Using an Excel spreadsheet keeping the beam geometry the same, find the maximum permissible load "

F

" for each material considering the following cases in your analysis (starting from zero, increase the center load by

2000lb_(f)

increments):\ Maximum deflection considerations (loss of function

y_(max)=0.25

inch; therefore, maximum allowable midspan deflection

=0.125

inch, factor of safety

=2

)\ Maximum stress considerations (

\\\\sigma

shall not exceed

(S_(y))/(2)

of the material, factor of safety

=2

)\ Minimum cost considerations (which material can handle the highest load at minimum cost?)\ Minimum weight considerations (which material is the lightest weight and able to handle maximum load?)\ Show all formulas and label all cell ranges.\ Upload your EXCEL spreadsheet to Blackboard HW 2\ Neatness counts! Make sure I can follow your work.

Using an Excel spreadsheet keeping the beam geometry the same, find the maximum permissible load " F " for each material considering the following cases in your analysis (starting from zero, increase the center load by 2000lbf increments): 1. Maximum deflection considerations (loss of function ymax=0.25 inch; therefore, maximum allowable midspan deflection =0.125 inch, factor of safety =2 ) 2. Maximum stress considerations ( shall not exceed Sy/2 of the material, factor of safety =2 ) 3. Minimum cost considerations (which material can handle the highest load at minimum cost?) 4. Minimum weight considerations (which material is the lightest weight and able to handle maximum load?) Show all formulas and label all cell ranges. Upload your EXCEL spreadsheet to Blackboard HW 2 Neatness counts! Make sure I can follow your work