Q3. A transmission line has a span of 210 meters between level supports. The conductor has a cross-sectional area of 1.29 cm?, weighs 1170 kg/km and has a breaking stress of 4218 kg/cm?. Calculate the sag for a safety factor of (5), allowing a wind pressure of 122 kg per square meter of projected area. What is the vertical sag?
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- An overhead line has the following data: Span length 160 metres, conductor diameter 0.95 cm, weight per unit length of the conductor 0.65 kg/metre. Ultimate stress 4250 kg/cm², wind pressure 40 kg/m² of projected area. Factor of safety 5.A transmission line has a span of 250 meters between the line supports. The conductors has a cross sectional area of 1.29 cm2 and weighs 1170 kg/km and has a breaking stress of 4218 kg/cm2. Calculate the sag and vertical sag with a safety factor of 5, with a wind pressure of 122 kg per square meter of the projected area.Q4. A Transmission Line has a span of 250 meters between two level supports. The conductor has a cross-sectional area of 1.29 cm2, weighs 1170 kg/km and has a breaking stress of 4218 kg/cm2. Calculate the sag for a safety factor of (5), allowing a wind pressure of 122 kg per square meter of projected area. What is the vertical sag?
- The span of the same level transmission line is 300 m. The diameter of the conductor is 15 mm. Wind pressure intensity over the projected area is 45 kg/m²? If the density of the conductor material is 8900 kg/dm, find the sag. Also calculate the vertical sag. The ultimate tensile stress of the conductor is 5000 kg/cm²? Assume a factor3. A transmission line has a span of 150 m between level supports. The cross-sectional area of the conductor is 1·25 cm2 and weighs 100 kg per 100 m. The breaking stress is 4220 kg/cm2. Calculate the factor of safety if the sag of the line is 3·5 m. Assume a maximum wind pressure of 100 kg per sq. metre. [4]The Aluminum Electrical Conductor Handbook lists a dc resistance of 0.01558 ohm per 1000 ft (or 0.05112 ohm per km) at 20 degree celcius and a 60 Hz resistance of 0.0956 ohm per mile (or 0.0594 ohm per km) at 50 degree celcius for the all-aluminum Marogold conductor, which has 61 strands and whose size is 564 mm2 or 1113 kcmil. Assuming an increase in resistance at 50 degree celcius, and determine the percentage due to skin effect.
- A transmission line has a span of 250 m between supports, the supports being at the same level. The conductor has a cross-sectional area of 1·29 cm2. The ultimate strength is 4220 kg/??2 and factor of safety is 2. The wind pressure is 40 kg/??2. Calculate the height of the conductor above ground level at which it should be supported if a minimum clearance of 7m is to be kept between the ground and the conducto1. A transmission line conductor is supported from two towers at heights of 70 m above water level. The horizontal distance between the towers is 300 m. If the tension in the conductors is 1500 kg, find the clearance at a point mid-way between the towers. The size of the conductor is 0·9 cm2 and density of conductor material is 8·9 gm/cm3.The three conductors of a 3-φ line are arranged at the corners of a right angled isosceles triangle. If each equal side of this triangle is 2 m, find line-to neutral capacitance per km. Take the diameter of each conductor as 1·24 cm. The conductors are transposed at regular intervals. [0·0094 μF/km]
- A solid cylindrical aluminum conductor 25 km long has an area of 336,400 circular mils. Obtain the conductor resistance at 20C and 50C. Find the AC resistance per Km of the cable at 50C. Assume a skin-effect correction factor of 1.02 at 50 Hz. The resistivity of aluminum at 20C is 2.8x10-8 ΩmThe towers of height 45 m and 80 m respectively support a transmission line conductor at water crossing. The horizontal distance between the towers if 500 m. The tension in the conductor is 1750 kg and the weight of the conductor is 1.65 kg/m. the bases of the towers are at the water level. Calculate: i. Sag at lower point ii. Sag at upper point iii. Clearance between lowest point of the conductor and water iv. Draw a suitable figure and mark the values of sag, clearance, span and height of the conductorAn Overhead transmission line has a span of 115 m. Ultimate strength is 3600 Kg and factor of safety is 2. If the sag is 3 m, If the weight due to wind is 1.5 kg/m, Determine(a) weight of the conductor and(b) Length of the line