The greatest horizontal stress between the heads of the booms in the yard and stay rig occurs when the load is in such a position that the __________.
⢠Yard and stay rig geometry ā how the two booms and their heads form a triangle with the load and the topping lifts/falls ⢠Horizontal vs. vertical stress components ā how the angle of the falls changes the side (horizontal) pull on the boom heads for the same weight ⢠Vector resolution of forces ā how a single load is shared between two stays and how their angles affect the horizontal component
⢠Imagine a fixed load weight and slowly move it so the angle of each fall to the horizontal changes ā when would the sideways (horizontal) pull between the two boom heads be the greatest? ⢠Think about how the same weight can create larger tension in the falls when the falls are more horizontal vs. more vertical ā what does that do to the horizontal component at the boom heads? ⢠Compare the extreme cases: almost straight up and down vs. spread wide out ā in which case would the booms be pulled hardest toward each other?
⢠Be clear on the difference between tension in the falls and the horizontal component of that tension at the boom heads ⢠Visualize or sketch the force triangle between the two boom heads and the load ā identify where the horizontal pull acts ⢠Verify which angle condition causes the largest side pull between boom heads, not just the largest total tension in each fall
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