Gelatin methacryloyl (GelMA) hydrogel has adjustable physicochemical properties and a three-dimensional network structure for cell growth and hence a hot issue in the field of tissue engineering. However, its poor mechanical properties limit the application in the scaffold, especially as a bone scaffold. To date, many research studies have been carried out by adding some additives into GelMA to construct GelMA-based composites to improve the mechanical properties. However, there is a controversy as to whether the additives can improve the mechanical properties of GelMA. Herein, meta-analysis was used to evaluate the influence of the additives on the mechanical properties of GelMA-based composites, which can provide reference for the further enhancement of mechanical properties of GelMA. In this study, meta-analysis was adopted to investigate the influence of additives on the mechanical properties of GelMA composites; composites with different concentrations of GelMA, that is, ≥10% (w/v), 5-10% (w/v), and ≤5% (w/v) were found in 23 literatures and heterogeneity could be found among these references. Accordingly, it is found that additives can improve the mechanical properties in each concentration.
Gelatin methacryloyl (GelMA) hydrogel has adjustable physicochemical properties and a three-dimensional network structure for cell growth and hence a hot issue in the field of tissue engineering. However, its poor mechanical properties limit the application in the scaffold, especially as a bone scaffold. To date, many research studies have been carried out by adding some additives into GelMA to construct GelMA-based composites to improve the mechanical properties. However, there is a controversy as to whether the additives can improve the mechanical properties of GelMA. Herein, meta-analysis was used to evaluate the influence of the additives on the mechanical properties of GelMA-based composites, which can provide reference for the further enhancement of mechanical properties of GelMA. In this study, meta-analysis was adopted to investigate the influence of additives on the mechanical properties of GelMA composites; composites with different concentrations of GelMA, that is, ≥10% (w/v), 5-10% (w/v), and ≤5% (w/v) were found in 23 literatures and heterogeneity could be found among these references. Accordingly, it is found that additives can improve the mechanical properties in each concentration.
Bone
defects and bone injuries from various
causes have been serious world health problems.[1,2] Clinically,
autogenous bone graft is the gold standard of treatment; however,
transplantation of the autologous bone for its limited source is likely
to cause secondary damage to the donor bone area during sampling.
In addition, there are risks such as high infection rate and immune
rejection in allogeneic bone transplantation. Therefore, it is of
great significance to construct a suitable vector by bone tissue engineering
technology, so that the cells can stick to it and grow into a new
bone.[1,3]Ideal bone tissue engineering scaffold
materials should have good biocompatibility, mechanical properties,
biological activity, adaptability to cell growth, and so forth.[4] Gelatin methacryloyl (GelMA) hydrogel has good
biocompatibility and permeability and adjustable physical and chemical
properties, especially a three-dimensional network structure suitable
for cell growth, which is conducive to cell adhesion and reconstruction.[5,6] Therefore, GelMA hydrogel has been widely used in the field of tissue
engineering, such as bone,[7−9] endochondral bone,[10] heart tissue,[11,12] cartilage,[13−15] vascular
network,[16] cornea,[17] and so forth. GelMA has been applied in bone tissue engineering.
However, the disadvantage of GelMA as a scaffold for bone tissue process
is its poor mechanical properties (the compressive modulus of a human
trabecular bone is 50–500[18] and
2–12 MPa;[19] the stiffness range
of a native spongy bone is 55–480 MPa[20]), which limits its application.[21] In order
to improve the mechanical properties of GelMA, one method is to change
the synthetic parameters of the GelMA hydrogel (such as acylation,
photocrosslinking conditions, etc.).[6,22,23] However, GelMA hydrogels derived from these methods
tend to be damaged. Noshadi[24] found that
UV caused accelerated tissue aging or cancer, and the combination
of both UV light and the photoinitiator Irgacure2959 resulted in harmful
effects on cell viability.[25,26] Hence, adding additives
to GelMA, structuring GelMA-based composites, is a desirable way to
improve the mechanical properties of the GelMA hydrogel.[21]There have been a lot of reports about
GelMA-based composite research. The additives in the GelMA-based composites
include hyaluronic acid-methacrylamide (HAMA),[27,28] poly(ethylene
glycol) diacrylate (PEGDA),[29] nanoparticles
(NPs),[30] carbon nanotubes (CNTs),[31,32] and so forth. Whether the synthetic composites can improve the mechanical
properties of GelMA is controversial in different references. In view
of the above mentioned reasons, meta-analysis can play an important
role in this issue. Meta-analysis can be synthetically and systematically
used for different results in the studies of quantitative evaluation.[33−35] To the best of our knowledge,
there is no meta-analysis related on this issue to date, especially
no comparative analysis of the compressive modulus for the GelMA-based
composites.[21]In this paper, the
compressive modulus of the GelMA hydrogel combined with different
additives were studied by meta-analysis. This analysis provides a
favorable statistical basis for the selection of GelMA with appropriate
additives for use in bone tissue engineering framework composite scaffold
and bone tissue engineering repair and transplantation.
Materials and Methods
Literature Retrieval
According to the prescribed literature retrieval method of meta-analysis,[36] the retrieval strategies of this paper were
as follows: entering the keyword phrases in the databases. The databases
retrieved were these: WOS, BIOSIS, CSCD, KJD, MEDLINE, RSCI, and SCIELO.
The retrieval keyword phrases are shown in Table . The retrieval date was from 1950 to December
17, 2020.
