Research article - (2025)24, 475 - 484 DOI: https://doi.org/10.52082/jssm.2025.475 |
Effects of Different Training Load Parameters on Physical Performance Adaptation in Soccer Players: How Complex Intensities Influence The Magnitude of Adaptations |
ZhiFeng Xiong![]() |
Key words: Effort, sports training, football, training load, physical fitness |
Key Points |
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Study design and context |
This study employed a 12-week cohort design to investigate the physical fitness and training load of two amateur, regional-level under-17 football teams. This approach allowed for the observation of adaptation processes in an ecological environment, which would be difficult to control in an experimental setting with different training methodologies in a sports performance scenario. Data collection occurred at two distinct time points: baseline, coinciding with the beginning of the pre-season phase, and after 12 weeks, representing the early season. Physical fitness assessments were conducted at both time points to evaluate changes over the intervention period. Throughout the 12-week cohort, all training sessions and matches were monitored to quantify internal load, using both heart rate (HR)-derived measures and the rate of perceived exertion (RPE), and external load, captured via global positioning system (GPS) technology. The selection of these two teams was based on convenience sampling, determined by their accessibility and willingness to participate in the research protocol within the given timeframe. For this descriptive study, researchers had no direct involvement in the teams' training plans. Instead, the evolution of the players' physical fitness, as well as their training and match loads, were monitored throughout the 12-week period. |
Participants |
An a priori sample size estimation was conducted using G*Power software (Version 3.1; Universität Düsseldorf, Germany) to determine the minimum required sample size for this correlational study. The analysis was performed to ensure adequate statistical power to detect a significant relationship between training load variables and magnitude of adaptations in physical fitness. The statistical test was specified as Correlation: Bivariate normal model. An 'a priori' power analysis was selected to compute the necessary sample size. For this analysis, we specified a two-tailed test, given the absence of a directional hypothesis regarding the relationship between the variables. A significance level (α) of 0.05 was adopted. Based on magnitude of correlation found in a previous study (Gil-Rey et al., Participants were eligible for inclusion in the study if they were male soccer players aged 16 to 17 years, had a minimum of three years of playing experience, were present during all assessment sessions, being outfield players, and did not miss more than 10% of training sessions during the observational period. Potential participants were excluded if they had experienced any musculoskeletal injuries within the three months prior to the study that could limit their ability to participate in physical fitness testing or training/match monitoring and if they were goalkeepers. Two under-17 soccer teams from a regional amateur league were recruited using convenience sampling. Team coaches were first contacted and provided with detailed information about the study’s purpose, procedures, and potential risks and benefits. After obtaining consent from the coaches, informational meetings were held with the players and their parents or guardians to further explain the study. Written informed consent was obtained from the parents or guardians, and assent was obtained from the players prior to participation in any study-related activities. The study adhered to the ethical guidelines outlined in the Declaration of Helsinki and was approved by the Geely University of China Ethics Committee under approval code NO.20250220. After recruitment, 41 male under-17 soccer players (age: 16.4 ± 0.5 years; playing experience: 4.2 ± 1.1 years; body mass: 59.4 ± 2.9 kg; height: 171.7 ± 3.7 cm) voluntarily participated in this study. They followed a regular training schedule consisting of four sessions per week, each lasting approximately 100 minutes. All participants competed at the regional level and were involved in the same competitive tier. |
Procedures |
At baseline and after 12 weeks, players were evaluated on a single day during the first training session of the week, following 48 hours of rest. Assessments took place in the afternoon, around 4:00 p.m., beginning in a climate-controlled room and continuing on a synthetic turf field. The evaluation session began with anthropometric measurements, followed by a general and standardized warm-up based on the FIFA 11+ protocol. Players then completed a consistent sequence of physical performance tests, starting with the countermovement jump (CMJ), followed by a 30-meter sprint test. Next, participants performed the Repeated Sprint ability test (RSA), and finally, the Yo-Yo Intermittent Recovery Test Level 1 (YYIRT1). A 5-minute rest period was provided between each test. Environmental