1. Introduction
The objective of middle- and long-distance running is to enhance athletic performance. Traditionally, the critical factors believed to determine endurance performance have included maximum oxygen uptake (VO
2max), running economy (RE) and lactate threshold (LT [
1,
2]). However, in recent years, regular improvements in endurance performance have been observed without a proportional increase in VO
2max [
3] and weak correlations have been found between VO
2max and endurance performance in experienced athletes [
4]. Furthermore, modern endurance runners exhibit VO
2max and LT values similar to previously seen [
2,
5]. Therefore, the current approach uses RE, velocity at VO
2max (vVO
2max) and endurance-specific muscle power as key indicators of endurance performance [
5]. Similarly, Jones et al. [
6] note that individual factors like VO
2peak, the oxygen cost of running [
7], and lactate-related metrics lack significant correlations with marathon performance, combining these variables can predict marathon times effectively. Additionally, some authors argue that peripheral factors such as enhanced neuromuscular function, increases in motor neuron excitability and musculotendinous stiffness are crucial for sustaining high running speeds when a greater contribution of the anaerobic system is required, particularly in the final phases of the race or end-spurt [
2,
8,
9].
Therefore, adding strength training to the endurance training programs of middle- and long-distance runners —known as concurrent training [
10]— plays an essential role. When endurance athletes incorporate strength training, they can achieve several important adaptations as described in the literature [
3,
4,
11,
12,
13,
14,
15,
16]. These adaptations include reducing the required force for the same workload, resulting in energy conservation and delayed onset of fatigue. They include enhanced neuro-muscular function, characterized by improved motor unit recruitment and synchronization, activation frequency, intermuscular coordination, neural inhibition and rate coding. At the muscle-tendon level, there is a delayed activation of type IIa fibres due to the prolonged utilization of type I fibres. This may result in a potential transformation of fast-twitch fibres into intermediate fibres (IIa), an improved muscle stretch-shortening cycle, enhanced muscle-tendon stiffness and an increased cross-sectional area of the Achilles tendon [
17].
Furthermore, strength training increases muscle glycogen availability and augments anaerobic enzyme activity. These combined improvements can lead to enhanced performance across key indicators such as LT, RE [
3,
5], and particularly vVO
2max, an essential performance variable that combines VO
2max and running economy and allows the identification of aerobic differences among runners, which cannot be attained with VO
2max or RE alone [
18].
However, successfully combining strength and endurance represents one of the greatest challenges in training prescriptions for coaches due to its complexity [
10]. Indeed, strength and endurance events have traditionally been categorized as opposing activities when considering performance duration and energy metabolism [
19]. The potential endurance and strength adaptations obtained may be attenuated. This phenomenon is called interference or concurrent training effect [
3,
20]. Thus, it must be considered that while endurance training increases the capillary luminal diameter and number, increases mitochondrial density and decreases the muscle fibre size [
21], strength training generates the opposite effects [
19,
22].
Whereas there is support for the beneficial effects of incorporating strength training into endurance programs, there is also evidence of potential interference effects. Some studies have found that strength programs improved endurance athletes´ performance [
3,
23], whereas others have not [
24,
25,
26]. The discrepancies found between studies could be related to the following aspects: developing different types of strength, using different training methods [
11,
19,
27], athletes’ training history, modality of aerobic training, intervention duration [
28] and difficulties in transferring strength gains to running technique [
13,
29].
Thus, there is a lack of consensus on the types of strength training suitable for concurrent programs in endurance athletes. Maximum strength (MAX), explosive strength (EXP) or a combination of both (COMB) are commonly used in concurrent training protocols. Maximum strength refers to the highest force exerted during a single lift or an isometric contraction [
30] and explosive strength results from the relationship between the force produced and the needed time for its application [
31].
Some previous studies concluded that EXP could yield better results than maximum strength [
32], whereas other research reported the opposite [
33]. However, due to limited research, it was impossible to determine which type of strength enhances further endurance performance [
12]. Moreover, studies recommend combining MAX and EXP with endurance training for better results [
2,
34]. Therefore, further research is needed [
2,
5]. New research should include adequate training protocols and assessments, and the interventions should be longer than in the current publications [
5]. New studies could also be useful to clarify the effects of adding COMB training to endurance training [
2].
Furthermore, it is also necessary to conduct new systematic reviews since recent randomized controlled studies have not been included yet. Also, some systematic reviews included different sports despite the existing differences between activities such as cross-country skiing, cycling and running [
11]. Moreover, some reviews have exclusively focused on RE [
11,
35]. As a result, it is necessary to examine the effect of concurrent training programs on a comprehensive range of endurance performance variables and to compare the effect of adding MAX or EXP strength or COMB to endurance training. Thus, on the one hand, it could be expected that MAX training enhances endurance athletes´ performance by improving agonist-antagonist muscle coactivation [
36], intra- and intermuscular coordination and running technique. Additionally, MAX training may reduce the relative workload due to increased strength [
37,
38]. On the other hand, EXP could enhance endurance athletes' performance by improving motor unit synchronization, increasing muscle power and elastic return and improving muscle-tendon rigidity [
37,
39]. Finally, combining COMB training with endurance training protocols could benefit both regimens (MAX and EXP) and might be useful to promote a post-activation potentiation response [
40].
