1. Introduction
Lightweight aggregate (LWA) is a general term for natural or synthetic aggregates with a weight from 80 to 900 kg/m
3 [
1]. Lightweight aggregate concrete (LWC) can be produced by using LWAs instead of normal-weight aggregates [
2]. In the early stage of the development of LWCs, the LWAs used were mainly natural LWAs, the strength level of the concrete was low, and it was mainly used to make thermal insulation bricks. Since S. J. Hayde invented the technology of producing expanded clay LWAs in a rotary kiln in 1917, the progress of synthetic LWA technology has promoted the improvement of the quality of LWAs, thereby accelerating the development of high-strength LWC technology [
3]. In the past two decades, in order to reduce the consumption of natural resources, the source of materials for the production of synthetic LWAs has developed toward resource recycling [
4]. At present, the development of synthetic LWAs mainly uses industrial waste or municipal solid waste as raw materials. For example, slag, fly ash, reservoir sediment, waste TFT-LCD glass powder, paper sludge, tile grinding sludge, water purification sludge, textile sludge, and other renewable resources are used to produce LWAs [
5,
6,
7,
8,
9,
10,
11,
12,
13,
14,
15,
16,
17,
18].
According to the performance of LWAs, it can be divided into ordinary LWAs, ultra-light LWAs, high-strength LWAs, and high-performance LWAs. Among them, the shell layer of synthetic high-strength LWAs and high-performance LWAs is hard and dense, but the interior is porous; thus, it is light in weight and has appropriate strength. Generally speaking, a particle density of sintered synthetic LWAs that is less than 880 kg/m
3 is mostly used to make heat insulation elements; meanwhile, those between 880-1120 kg/m
3 can be used as structural concrete. Therefore, LWCs that are mixed with these excellent synthetic LWAs have the advantages of being lightweight, as well as having heat insulation, fire resistance, seismic resistance, and high-strength properties [
19]. The unit weight of LWCs is greatly affected by the type of LWAs, the composition of materials, and the environmental conditions of conservation. The greater the density of LWA used to formulate the concrete, the higher the unit weight of the concrete. In addition, the higher the amount of ordinary sand used in LWCs, the greater its unit weight. For the maximum limit of LWC unit weight, the relevant standards of various countries have clear regulations according to their respective resource conditions and technical requirements. For example, according to ACI 213R-14 [
20], structural LWC is defined as a 28-day compressive strength exceeding 17 MPa and a 28-day air-dried unit weight not exceeding 1850 kg/m
3.
In concrete, the quality of the aggregate–paste interface is a key factor affecting its long-term durability. Expanded shale, clay, and slate LWAs are highly absorbent, yet they are composed of vitrified silicates and are particularly durable [
21]. In addition, LWAs have other unique properties that can improve the durability of LWCs, such as the elastic compatibility between LWAs and cement paste, the ability of LWAs to promote internal curing, and the lower rigidity of LWAs [
21]. In particular, a relatively dense interfacial transition zone (ITZ) is formed between LWAs and cement paste, which results in LWCs having good durability. Many studies have shown that the ITZ of LWCs is much better than that of NCs, which is due to the improved adhesion between LWAs and cement paste [
22,
23,
24,
25,
26,
27,
28,
29,
30]. On the other hand, structural LWCs can provide a more effective strength ratio (ratio of strength to weight) than normal-weight concretes (NC). Therefore, structural LWCs with a unit weight of 1400-2200 kg/m
3 have been widely used in various structural projects such as high-rise buildings, bridges, prestressed members, and offshore oil platforms, and the use of it in these contexts has shown good development and prospects [
20,
31]. However, the basic components of LWCs, their interactions, and their effects on mechanical properties and durability are significantly different from those of NCs [
32]. This difference is attributed to the composition of the mortar matrix and the LWAs used [
33,
34]. In NCs, the elastic modulus and strength of normal-weight aggregates are greater than that of mortar, and the aggregate is the main load-bearing system. Once the applied stress exceeds the tensile strength of the mortar, the mortar will crack first and penetrate the whole mortar [
35,
36]. In contrast, when LWC is stressed, the situation is more complicated, as it depends on the elastic modulus of LWAs and whether its strength is higher or lower than that of mortar [
37]. Therefore, the complex relationship between the two materials makes the mechanical behavior and collapse mechanism of LWCs applied to reinforced concrete and prestressed concrete members quite different from that of NC [
38]. For example, typical expanded clay LWA has an elastic modulus in the range of 10 to 20 GPa, while ordinary aggregates range from about 30 to 100 GPa—this is the most important difference between the LWCs and NCs used in prestressed members [
39]. In general, the elastic modulus of LWCs may be 15–60% lower than that of NCs of the same strength class, depending on the density of the concrete and the aggregate used [
40,
41]. In view of this, certain design codes have put forward specific suggestions for structural LWC, as well as have evaluated reinforced LWC members by means of their strength reduction coefficients [
42]. Most of the reduction values are based on the experimental results of traditional LWC members. For example, the ACI 318 building code [
43] uses a correction factor based on the density of the concrete to account for the elastic modulus, tensile strength, shear strength, and torsional strength of LWCs in comparison to NCs with the same compressive strength.