conditions during the field-based assessments were 24.2 ± 1.7°C with 57.2 ± 3.1% relative humidity. Throughout all training sessions and matches between the two evaluations, players were monitored using heart rate monitors, the rating of perceived exertion (RPE) scale, and GPS technology. Training sessions were regularly held on Mondays, Tuesdays, Thursdays, and Fridays. Mondays were dedicated to recovery and tactical/technical drills, while Tuesdays focused more on strength and plyometric training, often incorporating small-sided games. On Thursdays, the emphasis was on cardiorespiratory conditioning and endurance, followed by specific analytical drills and a friendly match. Fridays were designed to reduce training volume while maintaining intensity through speed and velocity-focused analytical drills. While HR and GPS data were monitored throughout the entire session, the RPE was assessed approximately 20 minutes after the session ended. |
Outcomes and measures Countermovement jump (CMJ) |
Lower body power was assessed using the countermovement jump (CMJ) test. Participants performed the CMJ on a stable surface, and jump height was measured using the MyJump 2 app which was found to be valid and reliable to measure vertical jump height in comparison to photoelectric cell system (Bogataj et al., |
30-m sprint performance |
Sprint performance was assessed using the 30-meter sprint test. Participants started from a standing position with their preferred front foot placed at the starting line. Sprint time was measured using the Photo Finish mobile application (Marco-Contreras et al., |
Repeated sprint ability (RSA) |
The ability to perform repeated sprints (RSA) was evaluated using a protocol of 6 shuttle sprints over 40 meters (20 meters out and 20 meters back), with 20 seconds of passive recovery between each sprint (Rampinini et al., |
The Yo-Yo Intermittent recovery test level 1 (YYIRT) |
The Yo-Yo Intermittent Recovery Test Level 1 (YYIR1) was used to assess aerobic endurance and the capacity for intermittent exercise. The test involved repeated 2 x 20-meter shuttle runs. Participants began running at 10 km/h, and the pace was increased by 0.5 km/h for each subsequent level, guided by audio signals. A 10-second active recovery period separated each shuttle. The test continued until participants failed to maintain the required pace on two consecutive occasions. The total distance covered before failure, measured in meters, was the primary outcome, reflecting the participant's ability to perform high-intensity intermittent exercise. |
Rating of Perceived Exertion (RPE) |
Rate of Perceived Exertion (RPE) was used to quantify the participants' subjective experience of exercise intensity. The CR-10 Borg scale was employed, a numerical scale ranging from 0 to 10, where 0 represents "rest" and 10 represents "maximal exertion" (Borg, |
Heart rate measures (HR) |
Heart rate was monitored continuously during all training sessions and matches using Polar Bluetooth heart rate sensors (Polar Electro Oy, Finland). Data was recorded at 1 Hz. Maximal heart rate (HRmax) for each participant was determined from the Yo-Yo Intermittent Recovery Test Level 1 (YYIR1). The primary measure derived from the heart rate data was the Edwards's Training Impulse (Edwards's TRIMP) calculated using Edwards's formula, with HRmax as a personal constant. Edwards's TRIMP was calculated as: TRIMP = Σ (HR zone points x duration in zone), where: HR zone points are assigned as follows: Zone 1: 50-59% HRmax (1 point); Zone 2: 60-69% HRmax (2 points); Zone 3: 70-79% HRmax (3 points); Zone 4: 80-89% HRmax (4 points); and Zone 5: 90-100% HRmax (5 points). Duration in zone is the time in minutes spent in each heart rate zone. The TRIMP score is the sum of the products of heart rate zone points and the duration in that zone for the entire training session or match. |
Global Positioning System (GPS) |
Players' movement demands were monitored using the Polar Team Pro GPS system (Polar Electro Oy, Finland). Each player wore a GPS sensor, positioned in a vest, during all training sessions and matches. The Polar Team Pro system has verified acceptable validity and reliability in tracking distance and speed in team sports (Akyildiz et al., |
Quantitative variables |
For each participant, the accumulated training load over the 12-week intervention period was calculated for session-RPE, Edwards’ TRIMP, total distance, high-speed running (HSR), and very high-speed running (VHSR) by summing the values of each parameter across all training sessions and matches. Changes in physical fitness were assessed by calculating delta values (post-intervention score minus pre-intervention score) for each fitness test (CMJ, 30-m sprint, YYIR1, and RSA), representing the magnitude of change in each outcome. The relationship between accumulated training load and changes in physical fitness was then analyzed to explore how the training load parameters were associated with the delta values of each fitness test. |
Statistical procedures |