Therefore, this study aims to systematically review the literature and conduct a meta-analysis to determine the effect of MAX, EXP or COMB on various performance indicators of endurance runners. Specifically, we aimed to compare the effects of these three strength regimes on vertical jump (VJ), one-repetition maximum squat (1RM), peak velocity or peak running speed (PV), LT (measured in incremental test protocols), middle-distance time trial (TT), VO2max and RE. We hypothesized that concurrent training combining endurance and MAX, EXP or COMB strength training would improve specific performance variables of adult endurance runners compared to single-mode endurance training. We further hypothesized that concurrent training would not confer an advantage in improving VO2max. Finally, we hypothesized that adding COMB to resistance training would be more effective than adding only MAX or EXP.
2. Materials and Methods
A systematic review with meta-analysis was conducted following the PRISMA (Preferred Reporting Items for Systematic Reviews and Meta-Analyses) checklist and statement. The study was registered under code PSU IRB-2022-11-0134 at Prince Sultan University's Institutional Review Board.
The PICOS (Population, Intervention, Comparison, Outcomes, Study design) tool for quality systematic reviews was used to elaborate with rigour and accuracy the inclusion and exclusion criteria applied in the selection of the manuscripts finally included in the present study (
Table 1 [
41]).
For the screening process, the following electronic databases were searched: PubMed, SPORT Discus, Web of Science and Scopus. The period screened was until June 30, 2023.
The search process involved an examination of the title, abstract and full-text fields of the manuscripts. Each of these sections was evaluated according to predetermined inclusion and exclusion criteria. The search algorithm used in the previously mentioned databases was: (adult OR middle-aged OR college-aged) AND (concurrent OR concomitant OR combined OR added OR complex) AND (maximum strength OR explosive strength OR resistance OR plyometric OR reactive strength) AND (performance OR running OR function OR effect OR gain OR improvement OR adaptation OR indicator OR parameter OR variable OR response OR race OR running economy OR energy cost) AND (runner OR endurance athlete OR middle-distance OR long-distance) NOT (youth OR elderly OR adolescent OR patient OR disease OR syndrome OR injury OR sedentary OR obese OR supplementation OR animal).
The screening was limited to articles published in English or Spanish. The search and selection process of the articles was conducted by two of the main researchers of this study, using the double-blind method (PP-G and JS-I) Possible discrepancies between both researchers were solved consensually by another researcher (FHY). The flow diagram of the study selection is shown in
Figure 1.
Regarding the data collection process from the selected studies, the means and standard deviations before and after the implementation of the training protocols were recorded (pre- and post-test). This information was obtained directly from the tables provided in the articles. In those publications where the data were not available, the authors of the articles were contacted to request this information. When the authors did not respond, the GetData Graph Digitizer and Plot Digitizer programs obtained means and standard deviations. When the information was flagged or incomplete, it was not included in the meta-analysis. In the cases where more than one measurement of the same variable was provided, we chose the test with the highest validity and reliability index, according to the age and characteristics of the subjects in the present study.
The variables analyzed in the meta-analysis of the present study were seven: vertical jump (VJ), 1RM, RE, VO2max, TT, LT (measured in incremental test protocols) and PV.
The PEDro (Physiotherapy Evidence Database) scale was utilized to examine the internal validity, risk of bias and methodological quality of the studies selected for this research [
42]. Two investigators carried out this evaluation process independently, and once completed, the inter-rater reliability was calculated. The PEDro scale is composed of 11 dichotomous items. The first is not evaluable, whereas the remaining 10 are scored with 0 or 1. Therefore, the final result is between 0 and 10. A higher score indicates high methodological quality, and a lower score a risk of bias. PEDro scores were interpreted as follows: 0-3: poor quality, 4-5: fair quality, 6-8: good quality, 9-10: excellent quality [
43].
All analyses were performed using the Comprehensive Meta-Analysis software, version 2 (Biostat Inc., Englewood, United States). Hedges' g effect size (ES) —a variation of Cohen's d— was used to correct for sampling bias, considering the small sample size. The values of 0.2, 0.5, 0.8 or 1.2 for ES indicate small, medium, large or very large overall effects, respectively [
44]. ES values and their 95% confidence intervals [CI] were calculated using the mean from study groups and pre- and post-test trials, standard deviation and total sample size. Between-group comparisons were performed when the same variable (i.e., VO
2max, RE) was reported at least in two different studies for each group (CON, MAX, EXP or COMB). The heterogeneity was determined by examining the Q test and the I
2 value. The heterogeneity represents the percentage of variance due to between-study factors rather than sampling error. Therefore, it was calculated as I
2 [
45]. The heterogeneity (I
2) values of 25%, 50, and 75% were used for the small, medium and large levels [
46]. The fixed effects model was used when there was no significant heterogeneity between studies, and the random effects model was applied when significant heterogeneity was found [
47]. The significance level was set as p<0.05.