Many studies have shown that LWCs perform much better than NCs under variable and dynamic loads [
44,
45]. In particular, the lighter structure of LWCs ensures higher natural frequencies, lower vibration amplitudes, and higher damping. Therefore, the application of LWCs in bridge engineering has been quite common [
46]. Furthermore, LWCs have a small self-weight, which can reduce the bending moment of the prestressed beam and the bridge deck, thereby reducing the section of the component that is used to achieve a larger span. In prestressed members, prestressing is the application of compressive stress to concrete in order to relieve the tensile strain caused by a load. For prestressed concrete structures, information on the actual state of prestress is an important basis for determining their load-carrying capacity and remaining service life [
47]. Prestress loss refers to the slow reduction in the induced compressive stress in a prestressed part due to various factors. The various reductions in the prestressing force are called the losses in prestressing, and it is an important topic in the design of prestressed members. There are two main types of prestress loss, immediate (short term) and time-dependent (long term), and these apply depending on the time and duration of their occurrence. The first type is the instantaneous elastic shortening loss; the second type is the long-term loss, which is mainly caused by the relaxation of the prestressing strands that results in a creep and shrinkage of the concrete [
48,
49]. Prestress loss is also affected by other time-dependent concrete properties, such as compressive strength and the modulus of elasticity. Bymaster et al. [
50] advised that LWCs have a large prestress loss. This is due to the lower elastic modulus of LWAs with lower stiffness, thereby leading to the expected greater elastic shortening of LWC members. Chen et al. [
19] tested the performance of self-consolidating lightweight aggregate concrete (SCLC) and prestressed SCLC members, and compared them with members of normal-weight self-consolidating concrete (SCC). Their test results showed that, after 180 days of prestressing, the prestress loss of full-scale SCLC members was around 5.35%-6.83%, which was lower than that of conventional SCC members (approximately 8.19%-9.06%). Kraľovanec et al. [
47] concluded that the prestress loss of the prestressed components is affected by the construction stage, the materials used, the prestressing technology, or the required service life of the component.
