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Utilizing rules of thumb for steel beams, the weight of a W24 non-composite, wide-flange floor beam with a 40' span and a maximum moment of 575 k-ft is most nearly_______

User Latif
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Final answer:

Without detailed steel beam weight charts or manuals, the weight of a W24 steel beam for a 40' span with a max moment of 575 k-ft cannot be precisely determined. Engineers use section properties manuals and 'rules of thumb' for initial size estimation and then consult selection tables for final design.

Step-by-step explanation:

The weight of a W24 steel beam for a 40' span with a maximum moment of 575 k-ft cannot be determined directly without further information, such as a steel beam weight chart or manual. Typically, the selection of a steel beam would involve checking a steel section properties manual, where beams are listed by their weight per foot. By knowing the maximum moment, you could determine the appropriate section modulus needed for the beam, and then select a beam that satisfies the required modulus and clear span conditions.

However, a typical 'rule of thumb' for steel beams includes aiming for a depth (in inches) around the length of the span (in feet) divided by 20, which for a 40' span would suggest a depth around 24 inches. This corresponds to the W24 designation in the question. Engineers must then look into a steel beam selection table to choose a beam that can resist a moment of 575 k-ft and find its weight per unit length. Finally, to obtain the total weight of the beam, multiply the weight per foot by the span length in feet.

User Umeka
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