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Chapter 10, Problem 10.24QP

A wood specimen was prepared with actual dimensions of 1 in. × 1 in. × 6 in. and grain parallel to its length. Displacement was measured over a 4 in. gauge length. The specimen was subjected to compression parallel to the grain to failure. The load-deformation results are as shown in Table P10.24.

TABLE P10.24

Load (lb) Displacement (in.)
0 0
7 0.012
10 0.068
87 0.164
530 0.180
1705 0.208
2864 0.236
3790 0.268
4606 0.300
5338 0.324
5116 0.360
4468 0.384
4331 0.413
  1. a. Using a computer spreadsheet program, plot the stress-strain relationship.
  2. b. Calculate the modulus of elasticity.
  3. c. What is the failure stress?
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A wood specimen was prepared with actual dimensions of 25 mm * 25 mm *150 mm and grain parallel to its length. Displacement was measured over a100 mm gauge length. The specimen was subjected to compression parallel to the grain to failure. The load–deformation results are as shown in Table P10.24. a. Using a computer spreadsheet program, plot the stress–strain relationship.b. Calculate the modulus of elasticity.c. What is the failure stress?
A 100 mm * 100 mm wood lumber was subjected to bending with a span of 1.5 m until failure by applying a load in the middle of its span. The load and the deflection in the middle of the span were recorded as shown in Table P10.21. a. Using a computer spreadsheet program, plot the load–deflection relationship. b. Plot the proportional limit on the graph. c. Calculate the modulus of rupture (flexure strength).
A wood specimen was subjected to bending until failure by applying a loadin the middle of its span. The specimen has a cross section of 1 in. * 1 in.(actual dimensions) and a span of 14 in. between the simple supports. Theload and the deflection in the middle of the span were recorded as shown inTable P10.22.a. Using a computer spreadsheet program, plot the load–deflectionrelationship.b. Plot the proportional limit on the graph.c. Calculate the modulus of rupture (flexure strength).
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