Civil Engineering Reference
In-Depth Information
Table 8.33 Constant variables between the beams within the same series (f c and f R3 beams-II)
Constant variables
Cross-section shape
ρ
(%) = 3.72
3 point test
50 kg/m 3 of steel bers
Table 8.34 Factors and dependent variable analyzed in the ANOVA analysis of f c and f R3
beams-II
Factors (independent variables)
Compressive strength level: Medium (M), High (H)
Fibers type: 45/50BN, 65/40BN, 80/50BN, 80/30BP, 80/40BP
Codes: EHE08, MC2010, RILEM
Dependent variable
Shear safety margin (SM)
Table 8.35 ANOVA for SM on shear type III sums of squares (f c and f R3 beams-II)
Source of variation
Sum of squares
d.f
Mean square
F-ratio
p-value
Main effects
A: Compressive strength
0.0264033
1
0.0264033
22.65
0.0014
B: Fiber type
0.213753
4
0.0534383
45.84
0.0000
C: Code
0.148087
2
0.0740433
63.51
0.0000
Interactions
AB
0.119313
4
0.0298283
25.59
0.0001
AC
0.00920667
2
0.00460333
3.95
0.0641
BC
0.0984467
8
0.0123058
10.56
0.0016
Residual
0.00932667
8
0.00116583
Total (corrected) 0.624537 29
All F-ratios are based on the residual mean square error
Code. There are signi
cant differences between all Codes. MC2010 is the safest,
and the mean value of SM for RILEM is below the unit. EHE gives SM very
close to the unit.
￿
As it can be seen in Table 8.35 , all main effects have a clear in
fl
uence on the SM;
furthermore, interactions between compressive strength and
ber type (AB), and
between
cant differences on SM. By means
of surface charts (Figs. 8.39 , 8.40 and 8.41 ), it is possible to evaluate the in
ber type and Code (BC) present signi
fl
uence
of the interactions on the shear SM.
 
Search WWH ::




Custom Search