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Table 6 Test results.

From: Flexural Behavior of Post-tensioned Lightweight Concrete Continuous One-Way Slabs

Specimen

P cr (kN)

P y (kN)

P n (kN)

V n (kN)

Δ cr (mm)

Δ y (mm)

Δ n (mm)

f ps (MPa)

Δ f ps (MPa)

Δ f ps − ACI (MPa)

Δ f ps−EXP /Δ f ps−ACI

P n−ACI (kN m)

P n−EXP /P n−ACI

M cr (kN m)

η cr

ω

M n (kN m)

η n

M n−EXP /M n − ACI

Mid

Edge

Mid

Edge

Mid

Edge

Group 1

 S-L/d p -25

61.7

65.7

80.9

89.8

254.5

77.2

50.1

5.6

13.0

48.8

1613

358

256

1.40

214.5

1.19

14.77

0.0401

0.114

26.98

0.0732

1.35

 S-L/d p -35

23.5

46.1

37.8

64.2

155.5

48.3

29.4

11.8

31.1

85.3

1788

505

256

1.97

155.9

1.00

14.68

0.0398

0.123

26.29

0.0713

1.32

 S-L/d p -45

14.7

30.4

46.6

43.3

111.1

33.2

22.3

11.6

36.8

165.8

1669

430

132

3.25

120.7

0.92

12.25

0.0332

0.116

21.68

0.0588

1.22

Group 2

 S-PPR-0.5

14.7

28.4

25.7

24.4

75.9

23.9

14.1

29.1

14.0

95.8

1540

285

132

2.16

97.5

0.78

11.46

0.0311

0.095

14.68

0.0398

0.97

 S-PPR-1.0

14.7

30.4

46.6

43.3

111.1

33.2

22.3

11.6

36.8

165.8

1669

430

132

3.25

120.7

0.92

12.25

0.0332

0.116

21.68

0.0588

1.22

 S-PPR-1.5

25.5

33.3

34.1

55.0

129.9

40.9

24.0

16.7

57.5

113.6

1655

400

132

3.03

131.8

0.99

13.43

0.0365

0.130

26.82

0.0728

1.32

  1. P cr cracking load, P y yielding load, P n ultimate load, V n force at failed span, Δ cr , Δ y , Δ n deflection at the first flexural crack, at yielding of mild longitudinal tensile reinforcement, and at the ultimate state, respectively, f ps , Δ f ps stress of prestressing strands and its increase, P n−ACI ultimate load predicted by ACI, P n(ExP) ultimate load by experiment, η cr cracking moment capcity (=M cr /f′ c ·b w ·h 2), η n ultimate moment capcity (=M n /f′ c ·b w ·h 2), ω reinforcing index \( \left( { = \frac{{A_{p} f_{ps} + A_{s} f_{y} }}{{bd_{e} f_{c} '}}} \right) \).