Research Model on Motion Planning of Bench Dragon Based on Archimedean Spiral

The bench dragon, a traditional folk activity in Zhejiang and Fujian, requires high team rhythm and section circling coordination. Optimizing the position, coordinate and speed of its front and rear sections is crucial to improving movement status and viewing effects. This study optimizes its trajectory based on the Archimedean spiral model: it digitally defines the trajectory via the spiral’s polar coordinate equation, obtains the dragon handle’s distance expression through arc length integration, and establishes a clockwise coiling position model with constant front-rear handle distance as a constraint 1. The handle’s relative position, coordinate objective function and speed equation (via differentiation) are derived, and instantaneous position/speed is solved by time-step algorithm. The Results show good fitting between calculated values and the spiral, verifying the model’s validity. The innovation lies in combining folk performance with spiral mathematical modeling for precise optimization, providing theoretical/practical support for optimal route selection.

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Publication Details

Journal
Springer Link (Chiba Institute of Technology)
Published
2026-04-06
DOI
https://doi.org/10.1051/itmconf/20268404012/pdf
Primary Topic
Mechanics and Biomechanics Studies
Type
article
Field-Weighted Citation Impact
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article

Research Model on Motion Planning of Bench Dragon Based on Archimedean Spiral

Wenfei Ge, Jingsong Zhang, Lingfeng Jiang
Springer Link (Chiba Institute of Technology)
Mechanics and Biomechanics Studies
article

Research Model on Motion Planning of Bench Dragon Based on Archimedean Spiral

Wenfei Ge, Jingsong Zhang, Lingfeng Jiang
article en

Abstract

The bench dragon, a traditional folk activity in Zhejiang and Fujian, requires high team rhythm and section circling coordination. Optimizing the position, coordinate and speed of its front and rear sections is crucial to improving movement status and viewing effects. This study optimizes its trajectory based on the Archimedean spiral model: it digitally defines the trajectory via the spiral’s polar coordinate equation, obtains the dragon handle’s distance expression through arc length integration, and establishes a clockwise coiling position model with constant front-rear handle distance as a constraint 1. The handle’s relative position, coordinate objective function and speed equation (via differentiation) are derived, and instantaneous position/speed is solved by time-step algorithm. The Results show good fitting between calculated values and the spiral, verifying the model’s validity. The innovation lies in combining folk performance with spiral mathematical modeling for precise optimization, providing theoretical/practical support for optimal route selection.

Springer Link (Chiba Institute of Technology)
Openalex Percentile: Top 23%
Mechanics and Biomechanics Studies
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