A 100 KN railway car, with its center of gravity 1.6 m above the track, goes around a flat curve of 400 m radius. If the gauge distance between the centers of the rails is 1.4 m, determine the speed that will produce impending tipping? If the speed of the railway car is reduced to 60 km/hr, what will be the reaction and the pressure on each wheel flange?
A 100 KN railway car, with its center of gravity 1.6 m above the track, goes around a flat curve of 400 m radius. If the gauge distance between the centers of the rails is 1.4 m, determine the speed that will produce impending tipping? If the speed of the railway car is reduced to 60 km/hr, what will be the reaction and the pressure on each wheel flange?
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A 100 KN railway car, with its center of gravity 1.6 m above the track, goes around a flat curve of 400 m radius. If the gauge distance between the centers of the rails is 1.4 m, determine the speed that will produce impending tipping? If the speed of the railway car is reduced to 60 km/hr, what will be the reaction and the pressure on each wheel flange?
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