IET 13th Professional Development Course on Electric Traction Systems 2014
DOI: 10.1049/cp.2014.1431
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The calculation of train performance

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Cited by 6 publications
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“…In (1), the first term accounts for acceleration resistance, the second term accounts for gradient resistance, and rest account for friction and drag resistance TE=thickmathspacemfalse^normalΔvnormalΔt+mgsinθ+A+Bv+Cv2 where mfalse^ and m are tram effective and normal masses given as mfalse^=thickmathspacemtarefalse(1+λfalse)+mload and m=thickmathspacemtare+mload, respectively, where m tare is the vehicle tare mass (tonne), λ is rotary allowance accounting for angular acceleration of the rotating parts (motor rotors, gears, and wheel sets), and m load is the mass of the vehicle load (tonne). normalΔv/normalΔt is a change in velocity per change in time (ms −2 ), g is the gravitational acceleration constant (9.81 ms −2 ), θ is a slope angle, A , B and C are constants, and v is tram's velocity (km/h) [14, 24].…”
Section: Tram and Battery Modelsmentioning
confidence: 99%
“…In (1), the first term accounts for acceleration resistance, the second term accounts for gradient resistance, and rest account for friction and drag resistance TE=thickmathspacemfalse^normalΔvnormalΔt+mgsinθ+A+Bv+Cv2 where mfalse^ and m are tram effective and normal masses given as mfalse^=thickmathspacemtarefalse(1+λfalse)+mload and m=thickmathspacemtare+mload, respectively, where m tare is the vehicle tare mass (tonne), λ is rotary allowance accounting for angular acceleration of the rotating parts (motor rotors, gears, and wheel sets), and m load is the mass of the vehicle load (tonne). normalΔv/normalΔt is a change in velocity per change in time (ms −2 ), g is the gravitational acceleration constant (9.81 ms −2 ), θ is a slope angle, A , B and C are constants, and v is tram's velocity (km/h) [14, 24].…”
Section: Tram and Battery Modelsmentioning
confidence: 99%