(gelatin methacrylate) OR (methacrylated gelatin)
OR (methacrylamide modified gelatin) OR (gelatin methacrylamide) OR
(gelatin methacryloyl) OR (GelMA) AND (compressive modulus)
2
(gelatin methacrylate) OR (methacrylated
gelatin) OR (methacrylamide modified gelatin) OR (gelatin methacrylamide)
OR (gelatin methacryloyl) OR (GelMA) AND (modulus of compressibility)
3
(gelatin methacrylate) OR (methacrylated
gelatin) OR (methacrylamide modified gelatin) OR (gelatin methacrylamide)
OR (gelatin methacryloyl) OR (GelMA) AND (compressing modulus)
4
(gelatin methacrylate) OR (methacrylated
gelatin) OR (methacrylamide modified gelatin) OR (gelatin methacrylamide)
OR (gelatin methacryloyl) OR (GelMA) AND (compressive moduli)
5
(gelatin methacrylate) OR (methacrylated
gelatin) OR (methacrylamide modified gelatin) OR (gelatin methacrylamide)
OR (gelatin methacryloyl) OR (GelMA) AND (modulus)
6
(gelatin methacrylate) OR (methacrylated gelatin)
OR (methacrylamide modified gelatin) OR (gelatin methacrylamide) OR
(gelatin methacryloyl) OR (GelMA) AND (moduli)
7
(gelatin methacrylate) OR (methacrylated gelatin)
OR (methacrylamide modified gelatin) OR (gelatin methacrylamide) OR
(gelatin methacryloyl) OR (GelMA) AND (compressive)
8
(gelatin methacrylate) OR (methacrylated gelatin)
OR (methacrylamide modified gelatin) OR (gelatin methacrylamide) OR
(gelatin methacryloyl) OR (GelMA) AND (compress)
9
(gelatin methacrylate) OR (methacrylated gelatin)
OR (methacrylamide modified gelatin) OR (gelatin methacrylamide) OR
(gelatin methacryloyl) OR (GelMA) AND (compression)
10
(gelatin methacrylate) OR (methacrylated gelatin)
OR (methacrylamide modified gelatin) OR (gelatin methacrylamide) OR
(gelatin methacryloyl) OR (GelMA) AND (mechanical properties)
11
(gelatin methacrylate) OR (methacrylated
gelatin) OR (methacrylamide modified gelatin) OR (gelatin methacrylamide)
OR (gelatin methacryloyl) OR (GelMA) AND (mechanical strength)
12
(gelatin methacrylate) OR (methacrylated
gelatin) OR (methacrylamide modified gelatin) OR (gelatin methacrylamide)
OR (gelatin methacryloyl) OR (GelMA) AND (strength)
13
(gelatin methacrylate) OR (methacrylated gelatin)
OR (methacrylamide modified gelatin) OR (gelatin methacrylamide) OR
(gelatin methacryloyl) OR (GelMA) AND (mechanical property parameters)
14
(gelatin methacrylate) OR (methacrylated
gelatin) OR (methacrylamide modified gelatin) OR (gelatin methacrylamide)
OR (gelatin methacryloyl) OR (GelMA) AND (mechanical parameters)
15
(gelatin methacrylate) OR (methacrylated
gelatin) OR (methacrylamide modified gelatin) OR (gelatin methacrylamide)
OR (gelatin methacryloyl) OR (GelMA) AND (mechanical)
Finally, taking the 1 OR 2 OR 3 OR 4 OR 5 OR 6 OR 7 OR 8 OR 9 OR
10 OR 11 OR 12 OR 13 OR 14 OR 15 as the final retrieval scheme.
Finally, taking the 1 OR 2 OR 3 OR 4 OR 5 OR 6 OR 7 OR 8 OR 9 OR
10 OR 11 OR 12 OR 13 OR 14 OR 15 as the final retrieval scheme.
Literature
Screening
The inclusion criteria are as follows: the material
studied is the GelMA hydrogel, with specific data in the literatures;
compressive modulus is obtained by adding different additives. The
exclusion criteria are as follows: documents that have been repeatedly
included; GelMA precursors were chemically modified before synthesis;
there are no specific data about the mean, standard deviation, or
sample size in the results.
Data Extraction
The following data were extracted from
the literatures meeting the inclusion criteria: author, year of publication,
additives, experimental group, control group, compressive modulus
of pure GelMA hydrogel, and GelMA-based composites. The mean value,
standard deviation, and sample size of the compressive modulus were
filled into the data extraction table.
Computing
Platform and Test Methods
This
meta-analysis was performed using the Review Manager 5.4 software
provided by The Cochrane Collaboration. Two test methods were used
in this paper: Q test and I squared
(I2) test.[37,38]Q test was used to test the existence and statistical significance
of heterogeneity.[36] The inspection level
of the meta-analysis was α = 0.05; that is, for the Q test, when the p value was less than
0.05, the results of different studies were heterogeneous and the
heterogeneity was statistically significant; when the p value was greater than 0.05, the heterogeneity was not statistically
significant. Meanwhile, I2 test was conducted
to evaluate the extent of heterogeneity between different research
results, and I2 values of ≤25,
>25 and ≤50, >50 and ≤75, and >75% were regarded
as indication of no, low, moderate, and high extent of heterogeneity,
respectively.[38] In the meta-analysis, if
the heterogeneity was significant, the random effect model was used;
otherwise, the fixed effect model was used.[37]
Results and
Discussion
Results
of Literature Screening and Data Extraction
Through the retrieval
strategies in 2.1, a total of 1587 papers were retrieved. After eliminating
the repetition and carefully reading the titles and abstracts, 1003
were eliminated because they have no relation to GelMA and its composites,
leaving 584. After reading the full text, only 23 literatures finally
met the inclusion criteria. The required data were extracted from
the 23 included literatures, and the basic information of the included
literatures are shown in Table .[39−61] The compressive moduli of GelMA-based composites,
that is, the experimental group, and pure GelMA, that is, the control
group, are shown in Table . The literature screening flow chart is shown in Figure .