4. Discussion
Based on the results, MAX could be more effective than EXP and COMB in enhancing VJ. This may seem surprising as some of the EXP groups in the meta-analysis did not show significant improvements in VJ, despite performing deep or squat jumps [
49,
54]. However, evidence indicates that explosive strength training improves VJ [
55]. One possible explanation for the lack of VJ improvement in some EXP training studies is the forward movement in the explosive strength exercises (see
Table 3 [
53]). Moreover, concurrent training protocols might have attenuated the VJ improvements, as seen in previous studies [
56,
57]. VJ is a valuable indicator for monitoring neuromuscular interferences from concurrent training [
56]. Significant VJ improvements cannot occur in recreational [
49] and well-trained athletes [
53]. Furthermore, the effect size of VJ improvements in the meta-analysis in MAX groups was small and in EXP groups very small. This reinforces the notion of potential attenuation of adaptions due to concurrent training protocols [
58,
59]. Additionally, evidence suggests that concurrent training is more likely to attenuate power adaptations than MAX adaptations [
60].
As for COMB training, although the five studies in the meta-analysis reported significant improvements in VJ after performing COMB protocols [
2,
4,
20,
46,
54], the pooled effect in the meta-analysis showed no significant improvements. The reason for this discrepancy could be the small size of the improvements. It is plausible that COMB combined with endurance training might not be the most effective strategy to improve VJ since, while COMB can favour post-activation potentiation [
40], some studies also indicate that higher weekly concurrent training volume can lead to greater interference with VJ improvements [
1,
20,
33].
Based on the results, it was found that MAX training leads to greater improvements than COMB and EXP protocols in 1RM. These improvements are of great magnitude in both recreational and well-trained athletes. This large increase may be because middle- and long-distance runners do not habitually engage in strength training [63]. After all, they were concerned about developing two opposing fitness components, which could lead to interference effects and potentially deteriorate their performance [
54,
62]. COMB protocols have also proven effective in enhancing 1RM, but the effect size is smaller than MAX training. This could be attributed to the potential attenuation in maxi-mal strength adaptations when combining three training modalities (MAX, EXP and endurance). In the case of the EXP training protocols included in the present meta-analysis, no significant improvements in 1RM were observed when the study participants were highly trained subjects [
53]. This outcome was expected and reflected that experienced athletes may require heavy loads and specific training to enhance their maximal strength.
One of the primary goals of endurance runners when incorporating strength training is to enhance running economy (RE), as it is considered a better indicator of endurance performance than VO
2max [
4]. Nevertheless, based on the results, none of the three modalities (MAX, EXP, COMB) demonstrated superiority in improving RE. Accordingly, in one study by Barnes et al. [
37], MAX was more effective than COMB in improving RE, whereas in the research conducted by Berryman et al. [
34], EXP outperformed MAX. Also, the pooled effect was not statistically significant in the three cases (MAX, EXP and COMB). There are a couple of potential reasons for this. Firstly, the magnitude of the improvements in RE was relatively small; secondly, in some studies, significant improvements in RE were observed only at specific running speeds [
2]. Researchers such as Lum et al. consider that the absence of significant RE enhancements after EXP training could be attributed to the training methodology due to the reduced percentage of work applied in each stride in trained athletes [
30]. Regarding MAX and COMB training, the reasons for the absence of significant improvements in RE observed in some of the 20 studies analyzed remain unclear. Mikkola et al. propose that this might be linked to differences in the athletes´ training backgrounds [
1] and the limited improvements in explosive strength, which could hinder the efficient use of elastic energy in the stride.
As expected, the meta-analysis reflected the absence of significant improvements across groups. These results are consistent with the fact that in most of the 20 studies analyzed, no significant improvements were detected either after applying concurrent training protocols or with single-mode endurance training. Moreover, these results align with previous research showing limited enhancements in VO
2max with concurrent training in most cases [
3]. Thus, concurrent training may not confer a significant advantage in enhancing VO
2max compared with single-mode endurance training. Further, it is essential to consider that strength training can lead to undesired adaptations in middle- and long-distance runners, such as muscle hypertrophy and reductions in capillary diameter and number [
22]. Therefore, applying concurrent training to these athletes should avoid negatively impacting their VO
2max. At this point, it is worth noting that despite VO
2max being a key performance variable in endurance runners, its trainability is conditioned by genetic factors [
63]. Additionally, specific endurance training methods, like interval training, are essential for improving VO
2max [
64], and not all of the endurance protocols in the 20 studies included these methods consistently. Also, it is important to acknowledge that improvements in VO
2max are more likely to occur in individuals with lower levels of aerobic fitness [
65]. However, this statement only partially agrees with the current study´s result. Of the six studies carried out with recreational subjects, significant improvements in VO
2max were observed in three of them [
20,
46,
49].
Endurance runners aim to enhance their TT as a primary objective and achieve partial goals like improving LT, VO
2max and RE. According to the results of this study, COMB training may be more effective in improving TT than MAX and EXP training. The reason might be that combined MAX and EXP training favors the post-activation potentiation by improving the myosin regulatory light chains phosphorylation [
66]. Thus, it is possible that COMB training —which is a time-efficient training method [
2]— can be transferable more easily to running technique than EXP and MAX training. This aspect is relevant since transferring strength gains to the actual running performance is a significant challenge for endurance runners practising concurrent training. Currently, there is no clear evidence of this transfer. Researchers like Trowell et al. suggest that improvements in TT following MAX and COMB training could be attributed to exercises like squats, which enhance MAX and peak power, leading to a reduction in the force applied by the runner in each stride [
13]. This implies that TT improvements are related to gains in strength rather than improvements in VO
2max, which is consistent with the fact that, in most of the 20 studies analyzed, TT improved without a corresponding increase in VO
2max [
2,
34,
39,
50]. Finally, it is important to highlight that one of the studies included in the meta-analysis did not show a significant improvement in TT after MAX training. The reasons for this are unclear, but the absence of improvements in RE might be related to the lack of statistical significance in TT improvement [
26].
