
20
By making the various substitutions of Table 6 the relationship between strain in the unbonded
section versus change in readout digits can be obtained.
Using the #6 rebar as an example, with English conventions, yields the following:
6
10
5
.
7
442
.
0
30
5
.
0
390
.
0
30
5
2
359
.
0
−
×
×
+
×
+
×
×
∆
=
F
R
t
ε
(
)
(
)
6
10
06205
.
0
0957
.
0
−
×
+
∆
=
F
R
t
ε
Doing these calculations for the other sizes of rebar yields the data shown in Table 7. Use Table
7 to obtain the microstrain/digit gauge factor (C) from the lbs. or kg. per digit gauge factor (F).
Rebar Size
Conversion Formula - English
Conversion Formula - Metric
#4
C = 0.0957 + F x 0.12220
C = 0.0957 + F x 0.2707
#5
C = 0.0957 + F x 0.07888
C = 0.0957 + F x 0.2091
#6
C = 0.0957 + F x 0.06205
C = 0.0957 + F x 0.1373
#7
C = 0.0957 + F x 0.04416
C = 0.0957 + F x 0.0977
#8
C = 0.0957 + F x 0.03310
C = 0.0957 + F x 0.0733
#9
C = 0.0957 + F x 0.02584
C = 0.0957 + F x 0.0572
#10
C = 0.0957 + F x 0.02073
C = 0.0957 + F x 0.0459
#11
C = 0.0957 + F x 0.01700
C = 0.0957 + F x 0.0377
#12
C = 0.0957 + F x 0.01422
C = 0.0957 + F x 0.0315
#14
C = 0.0957 + F x 0.01037
C = 0.0957 + F x 0.0230
Table 7 - Microstrain Conversion Factors
Summary of Contents for 4911
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Page 27: ...21 APPENDIX D SAMPLE CALIBRATION REPORT Figure 10 Sample Model 4911 Calibration Report ...