Table 2
Basic Data of Included
23 Literatures (Including the First Author, Additives, the Experimental
Group GelMA-Based Composites, and the Control Group Pure GelMA)
Compressive Modulus of the Experimental Group GelMA-Based
Composites and the Control Group Pure GelMA of 23 Literatures. Some
Literatures Contained Multiple Sets of Data (the Unit of Compressive
Modulus is kPa)
the first author (published year)
group
the mean
the standard deviation
sample size
Shirazi (2016)
experimental group
343
16.9
3
control group
39.4
4.8
3
Moghanian (2020)
experimental group 1
511.83
32.25
4
control group
142.49
10.29
2
experimental group 2
757
17.75
4
control group
142.49
10.29
2
Serafim (2014)
experimental group
110.72
13.02
3
control group
223.76
33.06
3
García-Lizarribar (2018)
experimental group 1 (AlgMA)
5.53
2.01
3
control group
3.02
1.13
1
experimental group 2 (CMCMA)
1.96
0.16
3
control
group
3.02
1.13
1
experimental group 3 (PEGDA)
2.89
0.46
3
control group
3.02
1.13
1
Spencer (2018)
experimental group 1 (0.1%)
3.1
0.2
3
control group
3.6
0.1
2
experimental group 2 (0.3%)
2.7
0.06
3
control group
3.6
0.1
2
Byambaa (2017)
experimental group 1 (1/100)
5.9
0.7
3
control group
6.5
1.0
2
experimental group 2 (1/10)
5.7
0.6
3
control group
6.5
1.0
2
Montesdeoca (2020)
experimental group 1
61.87
4.94
3
control group
54.10
2.23
1
experimental group 2
64.53
5.89
3
control group
54.10
2.23
1
experimental group 3
67.71
7.00
3
control group
54.10
2.23
1
Bektas (2019)
experimental group
155.49
19.94
5
control group
6.53
0.84
5
Wei (2015)
experimental group 1 (0.5/4.5)
10.04
1.27
5
control group
4.32
1.13
2
experimental group 2 (1/4)
16.14
2.50
5
control group
4.32
1.13
2
experimental group 3 (1.5/3.5)
19.55
2.60
5
control group
4.32
1.13
2
Ratheesh (2020)
experimental group 1
17.40
2.39
3
control group
14.38
1.02
2
experimental group 2
24.83
1.02
3
control group
14.38
1.02
2
Camci-Unal (2013)
experimental group
73.0
11.1
5
control group
33.6
23.2
5
Suo (2018)
experimental group 1 (0.5%)
37.48
8.58
3
control group
31.08
3.61
1
experimental group 2 (1%)
49.24
4.50
3
control group
31.08
3.61
1
experimental group 3 (2%)
56.59
9.15
3
control group
31.08
3.61
1
Frey (2018)
experimental group
6.41
0.67
6
control group
3.26
0.45
6
Cross (2018)
experimental
group
7.5
1.7
6
control group
6.7
0.4
6
Liu (2018)
experimental group 1 (LALN)
0.24
0.02
5
control group
0.29
0.01
2
experimental group 2 (MALN)
0.14
0.02
5
control group
0.29
0.01
2
experimental group 3 (HALN)
0.11
0.01
5
control group
0.29
0.01
2
Gu (2020)
experimental group 1 (1BC)
208.8
33.5
3
control group
112.9
15.4
1
experimental group 2 (2BC)
289.6
43.1
3
control group
112.9
15.4
1
experimental group 3 (4BC)
482.8
37.1
3
control group
112.9
15.4
1
experimental group 4 (8BC)
811.7
23.4
3
control group
112.9
15.4
1
Xiao (2020)
experimental group 1
37.4
2.1
3
control group
36.5
1.9
2
experimental group 2
37.0
2.5
3
control group
36.5
1.9
2
Jaiswal (2016)
experimental group 1 (4 nm)
7.8
1.9
6
control
group
3.2
0.5
2
experimental group 2 (8 nm)
26.7
4.7
6
control group
3.2
0.5
2
experimental group 3 (12 nm)
31.25
4.6
6
control group
3.2
0.5
2
Wang (2018)
experimental group 1
11.1
0.7
3
control group
3.28
0.3
1
experimental group 2
5.4
0.2
3
control group
3.28
0.3
1
experimental group 3
7.7
0.1
3
control group
3.28
0.3
1
Suvarnapathaki (2020)
experimental group 1 (1)
4.8
0.3
3
control group
4.3
0.2
1
experimental group 2 (5)
6.0
0.8
3
control group
4.3
0.2
1
experimental group 3 (20)
9.3
2.5
3
control group
4.3
0.2
1
Xiao (2018)
experimental group
19.34
1.55
5
control group
7.08
0.36
5
Ma (2017)
experimental group 1 (4/1)
13.8
1.7
3
control group
4.5
2.3
1
experimental group 2 (3/2)
17.9
2.3
3
control group
4.5
2.3
1
experimental group 3 (2/3)
19.2
2.1
3
control group
4.5
2.3
1
experimental group 4 (1/4)
23.5
2.6
3
control group
4.5
2.3
1
Qiao (2020)
experimental group
92.69
0.4
3
control group
74.5
0.7
3
Figure 1
Literature screening
flow chart.
Literature screening
flow chart.Twenty-three
literatures were obtained through screening, among which, some contained
a variety of adding additives and different adding concentrations
and proportions. According to the number of literatures, 23 groups
of data were obtained. According to the additives, 28 groups of data
could be obtained (including the same additives added in different
literatures); when different concentrations and proportions of the
additives were added, a total of 50 sets of data could be obtained
(Tables and 3).
Results and Discussion
of Meta-analysis
General Analysis
Meta-analysis
was conducted on the original data of 23 literatures. Overall, the
data analysis forest plot and funnel plot are shown in Figures and 3 respectively. As can be seen from Figure , the funnel plot of the study was asymmetric,
showing that there was publication bias on the compressive modulus
among overall 23 literatures.[62−64] It can be seen from Figure that the heterogeneity analysis results are p < 0.00001, I2 = 99%, and it can be
seen that there was very high heterogeneity among studies and the
heterogeneity was statistically significant.[64−67] Therefore,
we adopted the random effect model. According to the overall analysis
results, 95% CI: 3.76–4.46, p < 0.00001,
the difference between the experimental group and the control group
was statistically significant.
Figure 2
Forest plot of the meta-analysis of the overall
data of
23 literatures. The results of the heterogeneity test were p < 0.00001, I2 = 99%, 95%
CI: 3.76–4.46, and the result of test for overall effect was p < 0.00001 (α = 0.05).
Figure 3
Funnel plot
of the meta-analysis
of the overall data of 23 literatures. The funnel plot of the study
was asymmetric, showing that there was publication bias on the compressive
modulus among overall 23 literatures.
