On the Effect of Unit-Cell Parameters in Predicting the Elastic Response of Wood-Plastic Composites

Table 3

Set of runs resulted from the Taguchi 𝐿^′₃₂ and actual factor levels in Table 2.

#	𝑎1 (μm)	𝑎2 (μm)	𝜁1	𝜁2	𝛼1 (deg)	𝛼2 (deg)	𝑥1 (μm)	𝑥2 (μm)	𝑡 (μm)	MOE (GPa)
1	60	60	2	2	−80	−80	0	0	1.7	3.93
2	60	80	3	3	−30	−30	0.75	0.75	2.2	2.84
3	60	100	4	4	0	0	1.5	1.5	2.7	2.33
4	60	120	5	5	60	60	0	0	3.2	2.4
5	80	60	2	3	−30	0	1.5	0	3.2	3.16
6	80	80	3	2	−80	60	0	1.5	2.7	3.2
7	80	100	4	5	60	−80	0	0.75	2.2	4.69
8	80	120	5	4	0	−30	0.75	0	1.7	2.34
9	100	60	3	4	60	−80	0.75	1.5	3.2	2.68
10	100	80	2	5	0	−30	0	0	2.7	4.05
11	100	100	5	2	−30	0	0	0	2.2	4.659
12	100	120	4	3	−80	60	1.5	0.75	1.7	3.51
13	120	60	3	5	0	0	0	0.75	1.7	3.1
14	120	80	2	4	60	60	1.5	0	2.2	2.54
15	120	100	5	3	−80	−80	0.75	0	2.7	4.99
16	120	120	4	2	−30	−30	0	1.5	3.2	3.63
17	60	60	5	2	60	−30	1.5	0.75	2.7	2.92
18	60	80	4	3	0	−80	0	0	3.2	3.55
19	60	100	3	4	−30	60	0	0	1.7	3.47
20	60	120	2	5	−80	0	0.75	1.5	2.2	2.21
21	80	60	5	3	0	60	0	1.5	2.2	2.22
22	80	80	4	2	60	0	0.75	0	1.7	4.62
23	80	100	3	5	−80	−30	1.5	0	3.2	2.25
24	80	120	2	4	−30	−80	0	0.75	2.7	4.46
25	100	60	4	4	−80	−30	0	0	2.2	4.62
26	100	80	5	5	−30	−80	1.5	1.5	1.7	2.03
27	100	100	2	2	0	60	0.75	0.75	3.2	5.25
28	100	120	3	3	60	0	0	0	2.7	3.38
29	120	60	4	5	−30	60	0.75	0	2.7	1.86
30	120	80	5	4	−80	0	0	0.75	3.2	3.27
31	120	100	2	3	60	−30	0	1.5	1.7	3.22
32	120	120	3	2	0	−80	1.5	0	2.2	4.69