Buckling under conservative and nonconservative load

摘要: Since the first invention of chaos theory, it has been found to play a very important role in many different fields, ranging from physics through biology engineering, among others. We deal with phenomenon called spatial which is special form complexity, when governing equations are reminiscent chaotic dynamical system, but time taken over by coordinate (e.g. arc-length). Many examples have addressed recently general mathematical studies, fluid dynamics, case buckling elastic rods or linkages. It also plays an part where biological filaments - like DNA, (bio)polymers, tendrils may exhibit complicated patterns.