Forest plot of the meta-analysis of the overall
data of
23 literatures. The results of the heterogeneity test were p < 0.00001, I2 = 99%, 95%
CI: 3.76–4.46, and the result of test for overall effect was p < 0.00001 (α = 0.05).Funnel plot
of the meta-analysis
of the overall data of 23 literatures. The funnel plot of the study
was asymmetric, showing that there was publication bias on the compressive
modulus among overall 23 literatures.The high heterogeneity may be
due to the different types of additives, processing techniques, and
so forth in each study. In order to solve the problem of heterogeneity
and exclude the influence of the above factors, the original data
were processed as follows: the new mean of the experimental group
= the original mean value of the experimental group/the original mean
of the control group; the new standard deviation of the experimental
group = the original standard deviation of the experimental group/the
original mean value of the experimental group; the new mean of the
control group = 1; the new standard deviation of the control group
= the original standard deviation of the control group/the original
mean of the control group; the processed meta-analysis results are
shown in Figures and 5. After treatment, the funnel plot was roughly symmetric,
showing that there was no publication bias on the compressive modulus
among the overall data after the processing of 23 literatures. However, I2 was still greater than 75% (p < 0.00001, I2 = 100%), and the heterogeneity
was still large. The difference between the experimental group and
the control group was statistically significant (95% CI: 1.24–2.70, p < 0.00001); therefore, adding additives to GelMA, making
GelMA-based composites, can improve the mechanical properties of the
GelMA hydrogel.
Figure 4
Forest plot
of the meta-analysis
of overall data after processing of 23 literatures. The results of
the heterogeneity test were p < 0.00001, I2 = 100%, 95% CI: 1.24–2.70, and the
result of test for overall effect was p < 0.00001
(α = 0.05).
Figure 5
Funnel plot of the meta-analysis of overall
data after processing of 23 literatures. The funnel plot was roughly
symmetric without publication bias, showing that there was no publication
bias on the compressive modulus among overall data after processing
of 23 literatures.
Forest plot
of the meta-analysis
of overall data after processing of 23 literatures. The results of
the heterogeneity test were p < 0.00001, I2 = 100%, 95% CI: 1.24–2.70, and the
result of test for overall effect was p < 0.00001
(α = 0.05).Funnel plot of the meta-analysis of overall
data after processing of 23 literatures. The funnel plot was roughly
symmetric without publication bias, showing that there was no publication
bias on the compressive modulus among overall data after processing
of 23 literatures.
Data Consolidation
Studies with unclear concentration in
the control group were excluded, and the results were analyzed after
data combining. The GelMA hydrogel concentration in the control group
was divided into three categories: ≥10% (w/v), 5–10%
(w/v), and ≤5% (w/v). When the concentration of the control
group was ≥10% (w/v) GelMA (Figure ) (I2 = 100%,
95% CI: 0.92–1.77, p < 0.00001), there
was statistical significance between the experimental group and the
control group (p < 0.00001). However, as can be
seen from Figure ,
the data of Moghanian[40] and Serafim[41] differed greatly from the research data of others.
According to the original text, it was found that the type of photoinitiator
in Moghanian was different from other studies. As listed in Table , the photoinitiator
adopted by Moghanian was triethanolamine, N-vinyl
caprolactam, and eosin Y disodium salt, which was different from other
studies (Irgacure2959 as the photoinitiator). The exposure time of
Serafim was 60 min which was much longer than other studies (Table ). These may be the
reasons for the abnormally high numerical values in the two studies.
Therefore, we attempted the following; excluding the above two studies,
meta-analysis was performed again, and the results are shown in Figure . It can be seen
from Figure that
heterogeneity was still very large, which was I2 = 98%, and the difference between the experimental group
and the control group was statistically significant (p = 0.006 < 0.05). Therefore, the additives can improve the mechanical
properties of the GelMA hydrogel with the concentration ≥10%
(w/v), no matter whether there are outliers or not. The funnel plot
was asymmetric, showing that there was publication bias on the compressive
modulus among GelMA concentration ≥10% (w/v) in the control
group (Figure ).
Figure 6
Forest plot of GelMA
concentration ≥10%
(w/v) in the control group. The results of the heterogeneity test
were p < 0.00001, I2 = 100%, 95% CI: 0.92–1.77, and the result of test for overall
effect was p < 0.00001 (α = 0.05).
Table 4
Type of Photoinitiator Light Exposure Time, Light Intensity, and
Concentration of the Photoinitiators Irgacure2959 of the 23 Included
Literatures,. There Were Some References That Do Not Mention Any of
These Items
the first author (published
year, IF)
type of the photoinitiators
light exposure time
light intensity
Shirazi (2016,
8.456)
1 mg mL–1 Irgacure2959
6.9 mW/cm2
Moghanian (2020,
3.319)
triethanolamine, N-vinyl caprolactam, and eosin Y disodium salt
100 mW/cm2
Serafim (2014, 3.069)
2 mol % Irgacure2959
60 min
García-Lizarribar (2018, 2.895)
LAP
5 s
Spencer (2018, 4.511)
0.5% (w/v) Irgacure2959
200 s
1.8 mW/cm2
Byambaa
(2017, 6.27)
0.1% (w/v) Irgacure2959
20 s
6.9 mW/cm2
Montesdeoca (2020, 4.389)
0.5% (w/v) Irgacure2959
4 min
7.7 mW/cm2
Bektas (2019, 2.467)
0.5% (w/v) Irgacure2959
each side 1 min
0.120 J/cm2
Wei (2015, 5.047)
0.5% (w/v) Irgacure2959
Ratheesh (2020, 7.367)
LAP
1 min
20 W
Camci-Unal(2013, 5.667)
0.1% (w/v) Irgacure2959
Suo (2018, 4.959)
0.1% (w/v) Irgacure2959
30 s
1.5 W/cm2
Frey (2018, 16.836)
0.5% (w/v) Irgacure2959
6.9 W/cm2
Cross
(2018, 5.57)
0.25% (w/v) Irgacure2959
60 s
6.09 mW/cm2
Liu (2018, 3.049)
0.5% (w/v) Irgacure2959
Gu (2020, 3.382)
LAP
2 min
5 W
Xiao (2020, 5.076)
1% (w/v) Irgacure2959
10 s
6.9 mW/cm2
Jaiswal
(2016, 13.903)
0.5% (w/v) Irgacure2959
60 s
30 mW/cm2
Wang (2018, 3.384)
3 mg Irgacure2959
1 min
30 mW/cm2
Suvarnapathaki 1 (2020,
3.416)
0.5% (w/v) Irgacure2959
20 s
Suvarnapathaki 2 (2020,
3.416)
0.5% (w/v) Irgacure2959
20 s
Suvarnapathaki 3 (2020,
3.416)
0.5% (w/v) Irgacure2959
30 s
Xiao (2018, 2.121)
0.5% (w/v) Irgacure2959
60 s
7.0 mW/cm2
Ma (2017, 4.511)
2-hydroxy-2-methylpropiophenone
30 s
2.9 mW/cm2
Qiao (2020, 6.27)
30 s
Figure 7
Forest
plot of GelMA concentration ≥10% (w/v) in the control group
excluding the outliers. The results of the heterogeneity test were p < 0.00001, I2 = 98%, 95%
CI: 0.08–0.48, and the result of test for overall effect was p = 0.006 < 0.05 (α = 0.05).