The relationship between accumulated training load and changes in physical fitness was explored using multilinear regression. Players with missing heart rate or GPS data for specific training sessions were excluded from the calculation of accumulated training load for those sessions. Only complete data were used to compute training load parameters to ensure the accuracy of the regression models. Consequently, players with insufficient data across the observation period were excluded from analyses involving changes in physical fitness to maintain consistency and reliability of the results. Prior to the analysis, assumptions of linearity, independence of errors (using the Durbin-Watson statistic), homoscedasticity (using residual plots), and normality of errors (using histograms, Q-Q plots, and the Shapiro-Wilk test) were checked. Multicollinearity was assessed using the variance inflation factor (VIF), with values greater than 5 or 10 indicating high multicollinearity. For each fitness outcome, a separate multilinear regression model was performed, with the delta value as the dependent variable and the accumulated training load parameters as the independent variables. The models were run using SPSS statistical software (version 28.0, IBM, USA) with the significance level set at p < 0.05. The coefficient of determination (R2), adjusted R2, F-statistic, and t-tests were used to evaluate the models. In case of multicollinearity, highly correlated independent variables were removed or combined. For significant predictors, effect sizes were calculated using partial eta squared (ηp2) and interpreted as small (ηp2 = 0.01), medium (ηp2 = 0.06), or large (ηp2 = 0.14). To assess changes in physical fitness outcomes over the 12-week observation period, paired-samples t-tests were conducted comparing pre- and post-intervention measurements for each variable. The magnitude of any observed changes was evaluated using Cohen's d to determine the standardized effect size. The magnitude of differences for Cohen’s d was interpreted as follows: values around 0.2 indicate a small effect, 0.5 a medium effect, and 0.8 or higher a large effect. Moreover, the Pearson correlation test was employed to examine the relationship between variables. The magnitude of the correlation was interpreted as follows: values between 0.1 and 0.3 were considered small, 0.3 to 0.5 moderate, and values above 0.5 large. |
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Over the 12-week observation period, the accumulated session-RPE was 40,179.3 ± 2,156.0 A.U., the accumulated TRIMP was 9,281.2 ± 537.4 A.U., the accumulated total distance was 291.3 ± 13.4 km, the accumulated HSR was 45.8 ± 3.8 km, and the accumulated VHSR was 15.6 ± 1.5 km. A simple linear regression analysis was conducted to examine the relationship between accumulated sessionRPE and the YYIRT delta. The model explained a statistically significant proportion of the variance in the dependent variable (R2 = 0.446, Adjusted R2 = 0.432, Also, in a simple linear regression analysis examining the relationship between accumulated TRIMP and the YYIRTdelta, the model was statistically significant (R2 = 0.417, Adjusted R2 = 0.402, F(1,39) = 27.939, p < 0.001). The coefficient for accumulated TRIMP was positive and statistically significant (B = 0.024, SE = 0.005, t(39) = 5.286, p < 0.001). For every one-unit increase in accumulated TRIMP, the dependent variable is predicted to increase by 0.024 units. The standardized beta coefficient (β = .646) suggests a moderately strong positive relationship between accumulated TRIMP and the YYIRT delta. A multiple linear regression analysis was conducted to examine the extent to which accumulated VHSR and accumulated HSR predicted RSAmean delta. The overall model was statistically significant (R2 = 0.322, Adjusted R2 = .287, F(2,38) = 9.041, p < 0.001), indicating that these two predictors collectively accounted for a significant proportion of the variance in the dependent variable. Examination of the individual predictors revealed that accumulated VHSR had a statistically significant negative relationship with RSAmean delta (B = -0.003, SE = 0.001, t(38) = -3.340, p=0.002). In contrast, the relationship between accumulated HSR and RSAmean delta was not statistically significant (B = 0.000, SE = 0.000, t(38) = -1.070, p = 0.291). |
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Our results revealed that variations in YYIRT performance were largely associated with accumulated session-RPE and TRIMP, underscoring the importance of internal load stimuli in enhancing aerobic capacity. Both variables individually contributed to improvements in YYIRT, as indicated by the regression analyses. Additionally, while both accumulated HSR and VHSR showed significant correlations with improvements in RSAmean, only VHSR emerged as a significant predictor of changes in this anaerobic performance measure. Previous research has shown a significant relationship between accumulated session-RPE and improvements in aerobic capacity among soccer players. For example, a study (Clemente et al., Our study also found that accumulated TRIMP is a significant predictor of improvements in YYIRT. This supports previous studies, such as the one conducted