PV is a valuable performance indicator in endurance sports [
50]. It enables middle- and long-distance runners to sustain a constant velocity or execute technical actions with reduced force application [
2]. This variable relates RE and VO
2max in a single figure, offering insights into performance [
20]. The results of this investigation demonstrate the utility of all three training protocols (MAX, EXP, COMB) in enhancing PV. However, the meta-analysis findings reveal only modest improvements, notably smaller than the substantial gains observed in 1RM. This outcome difference may be because concurrent training may interfere more with anaerobic power-related adaptations than MAX adaptations, as observed in a recent study involving recreationally active males [
67]. Moreover, one of the 20 studies analyzed reported that MAX training was more effective than COMB in improving PV. This difference could be because MAX has a greater effect on improving muscle rigidity [
37].
Improving LT is one of the main objectives of endurance athletes due to its correlation with sports performance [
68]. However, based on the meta-analysis, LT improvements were small in size in this research. The reason could be that neither MAX nor EXP significantly enhances anaerobic enzymes´ functioning and muscle’s buffering capacity [
69,
70]. Interestingly, MAX training showed improvements in all three studies where it was assessed, whereas EXP training resulted in improvements in only one out of three studies. Consequently, MAX may be more effective than EXP in enhancing LT. Concerning the impact of COMB training on LT, while COMB protocols were included in five of the 20 studies chosen for the meta-analysis, none specifically evaluated LT. Therefore, further research is needed to investigate the effect of COMB training on LT and compare it with the effects of MAX and EXP training.
Additionally, it is important to recognize that one of the primary reasons for implementing concurrent training programs in endurance runners is the role of striated skeletal muscles in managing and eliminating lactic acid [
71]. Therefore, based on the findings of this study, focusing on muscular endurance, as opposed to MAX and EXP training, might be a more suitable approach to achieve this physiological objective in middle- and long-distance runners due to its greater specificity regarding lactate concentration, training exercises performed and metabolic pathway used [
72,
73].
Concurrent training seems more effective than single-mode endurance training for enhancing endurance performance in middle- and long-distance runners. MAX training is more useful than EXP and COMB training in achieving specific objectives. These objectives include increasing maximum and explosive lower body strength and improving LT and PV. These findings are consistent with prior research [
1,
33,
37] and can be attributed to the benefits of MAX training. MAX training improves the recruitment and synchronization of motor units, increases firing frequency, enhances tendon stiffness and enlarges the cross-sectional area of the Achilles tendon. This enlargement improves force distribution in the tendon, reducing both tendon stress and energy expenditure during submaximal speeds [
17]. Consequently, these adaptations may reduce athletes' force in each stride [
4,
74].
The meta-analysis findings also suggest that COMB training may be more effective in improving TT, a critical variable for endurance athletes, given its relevance in real performance scenarios. However, this circumstance is likely to occur only in more highly trained athletes [
2,
75] as excessive strength training volume can potentially hinder adaptations in recreational athletes [
1,
20]. In trained athletes, due to the law of diminishing returns [
65], that is, their lower margin to attain improvements, higher workloads are required to obtain adaptations [
76].
The study results also reveal that, except for 1RM, the pooled effect of the improvements obtained for most performance variables is small. This finding aligns with the research conducted by Blagove et al. [
11]. It underscores the importance of incorporating strength training into the regimen of middle- and long-distance runners, and carefully designing training periodization to prevent interferences between strength and endurance adaptations [
77]. Furthermore, it is essential to create strength training protocols that are more specific to enhance the transfer of strength gains to running performance [
19]. The overall findings of this study only partially align with the conclusions drawn by Beattie et al. [
5]. These authors concluded that middle- and long-distance runners with lower strength levels should engage in general strength training. In contrast, athletes with higher strength levels should focus on explosive strength training. However, the present study found that MAX is beneficial not only for recreational athletes, but also for trained athletes in improving VJ, 1RM, PV and LT. The reason could be that experienced athletes may need to enhance their intramuscular coordination to reduce the relative force applied while running, which requires maximum strength training with higher loads. In contrast, explosive strength training often involves bodyweight exercises or lower loads (see
Table 3), which may yield different strength adaptations.
The study findings indicate that COMB training might be more effective for enhancing TT, whereas MAX training shows superiority in improving 1RM, VJ, PV and LT. However, considering the study's limitations, it's important to interpret these results cautiously. Whereas the quality of 19 of the 20 included studies is good (and fair in the remaining one), this research has limitations. The screening was conducted in two languages, which can be seen as a strength. However, it also represents a limitation since articles published in languages other than Spanish or English were not considered. Some studies have small sample sizes. The training protocols designed to improve the same performance capacity vary slightly among studies. The duration of the interventions also differs between studies. Likewise, several studies did not measure specific performance variables (i.e., LT, TT, PV). Therefore, future randomized controlled studies are required to address these aspects. Thus, more accurate conclusions can be drawn.
