What maximal load can be lifted from a depth of 1000 m ?

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The discussion centers on calculating the maximal load that a steel rope, consisting of 100 rods each with a diameter of 2 mm and an allowable stress of 130 N/mm², can lift from a depth of 1000 m. It is clarified that the stress should not be multiplied by the number of rods directly, as each rod can only handle a maximum stress of 130 N/mm². The correct approach involves calculating the force each rod can carry and then summing these forces while accounting for the weight of the rope itself, which must be subtracted from the total load. Additionally, there is a consideration of the medium at the depth, with a distinction made between lifting in air versus water due to buoyancy effects. The calculation requires careful consideration of these factors to determine the actual lifting capacity.
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A steel rope consists of 100 rods. The diameter of each rod is 2 mm. The allowable rope stress is 130 N/mm^2.

what maximal load can be lifted from a depth of 1000 m ?

i use 100*130 N/mm^2 = 4*F(max) / pi * (4)

in order to find F(max).Am i correct??how can i use the length given??

thanx
 
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teng125 said:
A steel rope consists of 100 rods. The diameter of each rod is 2 mm. The allowable rope stress is 130 N/mm^2.

what maximal load can be lifted from a depth of 1000 m ?

i use 100*130 N/mm^2 = 4*F(max) / pi * (4)

in order to find F(max).Am i correct??how can i use the length given??
One cannot multiply the stress by the number of rod. The stress in each rod is a maximum of 130 N/mm2.

Each rod can carry a load, so F = Stress * area, then F(rope) = 100 * F(rod). However, the steel rope must lift its weight (mass), so one has to subtract the weight of 1000 m of rope. Density of steel is about 800 kg/m2, and g = 9.81 m/sec2.

Now there is a question about depth - depth in what medium - air or water? The steel would have some bouyancy in water, but not air.
 
think itis in just air.so how can we use the depth in the calculation??
 
"F(rope) = 100 * F(rod). " the 100 is not the number of rods
 
number of rods is not given and have to find
 
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