Purpose Numeracy: Difference between revisions
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(Created page with "=Basics= *PSI of wood - 1000 *PSI of steel -50000 *PSI of plastic - 5000 *PSI of rock - 5000 =Exercises= *Calculate pullout force of a nail in wood") |
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=Basics= | =Basics= | ||
*OSE design = function, material use optimization, materials Degeneracy, structural calculations, materials selection, modularity, build speed, incremental design, economics (cost calculations) lifetime design. | |||
*PSI of wood - 1000 | *PSI of wood - 1000 | ||
*PSI of steel -50000 | *PSI of steel -50000 | ||
Line 5: | Line 6: | ||
*PSI of rock - 5000 | *PSI of rock - 5000 | ||
=Exercises= | =Exercises in Structural Design With Wood= | ||
State your assumptions. The answer follows. | |||
*Calculate pullout force of a nail in wood | *Calculate pullout force of a nail in wood | ||
*How deep would a nail have to be driven into wood to break before pulling out? | |||
*Calculate pullout force of deck screw per inch. | |||
*When you reinforce 2x4 lumber at a joint with a 2 foot piece, how many deck screws would you need to use at the joint so that breakage of wood happens before pullout of screws? |
Latest revision as of 22:22, 12 July 2025
Basics
- OSE design = function, material use optimization, materials Degeneracy, structural calculations, materials selection, modularity, build speed, incremental design, economics (cost calculations) lifetime design.
- PSI of wood - 1000
- PSI of steel -50000
- PSI of plastic - 5000
- PSI of rock - 5000
Exercises in Structural Design With Wood
State your assumptions. The answer follows.
- Calculate pullout force of a nail in wood
- How deep would a nail have to be driven into wood to break before pulling out?
- Calculate pullout force of deck screw per inch.
- When you reinforce 2x4 lumber at a joint with a 2 foot piece, how many deck screws would you need to use at the joint so that breakage of wood happens before pullout of screws?