For accurate prestress loss prediction, it is especially important to understand the creep and shrinkage behavior of concrete [
51]. In other words, the creep and shrinkage control of concrete are other important factors that affect the performance of prestressed concrete members [
35,
36,
52,
53]. In terms of time-dependent properties such as shrinkage and creep, most researchers recognize that shrinkage and creep are always higher for LWCs than for NCs [
52,
54,
55,
56]. This is because the stiffness (that is, elastic modulus) of LWAs itself is lower than that of ordinary aggregates, which makes the restraining effect of aggregates on the autogenous shrinkage of cementitious materials weaker, thus resulting in larger drying shrinkage and degree of creep in LWCs than in NCs. Report BE 96-3942/R2 [
57] stated that the creep strain of LWCs is maybe 20-60% higher compared to concrete with normal-weight aggregates. However, the results of Nilsen and Aitcin [
58] showed that the drying shrinkage of LWCs made of expanded shale was 30% to 50% lower than that of NCs. Furthermore, Lopez et al. [
59] showed that high-performance LWCs mixed with expanded slate LWAs exhibited less creep and slightly greater shrinkage than the general HPC of similar paste, mix design, and strength. Rodacka et al. [
60] showed that the final value of the test for the shrinkage deformation of LWCs was 38% lower than the value estimated according to Eurocode EN-1992-1-1 [
61]. Furthermore, the final creep deformation of the tested LWCs was more than two times lower than that of the corresponding NCs. Szydłowski and Łabuzek [
38] presented the results of the study on the creep and shrinkage of LWCs. A creep test of 539 days under a prestressed load showed a particularly low creep coefficient; a shrinkage test was then carried out for 900 days, which also exhibited low shrinkage. Compared with NCs, LWCs with higher strength, especially high-strength LWCs, can exhibit similar—and sometimes even lower—creep strains [
62,
63,
64]. This is because the matrix of LWC usually has higher strength than the matrix of the same grade of NC, which makes the creep of the matrix less. Kayali [
64] showed that different types of LWAs produce distinct drying shrinkage behaviors. In general, whether it is LWC or NC, the higher the compressive strength, the lower the creep [
60].
In the past two decades, Taiwan has successfully sintered LWAs with excellent properties from reservoir sediment and applied them to structural engineering [
8,
9,
10]. In order to verify the feasibility of applying synthetic LWAs from reservoir sediments to prestressed bridges, the Taiwan Highway Bureau selected an interchange bridge located in central Taiwan (as shown in
Figure 1), and this was achieved using concrete poured with synthetic LWAs as the structural material. In view of the importance of evaluating the prestress loss and durability in prestressed concrete structures, a monitoring plan for an LWC-prestressed box bridge with a span of 40 meters in the viaduct was implemented. On the other hand, another NC prestressed box bridge with a similar structural cross section was selected from another adjacent bridge section (as shown in
Figure 1), and the same monitoring and testing operations were carried out as a control group. The standard cross section and longitudinal section of the NC and LWC prestressed box girders are shown in
Figure 2 and
Figure 3, respectively.
In this study, according to the construction progress of the bridge, magnetic flux monitoring instruments were installed on site to monitor the pre-stress changes in the pre-stressed steel tendons in the bridge components over a long period of time. In addition, the time-dependent deformation and durability test results of the concrete at the construction site and in the laboratory were analyzed. The monitoring and testing of the related items of this study included various property tests of the concrete (basic performance, time-dependent deformation, and durability) and monitoring of the pre-stress loss of pre-stressed steel tendons. The results obtained from this actual monitoring and testing can be used as a reference for Taiwan to promote the design of lightweight aggregate prestressed concrete bridges in the future.
Figure 1.
Schematic diagram of the location of the NC and LWC prestressed box girders.
Figure 1.
Schematic diagram of the location of the NC and LWC prestressed box girders.
Figure 2.
Standard cross section of the NC and LWC prestressed box girders.
Figure 2.
Standard cross section of the NC and LWC prestressed box girders.
Figure 3.
Standard longitudinal section of the NC and LWC prestressed box girders.
Figure 3.
Standard longitudinal section of the NC and LWC prestressed box girders.
Figure 4.
Appearance of synthetic LWAs that were created using reservoir sediments.
Figure 4.
Appearance of synthetic LWAs that were created using reservoir sediments.
Figure 5.
Drying shrinkage test: (a) equipment and (b) specimens.
Figure 5.
Drying shrinkage test: (a) equipment and (b) specimens.
Figure 6.
Rapid chloride permeability test: (a) equipment and (b) specimens.
Figure 6.
Rapid chloride permeability test: (a) equipment and (b) specimens.
Figure 7.
Chloride ion penetration test: (a) situation following specimen pouring and (b) the specimens containing sodium chloride solution.
Figure 7.
Chloride ion penetration test: (a) situation following specimen pouring and (b) the specimens containing sodium chloride solution.
Figure 8.
The configuration of prestressed tendons: (a) support end and (b) span center.
Figure 8.
The configuration of prestressed tendons: (a) support end and (b) span center.
Figure 9.
Magnetic flux cable force measurement system: (a) CCT-120 sensor and (b) configuration.
