, after
                 which the coupler force will be zero.
               2) Characteristics of fuse

                     Elastic Plastic characteristic of fuse elements which are located at the cab end and non-cab
                 end are shown in Fig. 2-2-2, are analyzed by LSTC/LS-DYNA and confirmed by the crush
                 test.





















                    Fig. 2-2-1 General configuration and
                                          fi
                   F 圖   characteristics of coupler   ti              Fig.2-2-2 Taipei EMU end underframe
                                     l
                           2 4 G

               2-1) Analysis result
                      The analysis model of cab end fuse element is shown in Fig. 2-2-3.    The analysis results
                 of cab end, which is “1e” in Fig. 2-1-1 and Fig. 2-1-2, are shown in Fig. 2-2-4.    The analysis
                 results are deformation, reaction force and absorbed
                 energy.    Maximum buckling strength of cab end fuse
                 is 3,122kN (= one (1) mechanical fuse buckling
                 strength x two (2) fuses= 1,561kN x 2).

                                                                            Fig. 2-2-3 Analysis model of cab end fuse element
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