Figure 8
Funnel plot
of GelMA
concentration ≥10% (w/v) in the control group. The funnel plot
was asymmetric, showing that there was publication bias on the compressive
modulus among GelMA concentration ≥10% (w/v) in the control
group.
Forest plot of GelMA
concentration ≥10%
(w/v) in the control group. The results of the heterogeneity test
were p < 0.00001, I2 = 100%, 95% CI: 0.92–1.77, and the result of test for overall
effect was p < 0.00001 (α = 0.05).Forest
plot of GelMA concentration ≥10% (w/v) in the control group
excluding the outliers. The results of the heterogeneity test were p < 0.00001, I2 = 98%, 95%
CI: 0.08–0.48, and the result of test for overall effect was p = 0.006 < 0.05 (α = 0.05).Funnel plot
of GelMA
concentration ≥10% (w/v) in the control group. The funnel plot
was asymmetric, showing that there was publication bias on the compressive
modulus among GelMA concentration ≥10% (w/v) in the control
group.When the concentration of GelMA in the control group was 5–10%
(w/v) (Figure ) (I2 = 99%, 95% CI: 0.98–5.60, p = 0.005 < 0.05), the heterogeneity was large, and the difference
between the experimental group and the control group was statistically
significant, so the additives can improve the mechanical properties
of the GelMA hydrogel by 5–10% (w/v). The funnel plot was asymmetric,
showing that there was publication bias on the compressive modulus
among 5–10% (w/v) concentration GelMA in the control group
(Figure ).
Figure 9
Forest plot of 5–10% (w/v) concentration
GelMA
in the control group. The results of the heterogeneity test were p < 0.00001, I2 = 99%, 95%
CI: 0.98–5.60, and the result of test for overall effect was p = 0.005 < 0.05 (α = 0.05).
Figure 10
Funnel plot
of 5–10%
(w/v) concentration GelMA in the control group. The funnel plot was
asymmetric, showing that there was publication bias on the compressive
modulus among 5%–10% (w/v) concentration GelMA in the control
group.
Forest plot of 5–10% (w/v) concentration
GelMA
in the control group. The results of the heterogeneity test were p < 0.00001, I2 = 99%, 95%
CI: 0.98–5.60, and the result of test for overall effect was p = 0.005 < 0.05 (α = 0.05).Funnel plot
of 5–10%
(w/v) concentration GelMA in the control group. The funnel plot was
asymmetric, showing that there was publication bias on the compressive
modulus among 5%–10% (w/v) concentration GelMA in the control
group.When the concentration of the control group was ≤5% (w/v) GelMA (Figure )
(I2 = 97%, 95% CI: 5.29–11.09, p < 0.00001), the heterogeneity was large, and the difference
between the experimental group and the control group was statistically
significant, so the additives could improve the mechanical properties
of the GelMA hydrogel with the concentration ≤5% (w/v). The
funnel plot was asymmetric, showing that there was publication bias
on the compressive modulus among GelMA concentration ≤5% (w/v)
in the control group (Figure ). In this study, it is speculated that the asymmetry of funnel
plots is mainly caused by publication bias, which is controversial
and needs further study.
Figure 11
Forest plot of GelMA concentration ≤5%
(w/v) in
the control group. The results of the heterogeneity test were p < 0.00001, I2 = 97%, 95%
CI: 5.29–11.09, and the result of test for overall effect was p < 0.00001 (α = 0.05).
Figure 12
Funnel
plot of GelMA
concentration ≤5% (w/v) in the control group. The funnel plot
was asymmetric, showing that there was publication bias on the compressive
modulus among GelMA concentration ≤5% (w/v) in the control
group.
Forest plot of GelMA concentration ≤5%
(w/v) in
the control group. The results of the heterogeneity test were p < 0.00001, I2 = 97%, 95%
CI: 5.29–11.09, and the result of test for overall effect was p < 0.00001 (α = 0.05).Funnel
plot of GelMA
concentration ≤5% (w/v) in the control group. The funnel plot
was asymmetric, showing that there was publication bias on the compressive
modulus among GelMA concentration ≤5% (w/v) in the control
group.
Subgroup Analysis
In the above results, heterogeneity
was high and the heterogeneity was statistically significant, so subgroup
analysis was used to analyze the sources of heterogeneity.[38,68,69]
GelMA
Concentration in the Control Group
Studies with clear GelMA
concentration values in the literatures
were selected (Table ), and they were divided into three groups: ρ ≥ 10%
(w/v), ρ 5–10% (w/v), and ρ ≤ 5% (w/v) (ρ
is the concentration of GelMA in the control group). The results are
shown in Figure . As shown in Figure , the results of the three subgroups were I2 = 91.4%, p < 0.00001. The three subgroups
had high heterogeneity, and the differences among the three subgroups
were statistically significant, so GelMA concentration in the control
group was one of the sources of heterogeneity. The funnel plot was
asymmetric, showing that there was publication bias on the compressive
modulus of ρ ≥ 10% (w/v), ρ 5–10% (w/v),
and ρ ≤ 5% (w/v) (Figure ).