Figure 9.
Magnetic flux cable force measurement system: (a) CCT-120 sensor and (b) configuration.
Figure 10.
Relationship between the compressive strength and curing age.
Figure 10.
Relationship between the compressive strength and curing age.
Figure 11.
Relationship between the flexural strength and curing age.
Figure 11.
Relationship between the flexural strength and curing age.
Figure 12.
Relationship between the elastic modulus and curing age.
Figure 12.
Relationship between the elastic modulus and curing age.
Figure 13.
Relationship between the drying shrinkage and curing age.
Figure 13.
Relationship between the drying shrinkage and curing age.
Figure 14.
Relationship between the creep and curing age.
Figure 14.
Relationship between the creep and curing age.
Figure 15.
Relationship between the specific creep and curing age.
Figure 15.
Relationship between the specific creep and curing age.
Figure 16.
SEM micrographs of the concrete samples with a curing age of 28 days.
Figure 16.
SEM micrographs of the concrete samples with a curing age of 28 days.
Figure 17.
SEM micrographs of the concrete samples with a curing age of 90 days.
Figure 17.
SEM micrographs of the concrete samples with a curing age of 90 days.
Figure 18.
Relationship between the magnetic flux prestress loss percentages and monitoring times.
Figure 18.
Relationship between the magnetic flux prestress loss percentages and monitoring times.
Table 1.
Basic properties of lightweight aggregates.
Table 1.
Basic properties of lightweight aggregates.
Items |
Test Value |
Test Method |
Bulk specific gravity |
1.32 |
ASTM C127 [65] |
Crushing strength |
4.9 MPa |
CNS 14779 [66] |
Los Angeles abrasion value of aggregate |
31.20% |
CNS 490 [67] |
Soundness of aggregate via use of sodium sulfate or magnesium sulfate |
0.11% |
CNS 1167 [68] |
Water absorption rate |
24-hour |
10% |
ASTM C127 [65] |
48-hour |
12% |
Dry unit weight |
835 kg/m3
|
CNS 3691 [69] |
Table 2.
Mix proportions of the concretes (kg/m3).
Table 2.
Mix proportions of the concretes (kg/m3).
Concrete Group |
W/B |
W |
C |
SL |
FA |
SF |
LWA |
CA |
FA |
SP |
Control group |
0.36 |
163 |
364 |
90 |
0 |
0 |
0 |
971 |
774 |
5.0 |
Experimental group |
0.39 |
210 |
296 |
162 |
54 |
27 |
465 |
0 |
615 |
4.85 |
Table 3.
The test items, specimen ages, and test specifications of the basic properties and time-dependent deformation of the concretes.
Table 3.
The test items, specimen ages, and test specifications of the basic properties and time-dependent deformation of the concretes.
Test Items |
Specimen Ages (Day) |
Specimen Size |
Test Specifications |
Air-dry unit weight |
90 |
Cylinders (15 cm × 30 cm) |
ASTM C567 |
Compressive strength |
28, 56, 90, 180 |
Cylinders (15 cm × 30 cm) |
ASTM C39 |
Flexural strength |
28, 56, 90, 180 |
Prisms (15 cm × 15 cm × 53 cm) |
ASTM C78 |
Splitting tensile strength |
28 |
Cylinders (15 cm × 30 cm) |
ASTM C496 |
Elastic modulus |
28, 56, 90, 180 |
Cylinders (15 cm × 30 cm) |
ASTM C469 |
Drying shrinkage |
0, 14, 28, 56, 90, 180, 360 |
Prisms (7.5 cm × 7.5 cm × 28 cm) |
ASTM C157 |
Creep |
0, 14, 28, 56, 90, 180, 360 |
Cylinders (15 cm × 30 cm) |
ASTM C512 |
Table 4.
The test items, specimen ages, and test specifications of concrete durability.
Table 4.
The test items, specimen ages, and test specifications of concrete durability.