Figure 1.
Flowchart of the study search, identification, screening, selection and inclusion.
Figure 1.
Flowchart of the study search, identification, screening, selection and inclusion.
Figure 2.
Forest plot comparison between MAX vs. CON and EXP vs. CON groups. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 2.
Forest plot comparison between MAX vs. CON and EXP vs. CON groups. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 3.
Forest plot comparison between COMB vs. CON and MAX vs. EXP groups. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 3.
Forest plot comparison between COMB vs. CON and MAX vs. EXP groups. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 4.
Forest plot comparison between MAX vs. COMB groups. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 4.
Forest plot comparison between MAX vs. COMB groups. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 5.
Forest plot comparison between MAX vs. CON and EXP vs. CON groups. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 5.
Forest plot comparison between MAX vs. CON and EXP vs. CON groups. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 6.
Forest plot comparison between COMB vs. CON and MAX vs. EXP groups in the pre- and post-measurements in 1RM. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 6.
Forest plot comparison between COMB vs. CON and MAX vs. EXP groups in the pre- and post-measurements in 1RM. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 7.
Forest plot comparison between MAX vs. COMB groups in the pre- and post-measurements in 1RM. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 7.
Forest plot comparison between MAX vs. COMB groups in the pre- and post-measurements in 1RM. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 8.
Forest plot comparison between MAX vs. CON and EXP vs. CON groups in the pre- and post-measurements in running economy. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 8.
Forest plot comparison between MAX vs. CON and EXP vs. CON groups in the pre- and post-measurements in running economy. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 9.
Forest plot comparison between MAX vs. CON and COMB vs. CON groups in the pre- and post-measurements in running economy mL/kg/min. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 9.
Forest plot comparison between MAX vs. CON and COMB vs. CON groups in the pre- and post-measurements in running economy mL/kg/min. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 10.
Forest plot comparison between MAX-EXP, and MAX vs. COMB groups in the pre- and post-measurements in running economy mL/kg/min. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 10.
Forest plot comparison between MAX-EXP, and MAX vs. COMB groups in the pre- and post-measurements in running economy mL/kg/min. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 11.
Forest plot comparison between MAX vs. CON and EXP vs. CON groups in the pre- and post-measurements in VO2max. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 11.
Forest plot comparison between MAX vs. CON and EXP vs. CON groups in the pre- and post-measurements in VO2max. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 12.
Forest plot comparison between COMB vs. CON and MAX vs. EXP groups in the pre- and post-measurements in VO2max. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 12.
Forest plot comparison between COMB vs. CON and MAX vs. EXP groups in the pre- and post-measurements in VO2max. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 13.
Forest plot comparison between MAX vs. COMB groups in the pre- and post-measurements in VO2max. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 13.
Forest plot comparison between MAX vs. COMB groups in the pre- and post-measurements in VO2max. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 14.
Forest plot comparison between MAX vs. CON and EXP vs. CON groups in the pre- and post-measurements in TT. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 14.
Forest plot comparison between MAX vs. CON and EXP vs. CON groups in the pre- and post-measurements in TT. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 15.
Forest plot comparison between COMB vs. CON groups in the pre- and post-measurements in TT. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 15.
Forest plot comparison between COMB vs. CON groups in the pre- and post-measurements in TT. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 16.
Forest plot comparison between MAX vs. CON and EXP vs. CON groups in the pre- and post-measurements in PV. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 16.
Forest plot comparison between MAX vs. CON and EXP vs. CON groups in the pre- and post-measurements in PV. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 17.
Forest plot comparison between COMB vs. CON and MAX vs. EXP groups in the pre- and post-measurements in PV. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 17.
Forest plot comparison between COMB vs. CON and MAX vs. EXP groups in the pre- and post-measurements in PV. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 18.
Forest plot comparison between MAX vs. COMB groups in the pre- and post-measurements in PV. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 18.
Forest plot comparison between MAX vs. COMB groups in the pre- and post-measurements in PV. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 19.
Forest plot comparison between MAX vs. CON and EXP vs. CON groups in the pre- and post-measurements in LT. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Figure 19.
Forest plot comparison between MAX vs. CON and EXP vs. CON groups in the pre- and post-measurements in LT. Data are reported as Hedges' g with effect sizes (ES) and 95% confidence interval (CI). The diamond at the bottom shows the overall effect. The drawn squares show their 95% CI for ES and whiskers for ES; T0: pre-test; T1: post-test.
Table 1.
PICOS strategy for the inclusion and exclusion criteria.
Table 1.
PICOS strategy for the inclusion and exclusion criteria.
