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Sag and Tension Questions
1. Calculate the sag for a span of 200m if the ultimate tensile strength of conductor is 5758kgf. The
   weight of conductor is 604 kgf/km. allow a factor of safety of 2.                 [1.048m]

2. A transmission line has a span of 275m between level supports. The conductor has a diameter of
   19.53mm, weighs 0.844kgf/m and has an ultimate breaking strength of 7950kgf. Each conductor
   has a radial covering of ice 9.53mm thick and is subjected to a horizontal wind pressure of
   40kgf/m2 of the ice covered projected area. If the factor of safety is 2, calculate the deflected
   sag and the vertical component of the sag. One cubic meter of ice weighs 913.5kgf.

                                                                                     [5.36m, 3.9m]


3. An overhead transmission line has a span of 240m between level supports. Calculate the
   maximum sag if the conductor weighs 727 kgf/km and has a breaking strength of 6880 kgf.
   Allow a factor of safety of 2. Neglect wind and ice loading.                  [1.52m]

4. A transmission line has a span of 180m between level supports. The conductor has a cross-
   sectional area of 129m2, weighs 1.17kgf/m and has a breaking stress of 42kgf/mm2. Calculate
   the sag for a safety of 5, allowing for a maximum wind pressure of 125kgf/m2 of projected
   surface.                                                                        [7.41m]

5. Calculate the sag in an overhead conductor under the following conditions: length of span,
   150m, cross-sectional area of conductor 125mm2, breaking strength 42kgf/mm2, factor of safety
   5, weight of conductor 0.859kgf/m, maximum wind pressure, 150kgf/mm2.           [5.56m]

6. The line conductor of a transmission line has an overall diameter of 19.53mm, weighs 0.844kgf/
   m, and an ultimate breaking strength of 7950kgf. If the factor of safety is to be 2 when the
   conductor has an ice load of 1 kgf/m and a horizontal wind pressure of 1.5kgf/m, find
   approximately the vertical sag which corresponds to this loading for a 300m span between level
   supports.                                                                           [5.52m]

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Sag And Tesion

  • 1. Sag and Tension Questions 1. Calculate the sag for a span of 200m if the ultimate tensile strength of conductor is 5758kgf. The weight of conductor is 604 kgf/km. allow a factor of safety of 2. [1.048m] 2. A transmission line has a span of 275m between level supports. The conductor has a diameter of 19.53mm, weighs 0.844kgf/m and has an ultimate breaking strength of 7950kgf. Each conductor has a radial covering of ice 9.53mm thick and is subjected to a horizontal wind pressure of 40kgf/m2 of the ice covered projected area. If the factor of safety is 2, calculate the deflected sag and the vertical component of the sag. One cubic meter of ice weighs 913.5kgf. [5.36m, 3.9m] 3. An overhead transmission line has a span of 240m between level supports. Calculate the maximum sag if the conductor weighs 727 kgf/km and has a breaking strength of 6880 kgf. Allow a factor of safety of 2. Neglect wind and ice loading. [1.52m] 4. A transmission line has a span of 180m between level supports. The conductor has a cross- sectional area of 129m2, weighs 1.17kgf/m and has a breaking stress of 42kgf/mm2. Calculate the sag for a safety of 5, allowing for a maximum wind pressure of 125kgf/m2 of projected surface. [7.41m] 5. Calculate the sag in an overhead conductor under the following conditions: length of span, 150m, cross-sectional area of conductor 125mm2, breaking strength 42kgf/mm2, factor of safety 5, weight of conductor 0.859kgf/m, maximum wind pressure, 150kgf/mm2. [5.56m] 6. The line conductor of a transmission line has an overall diameter of 19.53mm, weighs 0.844kgf/ m, and an ultimate breaking strength of 7950kgf. If the factor of safety is to be 2 when the conductor has an ice load of 1 kgf/m and a horizontal wind pressure of 1.5kgf/m, find approximately the vertical sag which corresponds to this loading for a 300m span between level supports. [5.52m]