Calculating Steel Rope for Cole Mine - Load of 3500 kg at -500m

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To calculate the necessary section area of a steel rope lifting a 3500 kg load from -500 m, the allowed stress is 60 N/mm². The formula stress = load/area can be rearranged to find the required area, A = load/stress. Each wire rod strand contributes to the total load, so the total area of the rope equals the number of strands multiplied by the area of one strand. Additionally, the weight of the rope itself must be considered in the total load calculation. Understanding these principles is essential for solving the problem effectively.
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A steel rope in a cole mine should lift a load of 3500 kg from an underground level of -500 m. The rope is made from steel wire rod. The allowed stress in the steel rope is 60 N/mm².
a) Calculate the necessary section area of the rope and the necessary number of wire rod strands in the steel rope when a wire rod diameter of 2,8 mm is used.


smby pls teach me how to do pls

thanx
 
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Let's see some work on your part first.
 
i know the formula stress = mg / area , is "calculate the necessary section area of the rope " means find A=(pi/4)*d^2 ??

while "necessary number of wire rod strands in the steel rope ",i don't know what it means.
 
pls help,i really need to know it
 
anybody knows how to solve this question...
 
Calculate the necessary section area of the rope and the necessary number of wire rod strands in the steel rope when a wire rod diameter of 2,8 mm is used.
Ok, the steel rope is composed of parallel rods. Each rod bears a portion of the load. The allowable stress (60 N/mm²) applys to each rod.

So F = Stress * Area, which means F(max) = Stress(max) * Area

And F(rope) = N * F(rod).

Area(Rope) = N * Area(rod)

Also, the mass (weight) of the rope will contribute to the force (load). So one must calulate the weight of the steel rope, mass = density * volume = density * area * length.
 
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so the length is 500m in the case above??
 
so the length is 500m in the case above??
 
i mean the length of the rope is 500m and is the mass of the rope equals to the load that it is going to lift??i can't find the area and weight of the rope


pls help
thanx
 
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