Category |
Inclusion criteria |
Exclusion criteria |
Population |
Recreational and professional endurance runners of both sexes aged between 18 and 45. |
Recreational or professional athletes under the age of 18 or above 45. Non-runners. Individuals suffering from injuries or medical conditions. |
Intervention |
Concurrent strength training (MAX, EXP, or COMB) combined with endurance training. Training protocols of at least five weeks. |
Concurrent training protocols or cohorts that underwent muscular endurance, body weight, or isometric training sessions. Strength interventions performed using electrical muscle stimulation or vibratory plates. Training protocols of less than five weeks. |
Comparison |
Research involving a minimum of two groups, either one experimental and one control group, or two experimental groups. |
Absence of a minimum of two groups, either one experimental and one control group, or two experimental groups. Studies where different experimental groups perform the same concurrent training at different times or days. Studies using ergogenic aids. |
Outcomes |
Studies wherein at least one performance parameter (i.e., VO2max, running economy, lactate threshold) was reported. |
Studies that did not report any performance parameter, and it was not possible to obtain such data after contacting their authors. |
Study design |
Randomized and nonrandomized controlled studies. |
Cross-sectional studies. Interventions published in sources classified as grey literature, such as reports, conference proceedings not subjected to peer review, or publications not issued by commercial publishers. |
Table 2.
Descriptive characteristics of the subjects and the studies included in the present research.
Table 2.
Descriptive characteristics of the subjects and the studies included in the present research.
Authors |
n |
Age (years) |
Level |
Intervention |
Randomized |
Duration (weeks) |
PEDro score |
Johnston et al. (1997) |
12F |
30.30 |
Endurance runners |
I: MAX+END CON: END |
Yes |
10 |
6 |
Støren et al. (2008) [29] |
17(9M,8F) |
29.18 |
Well-trained endurance runners |
I: MAX+END CON: END |
Yes |
8 |
6 |
Ferrauti et al. (2010) |
22(16M,6F) |
40 |
Recreational runners |
I: MAX+END CON: END |
Yes |
8 |
6 |
Damasceno et al. (2015) |
19M |
33.50 |
Recreational endurance runners |
I: MAX+END CON: END |
Yes |
8 |
6 |
Vikmoen et al. (2016) |
19F |
32.93 |
Well-training endurance athletes |
I: MAX+END CON: END |
Yes |
11 |
6 |
Li et al. (2019) |
28M |
20.71 |
Well-trained endurance runners |
I1: MAX+END I2:COMB+END CON: END |
Yes |
8 |
6 |
Paavolainen et al. (1999) |
18M |
23.44 |
Elite cross-country runners |
I: EXP+END CON: END |
Yes |
9 |
6 |
Spurrs et al. (2003) |
17M |
25 |
Endurance runners |
I: EXP+END CON: END |
Yes |
6 |
6 |
Saunders et al. (2006) |
15M |
24.20 |
Highly-trained endurance runners |
I: EXP+END CON: END |
Yes |
9 |
6 |
Ramírez-Campillo et al. (2014) |
36(22M,14F) |
22.10 |
Highly competitive endurance runners |
I: EXP+END CON: END |
Yes |
6 |
6 |
Pellegrino et al. (2016) |
22(14M,8F) |
33.35 |
Experienced endurance runners |
I: EXP+END CON: END |
Yes |
6 |
6 |
Berryman et al. (2010) |
28M |
29.85 |
Moderately to well-trained endurance runners |
I1:EXP+END I2:MAX+END CON: END |
Yes |
8 |
6 |
Taipale et al. (2010) |
28M |
35.37 |
Recreational endurance runners |
I1:EXP+END I2:MAX +END |
Yes |
8 |
6 |
Mikkola et al. (2011) |
27M |
35.55 |
Recreational endurance runners |
I1:EXP+END I2:MAX +END |
Yes |
8 |
6 |
Barnes et al. (2013) |
42(23M,19F) |
19.72 |
Cross-country runners |
I1: MAX+END I2: COMB+END |
Yes |
10 |
6 |
Taipale et al. (2013) |
30M |
34.57 |
Recreational endurance runners |
I1: MAX+END I2: EXP+END I3: COMB+END CON: END |
Yes |
8 |
6 |
Lum et al. (2022) |
26(18M,8F) |
26 |
Endurance runners |
I1:EXP+END CON: END |
Yes |
6 |
6 |
Sedano et al. (2013) |
18M |
23.70 |
Well-training runners |
I1:COMB+END CON: END |
Yes |
12 |
6 |
Taipale at al. (2014) |
34(16M,18F) |
32.14 |
Recreational endurance runners |
I: COMB+END CON: END |
Yes |
8 |
6 |
Beattie et al. (2017) |
20M |
28.55 |
Competitive distance runners |
I: COMB+END CON: END |
No |
40 |
5 |
Table 3.
Study characteristics and training programs undergone by the different experimental groups.
Table 3.
Study characteristics and training programs undergone by the different experimental groups.
