Boundary effects on Turing pattern formation in a spiral growing domain

Key Points

• The research aims to investigate how boundary effects impact Turing pattern formation in domains that grow in a spiral manner.
• Developed a mathematical model to simulate Turing pattern formation in growing domains.
• Analyzed the influence of boundary conditions on pattern dynamics during growth.
• Conducted simulations to assess variations in pattern formation based on the growth rates at boundaries.
• Identified specific boundary effects that significantly alter the patterns formed during growth.
• Found that varying boundary conditions can lead to distinct Turing patterns in comparison to non-growing domains.
• Demonstrated that spiral growth influences the stability and variation of patterns produced.