BATIK MOTIFS FROM WAVE EQUATIONS WITH VARIATIONS OF NEUMANN BOUNDARY CONDITIONS

Abstract

The wave batik motif is developed from the mathematical equation of moving waves. This equation consists of two independent variables, namely distance and time. The philosophical meaning of moving waves is that a person's life journey always changes and moves according to life goals. The second philosophical meaning is that a person must always move forward in life, face challenges, and achieve the potential that we have with strength and determination. Neumann's boundary conditions are boundary conditions developed by Neumann. The philosophical meaning of Neumann's boundary conditions is firmness, order, and balance in living life. The second philosophical meaning of Neumann's boundary conditions is solid and steadfast in our lives. The philosophical meaning of moving waves with Neumann's boundary conditions is firmness and openness to change.