Study |
Duration// Frequency |
Training parameters |
Exercises |
Johnston et al. (1997) |
10 weeks// ST:3/wk; E:4-5/wk |
ST: (MAXG) 2x20/2´ (bent-leg heel raise); 2x12/2´ (straight-leg heel raise); 2x15/2´ (sit-up, abdominal curl); 3x8/2´ (Leg extension, leg curl, seated row, lat pulldown; 3x6/2´ (squat, lunge, bench press, seated press, hammer curl) ET:20-30km/week at steady pace |
Squat, knee flexion, knee extension, seated press, lat pulldown, hummer curl, sit-up, lunge, heel raise, bench press |
Støren et al. (2008) |
8 weeks// ST:3/wk |
ST: (MAXG) 4x4RM/3´ ET: Continue with their normal endurance training (60-95%HRmax) |
Half-squat |
Ferrauti et al. (2010) |
8 weeks// ST:2/wk |
ST: (MAXG) 4x3-5RM/3´ (leg press, leg extension, leg curl, ankle extension, hip extension); 3x20-25RM/90´´ (bench press, lateral flexion, trunk flexion, trunk extension, trunk rotation, reverse fly). ET: 240(121) min/wk |
Leg press, leg extension, leg curl, hip extension, ankle extension, reverse fly bench press, trunk flexion, trunk extension, lateral flexion, trunk rotation |
Damasceno et al. (2015) |
8 weeks// ST:2/wk |
ST: (MAXG) Wks 1–2: 3x8–10RM/3´; wks 3–4: 3x6–8 RM/3´; wks 5–6: 3x4–6 RM/3´; wks 7–8: 2x3–5 RM/3´ ET: Maintained their endurance training program on different days than ST |
Half-squat, leg-press, plantar flexion, and knee extension |
Vikmoen et al. (2016) |
11 weeks// ST:3/wk; ET: 6/wk
|
ST: (MAXG) Wks 1–3: 3x10RM and 6RM; wks 4–6: 3x8RM and 5RM; wks 7–11: 3x6RM and 4RM ET: Weekly training: 1:3.7(1.6) h at 60%-82% HRmax; 1.1(0.5) h at 83%-87%, 3:0.8(0.5) h; 88%-100% of maximal HR |
Half squat, leg press, standing one-legged hip flexion, ankle plantar flexion |
Li et al. (2019) |
8 weeks// ST:3/wk |
ST: MAXG: 5x5(80-85%1RM)/3´; COMBG: 3x5(80-85%1RM)/4´ (Back squat, Bulgarian squat, Romanian deadlift); 3x6/4’ (drop jump, single leg hop, double leg hurdle hop) ET: Continuous training (70-85%HRmax), and interval training (90-95% HRmax). Total distance: 77.25(2.33) km/wk |
MAXG: Back squat, Bulgarian squat, Romanian deadlift COMBG: Back squat, drop jump, Bulgarian squat, single leg hop, Romanian deadlift, double leg hurdle hop |
Paavolainen et al. (1999) |
9 weeks |
ST: (EXPG) Alternative jumps, bilateral countermovement, drop and hurdle jumps, and 1-legged 5-jump, leg-press, leg extension, leg curl without additional weight or with the barbell on the shoulders. Leg-press, leg extension, leg curl: 5-20reps(0-40%1RM) ET: 30-120´ at <84%HRmax
|
Alternative jumps, bilateral countermovement, drop and hurdle jumps, and 1-legged 5-jump, leg-press, leg extension, leg curl |
Spurrs et al. (2003) |
6 weeks// ST:2/wk the first 3 wks, and 3/wk the last 3 wks |
ST: (EXPG) 2x10 (Squat jump); 2x10-12 (split scissor jump); 2-3x10-12 (double leg bound); 2-3x10-15 (alternate leg bound, single leg forward hop); 2-3x6-10 (depth jump); 2-3x10 (double leg hurdle jump, single leg hurdle hop) ET: 60-80km/wk |
Squat jump, split scissor jump, double leg bound, alternate leg bound, single leg forward hop, depth jump, double leg hurdle jump, single leg hurdle hop |
Saunders et al. (2006) |
9 weeks// ST:3/wk |
ST: (EXPG) 1-2x15 (back extension); 2-5x6-8 (leg press); 1-3x6 (countermovement jumps); 1-3x20 (knee lifts); 1-3x10 (ankle jumps); 1-3x10 (hamstring curls); 4-6x10m (alternate-leg bounds); 1-5x20-30m (skip for height); 1-4x20 (single-leg ankle jumps); 5x5 (continuous hurdle jumps); 5x8 (scissor jumps for height) ET: 107(43) km/wk including continuous training and interval training |
Back extension, leg press, countermovement jumps, knee lifts, ankle jumps, hamstring curls, alternate-leg bounds, skip for height, single-leg ankle jumps, continuous hurdle jumps, scissor jumps for height |
Ramírez-Campillo et al. (2014) |
6 weeks// ST:2/wk |
ST: (EXPG) 2x10/2´ from a 20cm box; 2x10/2´ from a 40cm box; 2x10/2´ from a 60 cm box ET: 67.2(18.9) km/wk |
Bounce drop jumps |
Pellegrino et al. (2016) |
6 weeks// ST:15sessions/6wks |
ST: (EXPG) 60-228 jumps/session |
Deep and box jumps |
Berryman et al. (2010) |
8 weeks// ST:1/wk; ET:3/wk |
