On Indian Railways, angle of crossing between gauge faces of Vee, is generally calculated by

Related MCQs

• If G is gauge distance and a is crossing, the distance between the nose of acute crossing and nose of obtuse crossing of a rail diamond, measured along the rail not forming the diamond, is
• If 'A' is the angle formed by two gauge faces, the crossing number will be
• The angle between the gauge faces of the stock rail and tongue rail, is called
• Heel divergency, the distance between the running faces of stock rail and gauge face of tongue rail, as recommended for Indian B.G. tracks, is
• In a scissors crossover, the crossings provided are (i) 2 obtuse angle crossings (ii) 4 obtuse angle crossings (iii) 4 acute angle crossings (iv) 6 acute angle crossings The correct answer is
• The distance between theoretical nose of crossing and actual nose of crossing for practical purposes, is
• On Indian Railways, number of a crossing is defined as
• If D is distance between centres of two parallel track of gauge G, then, total length of cross-over (from the point of commencement to the point of termination) with an intermediate straight portion and N crossing, is given by
• If D is distance between centres of two parallel tracks of gauge G with entire curved leads and equal angles of crossing, total length of crossover, is
• The total gap on both sides between the inside edges of wheel flanges and gauge faces of the rail is kept as