Test Items |
Specimen Ages (Day) |
Specimen Size |
Test Specifications |
Ultrasonic pulse velocity test |
28, 90, 180 |
Cylinders (10 cm × 20 cm) |
ASTM C597 |
Concrete's ability to resist chloride ion penetration test |
28, 90, 180 |
Cylinders (10 cm × 20 cm) |
CNS 14795 |
Chloride ion penetration test |
28, 90, 180 |
Cylinders (10 cm × 20 cm) |
ASTM C1543 and CNS 15649 |
Scanning electron microscope observation |
28, 90, 180 |
Fragments after concrete compression test |
ACI 213R-14 |
Table 5.
Test results of the air-dried unit weight and compressive strength of the concretes.
Table 5.
Test results of the air-dried unit weight and compressive strength of the concretes.
Groups |
Curing Method |
Compressive Strength (MPa) |
Air-Dried Unit Weight (kg/m3) |
28 Days |
56 Days |
90 Days |
180 Days |
90 Days |
NC |
Standard curing |
58.8 |
68.9 |
74.5 |
75.1 |
2391 |
On-site curing |
61.6 |
65.4 |
64.7 |
67.1 |
2333 |
LWC |
Standard curing |
47.1 |
50.6 |
52.4 |
56.1 |
1817 |
On-site curing |
51.0 |
51.6 |
52.4 |
53.3 |
1820 |
Table 6.
Test results of the flexural strength and splitting tensile strength of the concretes.
Table 6.
Test results of the flexural strength and splitting tensile strength of the concretes.
Groups |
Curing Method |
Flexural Strength (MPa) |
Splitting Tensile Strength (MPa) |
28 Days |
56 Days |
90 Days |
180 Days |
28 Days |
NC |
Standard curing |
6.7 |
7.0 |
8.1 |
8.8 |
4.6 |
On-site curing |
6.2 |
7.1 |
7.1 |
7.9 |
4.5 |
LWC |
Standard curing |
3.5 |
3.9 |
4.3 |
4.6 |
3.0 |
On-site curing |
3.0 |
2.8 |
3.0 |
4.0 |
2.3 |
Table 7.
Test results of the elastic modulus of the concretes.
Table 7.
Test results of the elastic modulus of the concretes.
Groups |
Curing Method |
Elastic Modulus (GPa) |
28 Days |
56 Days |
90 Days |
180 Days |
NC |
Standard curing |
36.1 |
37.4 |
37.5 |
40.5 |
On-site curing |
36.5 |
35.0 |
38.2 |
39.6 |
LWC |
Standard curing |
23.0 |
24.6 |
25.8 |
29.2 |
On-site curing |
21.7 |
21.4 |
22.1 |
25.2 |
Table 8.
Test results of the drying shrinkage of the concretes.
Table 8.
Test results of the drying shrinkage of the concretes.
Groups |
Drying Shrinkage (μ) |
0 Days |
14 Days |
28 Days |
56 Days |
90 Days |
180 Days |
360 Days |
NC |
0 |
180 |
261 |
331 |
416 |
480 |
528 |
LWC |
0 |
73 |
137 |
215 |
291 |
447 |
577 |
Table 9.
Test results of the creep of the concretes.
Table 9.
Test results of the creep of the concretes.
Groups |
Creep (μ) |
0 Days |
14 Days |
28 Days |
56 Days |
90 Days |
180 Days |
360 Days |
NC |
0 |
317 |
392 |
509 |
582 |
603 |
753 |
LWC |
0 |
400 |
455 |
523 |
597 |
617 |
661 |
Table 10.
Test results of the specific creep of the concretes.
Table 10.
Test results of the specific creep of the concretes.
Groups |
Specific Creep (μ/MPa) |
0 Days |
14 Days |
28 Days |
56 Days |
90 Days |
180 Days |
360 Days |
NC |
0 |
22.8 |
28.3 |
36.7 |
42.0 |
43.5 |
54.3 |
LWC |
0 |
36.1 |
41.0 |
47.1 |
53.8 |
55.6 |
59.5 |
Table 11.
Test results of the ultrasonic pulse velocity of the concretes.
Table 11.
Test results of the ultrasonic pulse velocity of the concretes.