during a soccer pre-season (Manzi et al., In our study, VHSR appeared to be a potential contributor to improvements in RSAmean, among the training load parameters explored. However, the model explains about 32.2% of the variance in RSAmeandelta, which it does not prove causation. There is a gap in the existing research (Rice et al., Our study also observed significant improvements in sprint performance and CMJ. Despite these positive outcomes, only small to moderate - and statistically non-significant - relationships were found when correlating these performance improvements with the accumulated training load parameters. This lack of strong association may be due not only to the specific training load measures selected but also to the nature of sprint and CMJ performance. Both rely on neuromuscular intensity and explosive power (Comfort et al., While the findings of our study provide valuable insights into the relationship between training load variables and fitness adaptations, there are several limitations that should be considered. First, our study primarily focused on accumulated session-RPE, TRIMP, total distance, HSR, and VHSR, without accounting for other potential internal and external load variables that could influence performance improvements. Future research could explore additional factors, such as heart rate variability or muscle oxygenation, to better capture the full range of physiological responses to training. Furthermore, while we identified VHSR as a significant predictor of RSA performance, the mechanisms underlying this relationship remain speculative, and further investigation is needed to explore the specific metabolic and neuromuscular adaptations associated with HSR at these intensities. Additionally, the study design limits our ability to infer causal relationships between training load and performance outcomes. Additionally, convenience sampling may limit the ability to generalize, even though different teams were considered in the analysis. Longitudinal studies tracking individual athletes over longer periods would be beneficial in determining the long-term effects of different training loads on both aerobic and anaerobic fitness. Another important limitation is the absence of control for potential confounding variables such as nutrition, sleep quality, and psychological stress, which are known to significantly influence training adaptations and performance outcomes. Moreover, the fact that this is an observational study introduces variation in the teams analyzed, particularly regarding their training processes and methodologies, which may potentially affect the relationships between variables due to differences in training approaches. Our sample also consisted solely of youth male soccer players, which may limit the generalizability of the findings to athletes in other sports or demographic groups. Future studies should consider broader populations and explore whether similar relationships between training load and fitness adaptations hold true across various sports. Finally, the limited number of participants may increase the risk of overfitting in the regression analysis. Therefore, larger sample sizes are recommended for future studies. Despite the limitations, coaches and practitioners can use the findings from this study to optimize training load for enhancing both aerobic and RSA performance in athletes. Monitoring accumulated session-RPE and TRIMP can help track overall internal training load and guide adjustments to ensure athletes are receiving adequate stimulus to improve aerobic capacity. For RSA performance, focusing on high-speed running intensities, as indicated by VHSR, may be particularly effective in boosting repeated sprint ability. By regularly assessing these training load variables, coaches can fine-tune training sessions to avoid bad overreaching while maximizing fitness gains. |
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This study highlights the role of internal load measures, specifically accumulated session-RPE and TRIMP, in enhancing aerobic performance, as evidenced by improvements in YYIRT. Additionally, the association between VHSR and RSA performance improvements, measured by RSAmean, may indicate a possible contribution of high-intensity running to repeated sprint ability. The results suggest that while session-RPE and TRIMP are effective for monitoring aerobic adaptations, VHSR may be particularly beneficial for targeting RSA. However, the limitations of this study, such as convenience sampling, the limited number of participants, the sex analyzed, and the contextual training, should be acknowledged to exercise caution when making generalizations. |
ACKNOWLEDGEMENTS |
The experiments comply with the current laws of the country where they were performed. The authors have no conflict of interest to declare. The datasets generated during and/or analyzed during the current study are not publicly available but are available from the corresponding author who organized the study. |
AUTHOR BIOGRAPHY |
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REFERENCES |
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