ST: MAXG: 3x8/3´; EXPG: Drop jumps from 20, 40, or 60 cm boxes ET: Session 1: 10-6x200-800m at 96-105% of peak treadmill speed; session: 6-1x5-30min at 70-80% of peak treadmill speed; session 3: 30-60min at 70% peak treadmill speed |
MAXG: Concentric half-squat; EXPG: drop jumps |
Taipale et al. (2010) |
8 weeks// ST:2/wk; ET: in non-strength training days |
ST: MAXG: 3x4-6 (80-85%1RM) (squat and leg press) and 2x12-15 (50-60%1RM) (calf exercise); EXPG group: 3x6 (30-40%1RM) (explosive squats and leg press); 2-3x10 (20kg) (scissor jump); 2-3x5 (maximal individual squat jumps); 2-3x5 (20kg between wks 4-8) (maximal squat jumps) ET: Wks 0-4: 20(5)-26(4.6) km/wk; wks 4-8: 29.8(7.8)-38.3(4.8) km/wk |
MAXG: squat, leg press, calf exercise; EXPG: explosive squats, scissor jump, maximal individual squat jumps, maximal squat jumps |
Mikkola et al. (2011) |
8 weeks// ST:2/wk |
ST: MAXG: Wks 1-4: 3x6/2-3´; wks 5-8: 3x4/2-3´. EXPG group: 3x6/2-3´ (squat and leg press); 2x5/2-3´ (squat jumps (singles and non-stop)); 2x10/2-3´ (scissor jumps) ET: Most of the endurance training (>95%) was of low intensity and was performed below the lactate aerobic threshold |
MAXG: Squat and leg press; EXPG: squat, leg press, squat jumps (singles and non-stop), scissor jumps |
Barnes et al. (2013) |
10 weeks// ST:1-2/wk; ET: 6/wk |
ST: MAXG: 2-4x6-20; COMBG: 1-4x6-20 |
MAXG: Back squat, calf raise, dumb bell military press, glute/hamstring raise, lateral pull down, box step-up, dead lift, calf raise, dumb bell incline bench press, resisted monster walk, pull-up, Bulgarian split squat. COMBG: Same exercises as MAXG plus: forward hop, countermovement jump, alternate leg bound, tuck jump, box jump, side shuffle, scissor jump |
Taipale et al. (2013) |
8 weeks// ST:1-2/wk; ET: On non-strength training days |
ST: MAXG: 3x4–6(80–85%1RM)/2´ (squat and leg press); 2x12–15(50–60%1RM)/2´ (calf exercise); 3x20-30(body weight)/2´ (Sit-ups, back-extension); EXP+END: 3x6(30-40%1RM)/2´ (squat and leg press); 2–3x10sec (20kg) (scissor jump); 2-3x5 (body weight)/2´ (maximal squat jump); 3x20-30 (body weight)/2´ (Sit-ups, back-extension); COMBG: wks 0-4: 2x6RM/2´ (squat and leg press); wks 4-8: 3x4RM/2´ (squat/leg press); 2-3x8-10/2´ (box jumps, vertical jumps); 3x20-30 (body weight)/2´ (Sit-ups, back-extension) ET: 5:38(0:56) h per week below lactate threshold |
MAXG: Squat, leg press, calf exercise, sit-ups, back-extension. EXPG: Leg press, scissor jump, maximal squat jump, single body weight, maximal squat jump, sit-ups, back-extension. COMBG: Squat and leg press, box jumps, vertical jumps, sit-ups, back-extension |
Lum et al. (2022) |
6 weeks// ST:2/wk |
ST (EXPG): 2-4x5/3´
|
Depth jump, single leg bounding, side split jump |
Sedano et al. (2013) |
12 weeks// ST: 2/wk; ET: 6/wk |
ST (COMBG): 3x7 reps (70 %1RM) + 10 reps/5´ ET: cross-country or road running (0.5-1.5h), fartlek (0.5-1.5h), and interval training. |
Barbell squat + Vertical jumps over hurdles (40 cm); Lying leg curl + Horizontal jumps; Seated calf raises + Vertical jumps over hurdles (40cm); leg extension + horizontal jumps |
Taipale at al. (2014) |
8 weeks// ST:1-2/wk; ET:2-4/wk |
ST (COMBG): Wks 1-4: 2x6RM/3´ (squat and leg press); 2X8/2-3´ (box jumps, vertical jumps), 3x20-30/2´ (sit-ups and back extension). Wks 5-8: 2x4RM/3´ (squat and leg press); 2X10/2-3´ (box jumps, vertical jumps), 3x20-30/2´ (sit-ups and back extension) ET: M: 18(11) km/wk; F: 23(13) km/wk |
Squat, leg press, box jumps, vertical jumps, sit-ups, back extension |
Beattie et al. (2017) |
40 weeks// ST:2/wk |
ST (COMBG): Wks 1-12: 2-3x3-6 (pogo jumps); 2-3x3-8 (back squat); 2-3x6-12 (romanian deadlift); 1-3x6-12 (split squat). Wks 13-20: 3x5-6 (drop jump); 2-3x3-8 (back squat); 1-3x5-12 (romanian deadlift); 1-3x5-10 (split squat). Wks 21-32: 1-5x4-5 (drop jump); 1-3x3 (jump squat); 1-3x3-5 (back squat); 1-3x5-8 (single leg Romanian deadlift); 1x8 (single leg squat). Wks 33-40: 1-3x4-5 (drop jump); 1-3x3 (jump squat); 1-3x3-5 (back squat); 1-3x5-8 (single leg Romanian deadlift); 1x8 (single leg squat) |
Pogo jumps, back squat, Romanian deadlift, split squat, drop jump, countermovement jump, reverse lunge, skater squat, jump squat, |