研究目的
To study the temporal non-local effects in an array of one-dimensional rectangular ferroelectric nanoparticles using the discrete tangent hyperbolic method.
研究成果
The study demonstrates that the fractional parameter α significantly affects the width and amplitude of solitons in a 1D array of ferroelectric nanoparticles. The discrete tangent hyperbolic method is effective in obtaining various fractional function solutions, including hyperbolic, trigonometric, and rational function solutions. The findings have potential applications in biology, medicine, and medical engineering.
研究不足
The study focuses on a theoretical analysis of solitons in a 1D array of ferroelectric nanoparticles using fractional derivatives. Experimental validation and practical implementation details are not discussed.
