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Modelling Arrow Dynamics for Optimised Recurve Archery Arrow Selection
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This study develops a methodology to improve arrow selection methods for competitive
recurve archers, using dynamic spine modelling to enhance accuracy. Existing arrow selection
methods do not consider sufficient parameters of the bow, arrow or archer. An arrow must be
well-matched to a given bow in order for the arrow to flex correctly upon exiting the bow. A
comprehensive existing model of lateral-plane arrow dynamics was found in the literature and
replicated, with the equations of motion solved using a finite difference approximation. An
algorithm to solve the system of equations is presented here, as none were found in existing
literature. The model developed in this study was validated against another for identical input
parameters and results found to be qualitatively consistent. Two improved arrow selection
methods are proposed. The first replicates the existing arrow selection tables but at a greater
resolution, using first principles modelling instead of empirical relationships. The second
describes an accelerated method for the optimisation of a specific archer's equipment. The new
arrow selection tables were found to be generally consistent with those provided by the arrow
manufacturer, but with notable trends present for extremes of draw weight and arrow length.
Further validation of both the model and selection methods are required.
Title: Modelling Arrow Dynamics for Optimised Recurve Archery Arrow Selection
Description:
This study develops a methodology to improve arrow selection methods for competitive
recurve archers, using dynamic spine modelling to enhance accuracy.
Existing arrow selection
methods do not consider sufficient parameters of the bow, arrow or archer.
An arrow must be
well-matched to a given bow in order for the arrow to flex correctly upon exiting the bow.
A
comprehensive existing model of lateral-plane arrow dynamics was found in the literature and
replicated, with the equations of motion solved using a finite difference approximation.
An
algorithm to solve the system of equations is presented here, as none were found in existing
literature.
The model developed in this study was validated against another for identical input
parameters and results found to be qualitatively consistent.
Two improved arrow selection
methods are proposed.
The first replicates the existing arrow selection tables but at a greater
resolution, using first principles modelling instead of empirical relationships.
The second
describes an accelerated method for the optimisation of a specific archer's equipment.
The new
arrow selection tables were found to be generally consistent with those provided by the arrow
manufacturer, but with notable trends present for extremes of draw weight and arrow length.
Further validation of both the model and selection methods are required.
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