Civil Engineering Reference
In-Depth Information
Table 8.24 Constant
variables between the beams
within the same series (Brite
Series 3-II)
Constant variables
Cross-section shape: Doble-T reinforced (no prestressed) beams
No stirrups
3 point test
a/d = 3.5
40 kg/m 3 of bers RC 65/60BN
b w = 200 mm
ρ l (%) = 2.8
h = 500 mm
b f = 500 mm
Table 8.25 Factors and
dependent variable analyzed
in the ANOVA analysis of
Brite Series 3-II
Factors (independent variables)
h f (mm): 100, 150, 230
Codes: EHE08, MC2010, RILEM
Dependent variable
Shear safety margin (SM)
The ANOVA table (Table 8.26 ) shows that both factors are signi
cant. Since
both p-values are less than 0.05, these factors have a statistically signi
cant shear
on SM on a 95.0 % con
dence level.
By means of LSD intervals (Fig. 8.29 ), in this Series 3-II, it can be observed that
there are not signi
cant differences in SM between the different levels inside the
same factor. In this particular case, Series 3-II, there are not signi
cant differences
between
ange depth of 100 and 150 mm, being the Codes unconservative but, the
SM corresponding to h f = 230 mm is clearly different than the other two. There are
not signi
fl
cant differences between EHE and RILEM; only MC2010 is different
than the other two reaching the greatest SM in shear.
In this case, there are not enough degrees of freedom to study interactions so,
only simple effects have been studied.
Table 8.26 Analysis of variance (ANOVA) for SM on shear
type III sums of squares (Series
3-II)
Source of variation
Sum of Squares
d.f
Mean square
F-ratio
p-value
Main effects
A: h f (mm)
0.417156
2
0.208578
105.46
0.0003
0.0132
B: Code
0.0609556
2
0.0304778
15.41
Residual
0.00791111
4
0.00197778
Total (corrected) 0.486022 8
All F-ratios are based on the residual mean square error
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