Figure 13
Forest plot of subgroup analysis of 17
literatures divided
into GelMA concentration in the control group as ρ ≥
10% (w/v), ρ 5–10% (w/v), and ρ ≤ 5% (w/v)
(ρ is the concentration of GelMA in the control group). In ρ
≥ 10% (w/v), the results of the heterogeneity test were p < 0.00001, I2 = 100%, and
the result of test for overall effect was p <
0.00001. In ρ 5%–10% (w/v), the results of the heterogeneity
test were p < 0.00001, I2 = 99%, and the result of test for overall effect was p = 0.005 < 0.05. In ρ ≤ 5% (w/v), the results
of the heterogeneity test were p < 0.00001, I2 = 97%, and the result of test for overall
effect was p < 0.00001. Then, the results of the
test for subgroup differences were p < 0.00001, I2 = 91.4% (α = 0.05).
Figure 14
Funnel
plot of subgroup
analysis of 17 literatures divided into GelMA concentration in the
control group as ρ ≥ 10% (w/v), ρ 5–10%
(w/v), and ρ ≤ 5% (w/v) (ρ is the concentration
of GelMA in the control group). The funnel plot was asymmetric, showing
that there was publication bias on the compressive modulus of ρ
≥ 10% (w/v), ρ 5–10% (w/v), and ρ ≤
5% (w/v).
Forest plot of subgroup analysis of 17
literatures divided
into GelMA concentration in the control group as ρ ≥
10% (w/v), ρ 5–10% (w/v), and ρ ≤ 5% (w/v)
(ρ is the concentration of GelMA in the control group). In ρ
≥ 10% (w/v), the results of the heterogeneity test were p < 0.00001, I2 = 100%, and
the result of test for overall effect was p <
0.00001. In ρ 5%–10% (w/v), the results of the heterogeneity
test were p < 0.00001, I2 = 99%, and the result of test for overall effect was p = 0.005 < 0.05. In ρ ≤ 5% (w/v), the results
of the heterogeneity test were p < 0.00001, I2 = 97%, and the result of test for overall
effect was p < 0.00001. Then, the results of the
test for subgroup differences were p < 0.00001, I2 = 91.4% (α = 0.05).Funnel
plot of subgroup
analysis of 17 literatures divided into GelMA concentration in the
control group as ρ ≥ 10% (w/v), ρ 5–10%
(w/v), and ρ ≤ 5% (w/v) (ρ is the concentration
of GelMA in the control group). The funnel plot was asymmetric, showing
that there was publication bias on the compressive modulus of ρ
≥ 10% (w/v), ρ 5–10% (w/v), and ρ ≤
5% (w/v).
Type
of Photoinitiators
GelMA optical
cross-linking must have photoinitiators. The type of photoinitiators,
light exposure time, light intensity, and concentration of the photoinitiator
Irgacure2959 of the 23 included literatures are shown in Table . It can be seen that
most of the photoinitiators used in the studies was Irgacure2959,
which was the commonly used photoinitiator in GelMA optical cross-linking.
Therefore, according to the type of the photoinitiators, the data
from 22 literatures explicitly mentioned the type of photoinitiators
used were divided into two groups: Irgacure2959 and not Irgacure2959.
The results are shown in Figure , I2 = 99.5%, p < 0.00001; there was high heterogeneity between the two groups,
and the heterogeneity was statistically significant, so the type of
photoinitiators was one of the sources of heterogeneity. The funnel
plot was asymmetric, showing that there was publication bias on the
compressive modulus of Irgacure2959 and not Irgacure2959 (Figure ).
Figure 15
Forest plot of subgroup analysis of 22
literatures divided
into type of photoinitiators as Irgacure2959 and not Irgacure2959.
In Irgacure2959, the results of the heterogeneity test were p < 0.00001, I2 = 99%, and
the result of test for overall effect was p <
0.00001. In not Irgacure2959, the results of the heterogeneity test
were p < 0.00001, I2 = 100%, and the result of test for overall effect was p < 0.00001. Then, the results of test for subgroup differences
were p < 0.00001, I2 = 99.5% (α = 0.05).
Figure 16
Funnel
plot of subgroup analysis of 22
literatures divided into type of photoinitiators as Irgacure2959 and
not Irgacure2959. The funnel plot was asymmetric, showing that there
was publication bias on the compressive modulus of Irgacure2959 and
not Irgacure2959.
Forest plot of subgroup analysis of 22
literatures divided
into type of photoinitiators as Irgacure2959 and not Irgacure2959.
In Irgacure2959, the results of the heterogeneity test were p < 0.00001, I2 = 99%, and
the result of test for overall effect was p <
0.00001. In not Irgacure2959, the results of the heterogeneity test
were p < 0.00001, I2 = 100%, and the result of test for overall effect was p < 0.00001. Then, the results of test for subgroup differences
were p < 0.00001, I2 = 99.5% (α = 0.05).Funnel
plot of subgroup analysis of 22
literatures divided into type of photoinitiators as Irgacure2959 and
not Irgacure2959. The funnel plot was asymmetric, showing that there
was publication bias on the compressive modulus of Irgacure2959 and
not Irgacure2959.
Light Exposure Time
There were 17 literatures that
explicitly mentioned the time used
for hydrogel optical cross-linking, so the light exposure time was
divided into two groups: t ≤ 60 s and t > 60 s (t is the light exposure time). The study of
Suvarnapathaki[58] included two types of
exposure time (Table ). The exposure time was different according to different added concentrations,
but both of them were less than 60 s, so they were recorded as a set
of data. The results are shown in Figure , I2 = 76.5%, p = 0.04 < 0.05; there was high heterogeneity between
the two groups, and the heterogeneity was statistically significant,
so light exposure time was one of the sources of heterogeneity. It
is worth noting that, differing from other subgroup analysis conditions,
when t ≤ 60 s, the funnel plot was basically
symmetric, showing that there was no publication bias on the compressive
modulus among t ≤ 60 s. In t > 60 s, the funnel plot was asymmetric, showing that there was
publication bias on the compressive modulus among t > 60 s (Figure ).
