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Developing Players' Tactical Knowledge Using Combined Constraints-Led and Step-Game Approaches-A Longitudinal
Ana Ramos1, Patrícia Coutinho1, Keith Davids2
1University of Porto.
Combining the Constraints-led Approach (CLA) and Step-Game Approach (SGA) enhanced youth volleyball players' tactical knowledge. This integration improved strategic thinking and adaptability by using meaningful constraints in training.
Area of Science:
- Sports Science
- Pedagogy
- Motor Learning
Background:
- Youth sports development requires effective pedagogical strategies.
- Tactical knowledge is crucial for performance in team sports like volleyball.
- Integrating contemporary approaches can optimize skill acquisition.
Purpose of the Study:
- To investigate the combined impact of the Constraints-led Approach (CLA) and Step-Game Approach (SGA) on youth volleyball players' tactical knowledge.
- To evaluate the development of tactical knowledge throughout a competitive season using an action-research design.
- To understand how pedagogical integration influences strategic thinking and performance.
Main Methods:
- An action-research design involving three cycles (plan, act, monitor, reflect, fact-find).
- Data collection via reflexive diary, field notes, and semi-structured focus-group interviews over one competitive season.
- Thematic analysis with inductive procedures to understand tactical knowledge development.
Main Results:
- Combined CLA and SGA significantly improved tactical knowledge in youth volleyball players.
- Players evolved from basic scenario description to strategic thinking, recognizing and interpreting game constraints.
- Enhanced ability to guide attention and make tactical decisions based on contextual factors.
Conclusions:
- The mutual integration of CLA and SGA positively impacted players' tactical knowledge development.
- Combining pedagogical approaches fostered adaptable thinking and strategic problem-solving.
- Learning tasks involving meaningful constraint manipulation facilitated variable repetition and tactical problem resolution.
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