Groups |
Curing Age(Day) |
Ultrasonic Pulse Velocity (m/s) |
Average Ultrasonic Velocity (m/s) |
NC |
28 |
4470.4, 4452.8, 4483.2 |
4469 |
90 |
4608.8, 4604.3, 4682.4 |
4632 |
180 |
4724.1, 4733.6, 4701.8 |
4720 |
LWC |
28 |
4067.5, 4053.7, 4022.4 |
4048 |
90 |
4252.7, 4188.6, 4231.6 |
4224 |
180 |
4332.2, 4308.2, 285.7 |
4309 |
Table 12.
Ultrasonic pulse velocities of the concrete and quality judgments.
Table 12.
Ultrasonic pulse velocities of the concrete and quality judgments.
UPV Range (m/s) |
Concrete Quality |
More than 4500 |
Excellent |
From 3600 to 4500 |
Good |
From 3000 to 3600 |
Questionable |
From 2100 to 3000 |
Poor |
From 1800 to 2100 |
Very poor |
Table 13.
Test results of the rapid chloride permeability of the concretes.
Table 13.
Test results of the rapid chloride permeability of the concretes.
Groups |
Curing Age (Day) |
Average Charge Passed (Coulombs) |
NWC |
28 |
1002 |
90 |
603 |
180 |
387 |
LWC |
28 |
2889 |
90 |
962 |
90 |
432 |
Table 14.
Rapid chloride permeability test ratings.
Table 14.
Rapid chloride permeability test ratings.
Charge Passed (Coulombs) |
Chloride Ion Penetrability |
>4000 |
High |
2000-4000 |
Moderate |
1000-2000 |
Low |
100-1000 |
Very Low |
<100 |
Negligible |
Table 15.
Test results of the chloride ion penetration test.
Table 15.
Test results of the chloride ion penetration test.
Groups |
Curing Age (Day) |
Increase in Chloride Ion Content (kg/m3) |
Sampling position: 1.6-13 mm |
Difference from the comparison sample |
Sampling position: 13-25 mm |
Difference from the comparison sample |
NC |
0 |
0.030 |
0.000 |
0.033 |
0.000 |
28 |
0.524 |
0.494 |
0.293 |
0.260 |
90 |
1.270 |
1.240 |
1.210 |
1.177 |
180 |
1.521 |
1.490 |
1.453 |
1.420 |
LWC |
0 |
0.096 |
0.000 |
0.076 |
0.000 |
28 |
0.680 |
0.584 |
0.097 |
0.021 |
90 |
0.918 |
0.822 |
0.307 |
0.231 |
180 |
1.302 |
1.206 |
0.571 |
0.495 |
Table 16.
Prestress value in the magnetic flux monitoring prestressed box girder (unit: ton).
Table 16.
Prestress value in the magnetic flux monitoring prestressed box girder (unit: ton).
Installation Location |
Monitoring Time (Day) |
0 |
3 |
7 |
14 |
28 |
56 |
90 |
180 |
360 |
540 |
720 |
NC Right side |
376 |
364 |
362 |
369 |
361 |
361 |
357 |
377 |
350 |
353 |
346 |
LWC |
Right side |
265 |
252 |
253 |
254 |
254 |
260 |
271 |
271 |
252 |
260 |
254 |
Left side |
268 |
257 |
258 |
258 |
259 |
264 |
276 |
276 |
256 |
263 |
257 |
Table 17.
Percentage of the prestress loss in the magnetic flux monitoring prestressed box girder.
Table 17.
Percentage of the prestress loss in the magnetic flux monitoring prestressed box girder.
Installation Location |
Monitoring Time (Day) |
0 |
3 |
7 |
14 |
28 |
56 |
90 |
180 |
360 |
540 |
720 |
NC Right side |
0.0% |
3.2% |
3.8% |
2.0% |
4.0% |
4.1% |
5.1% |
-0.3% |
7.1% |
6.1% |
8.1% |
LWC |
Right side |
0.0% |
4.9% |
4.6% |
4.3% |
4.1% |
2.1% |
-2.3% |
-2.1% |
4.9% |
1.9% |
4.2% |
Left side |
0.0% |
4.3% |
3.8% |
3.7% |
3.5% |
1.7% |
-2.9% |
-2.7% |
4.6% |
2.0% |
4.1% |