Figure 17
Forest plot of subgroup
analysis of 17
literatures divided into light exposure time as t ≤ 60 s and t > 60 s (t is the light exposure
time). In t ≤ 60 s, the results of the heterogeneity
test were p < 0.00001, I2 = 99%, and the result of test for overall effect was p < 0.00001. In t > 60 s, the results
of the heterogeneity test were p < 0.00001, I2 = 99%, and the result of test for overall
effect was p < 0.00001. Then, the results of the
test for subgroup differences were p = 0.04, I2 = 76.5% (α = 0.05).
Figure 18
Funnel
plot of subgroup
analysis of 17 literatures divided into light exposure time as t ≤ 60 s and t > 60 s (t is the
light exposure time). Specially, in t ≤ 60
s, the funnel plot was basically symmetric, showing that there was
no publication bias on the compressive modulus among t ≤ 60 s. In t > 60 s, the funnel plot
was asymmetric, showing that there was publication bias on the compressive
modulus among t > 60 s.
Forest plot of subgroup
analysis of 17
literatures divided into light exposure time as t ≤ 60 s and t > 60 s (t is the light exposure
time). In t ≤ 60 s, the results of the heterogeneity
test were p < 0.00001, I2 = 99%, and the result of test for overall effect was p < 0.00001. In t > 60 s, the results
of the heterogeneity test were p < 0.00001, I2 = 99%, and the result of test for overall
effect was p < 0.00001. Then, the results of the
test for subgroup differences were p = 0.04, I2 = 76.5% (α = 0.05).Funnel
plot of subgroup
analysis of 17 literatures divided into light exposure time as t ≤ 60 s and t > 60 s (t is the
light exposure time). Specially, in t ≤ 60
s, the funnel plot was basically symmetric, showing that there was
no publication bias on the compressive modulus among t ≤ 60 s. In t > 60 s, the funnel plot
was asymmetric, showing that there was publication bias on the compressive
modulus among t > 60 s.
Light
Intensity
There were 16 literatures that explicitly refer
to the light intensity of the experiment, among which units in Bektas,[46] Ratheesh,[48] and Gu[54] cannot be unified with others. So these three
articles were excluded, and the remaining 13 articles were divided
into two groups according to the light intensity: I ≤ 10 mW/cm2 and I > 10 mW/cm2 (I is the light intensity). The results
are shown in Figure , I2 = 99.2%, p <
0.00001; there was high heterogeneity between the two groups, and
the heterogeneity was statistically significant, so light intensity
was one of the sources of heterogeneity. The funnel plot was asymmetric,
showing that there was publication bias on the compressive modulus
of I ≤ 10 mW/cm2 and I > 10 mW/cm2 (Figure ).
Figure 19
Forest
plot of subgroup
analysis of 13 literatures divided into light intensity as I ≤ 10 mW/cm2 and I >
10 mW/cm2 (I is the light intensity).
In I ≤ 10 mW/cm2, the results of
the heterogeneity test were p < 0.00001, I2 = 99%, and the result of test for overall
effect was p < 0.00001. In I >
10 mW/cm2, the results of the heterogeneity test were p < 0.00001, I2 = 100%, and
the result of test for overall effect was p <
0.00001. Then, the results of test for subgroup differences were p < 0.00001, I2 = 99.2% (α
= 0.05).
Figure 20
Funnel plot of subgroup analysis of 13
literatures divided
into light intensity as I ≤ 10 mW/cm2 and I > 10 mW/cm2 (I is the light intensity). The funnel plot was asymmetric, showing
that there was publication bias on the compressive modulus of I ≤ 10 mW/cm2 and I >
10 mW/cm2.
Forest
plot of subgroup
analysis of 13 literatures divided into light intensity as I ≤ 10 mW/cm2 and I >
10 mW/cm2 (I is the light intensity).
In I ≤ 10 mW/cm2, the results of
the heterogeneity test were p < 0.00001, I2 = 99%, and the result of test for overall
effect was p < 0.00001. In I >
10 mW/cm2, the results of the heterogeneity test were p < 0.00001, I2 = 100%, and
the result of test for overall effect was p <
0.00001. Then, the results of test for subgroup differences were p < 0.00001, I2 = 99.2% (α
= 0.05).Funnel plot of subgroup analysis of 13
literatures divided
into light intensity as I ≤ 10 mW/cm2 and I > 10 mW/cm2 (I is the light intensity). The funnel plot was asymmetric, showing
that there was publication bias on the compressive modulus of I ≤ 10 mW/cm2 and I >
10 mW/cm2.
Concentration of the
Photoinitiator Irgacure2959
It
is found that the type of the photoinitiators was one of the sources
of heterogeneity. The photoinitiator used in most of the studies was
Irgacure2959, and it has been clearly shown in the literature[70] that the concentration of the photoinitiator
has an effect on the mechanical properties of GelMA. Therefore, we
analyzed the concentration of the photoinitiator Irgacure2959 as a
subgroup. There were 17 literatures which used Irgacure2959 as the
photoinitiator; herein, the units of Shirazi,[39] Serafim,[41] and Wang[57] could not be unified with others. Finally, 14 literatures
were divided into two groups: ρI ≥ 0.5% (w/v)
and ρI < 0.5% (w/v) (ρI is the
concentration of the photoinitiator Irgacure2959). The results are
shown in Figure , I2 = 75.3%, p = 0.04
< 0.05; there was high heterogeneity between the two groups, it
was close to the moderate extent heterogeneity (≤75%), and
the heterogeneity was statistically significant, so the concentration
of the photoinitiator Irgacure2959 was one of the sources of heterogeneity.
The funnel plot was asymmetric, showing that there was publication
bias on the compressive modulus of ρI ≥ 0.5%
(w/v) and ρI < 0.5% (w/v) (Figure ).
Figure 21
Forest
plot of subgroup
analysis of 14 literatures divided into the concentration of the photoinitiator
Irgacure2959 as ρI ≥ 0.5% (w/v) and ρI < 0.5% (w/v) (ρI is the concentration
of the photoinitiator Irgacure2959). In ρI ≥
0.5% (w/v), the results of the heterogeneity test were p < 0.00001, I2 = 99%, and the result
of test for overall effect was p < 0.00001. In
ρI < 0.5% (w/v), the results of the heterogeneity
test were p < 0.00001, I2 = 87%, and the result of test for overall effect was p = 0.01. Then, the results of test for subgroup differences
were p = 0.04, I2 = 75.3%
(α = 0.05).
Figure 22
Funnel plot of subgroup
analysis of 14
literatures divided into the concentration of the photoinitiator Irgacure2959
as ρI ≥ 0.5% (w/v) and ρI < 0.5% (w/v) (ρI is the concentration of the
photoinitiator Irgacure2959). The funnel plot was asymmetric, showing
that there was publication bias on the compressive modulus of ρI ≥ 0.5% (w/v) and ρI < 0.5% (w/v).
Forest
plot of subgroup
analysis of 14 literatures divided into the concentration of the photoinitiator
Irgacure2959 as ρI ≥ 0.5% (w/v) and ρI < 0.5% (w/v) (ρI is the concentration
of the photoinitiator Irgacure2959). In ρI ≥
0.5% (w/v), the results of the heterogeneity test were p < 0.00001, I2 = 99%, and the result
of test for overall effect was p < 0.00001. In
ρI < 0.5% (w/v), the results of the heterogeneity
test were p < 0.00001, I2 = 87%, and the result of test for overall effect was p = 0.01. Then, the results of test for subgroup differences
were p = 0.04, I2 = 75.3%
(α = 0.05).Funnel plot of subgroup
analysis of 14
literatures divided into the concentration of the photoinitiator Irgacure2959
as ρI ≥ 0.5% (w/v) and ρI < 0.5% (w/v) (ρI is the concentration of the
photoinitiator Irgacure2959). The funnel plot was asymmetric, showing
that there was publication bias on the compressive modulus of ρI ≥ 0.5% (w/v) and ρI < 0.5% (w/v).
Discussion
For the GelMA hydrogel,
the types and amounts of additives are the sources of heterogeneity
among studies. The mechanical properties of the GelMA hydrogel are
different due to the different types and doses of additives. The mechanical
properties of the GelMA hydrogel can be affected by changes in its
shape, even with the same additives, so a variety of double-network
and fibrous structures have emerged. As mentioned in Wang’s[57] article, incorporating NPs, CNTs, and graphene
oxide into the GelMA hydrogel, there was no significantly observed
increases in the compressive modulus; these NPs did not obviously
increase the mechanical stiffness of the hydrogel network because
they simply acted as physical fillers.[71,72] Nevertheless,
the chemical cross-linking of modified NPs to polymer chains can significantly
increase the stiffness.In addition, a large number of literatures
have shown that the differences of preparation methods in various
studies also lead to changes in mechanical properties, such as GelMA
concentration, photoinitiator concentration, MA concentration, cooling
rate, UV dose, temperature gradient, and so forth. These reasons were
manifested as excessive heterogeneity or become the main sources of
heterogeneity in the meta-analysis.In this paper, a systematic
and comprehensive analysis was conducted on whether the mechanical
properties of the GelMA hydrogel could be improved by adding additives.
This is of great significance for limited application of GelMA in
bone tissue engineering scaffold due to its poor mechanical properties.
It is also applicable to other applications that are limited by the
poor mechanical properties of GelMA. Comprehensive basis and consideration
are provided for others to select suitable additives to improve the
mechanical properties of the GelMA hydrogel. This paper listed the
selected additives of the articles included and also included the
type of photoinitiators used, the light exposure time, the light intensity,
the concentration of the photoinitiator Irgacure2959, and the concrete
values of the compressive modulus of the GelMA-based composites and
the pure GelMA hydrogel. These provide reference standard and inspiration
to create new composites. In this analysis, most of the data results
showed that there was publication bias on the compressive modulus
among the studies, indicating that the results were not consistent
and uniform, which was controversial and needs more research. Many
literatures were not included in this study because of the lack of
specific values of the compressive modulus or others, and the results
of this paper showed there was a certain publication bias, so this
paper needs to be improved with more articles and data in the future.
Conclusions
Meta-analysis was adopted to
evaluate the influence of additives
on the compressive modulus of GelMA-based composites. The results
showed that there was publication bias among the data from the 23
papers. After corresponding data processing, there was no publication
bias. The data were analyzed and combined to obtain the following
consequences: the concentration of GelMA was ≤5% (w/v), 5–10%
(w/v), and ≥10% (w/v) in the control group, and the additives
could improve the mechanical properties of GelMA. Through subgroup
analysis, it can be inferred that the GelMA hydrogel concentration
in the control group, the type of photoinitiators, the time of light
exposure, the intensity of light exposure, and the concentration of
the photoinitiator Irgacure2959 were all sources of heterogeneity.
Authors: Manish K Jaiswal; Janet R Xavier; James K Carrow; Prachi Desai; Daniel Alge; Akhilesh K Gaharwar Journal: ACS Nano Date: 2015-12-31 Impact factor: 15.881
Authors: Marco Costantini; Joanna Idaszek; Krisztina Szöke; Jakub Jaroszewicz; Mariella Dentini; Andrea Barbetta; Jan E Brinchmann; Wojciech Święszkowski Journal: Biofabrication Date: 2016-07-19 Impact factor: 9.954
Authors: Wouter Schuurman; Peter A Levett; Michiel W Pot; Paul René van Weeren; Wouter J A Dhert; Dietmar W Hutmacher; Ferry P W Melchels; Travis J Klein; Jos Malda Journal: Macromol Biosci Date: 2013-02-18 Impact factor: 4.979
Authors: Hairui Suo; Deming Zhang; Jun Yin; Jin Qian; Zi Liang Wu; Jianzhong Fu Journal: Mater Sci Eng C Mater Biol Appl Date: 2018-07-08 Impact factor: 7.328