Compound structures of two new chaotic attractors in a uniformly-coefficient jerk model with arctangent or hyperbolic tangent nonlinearity

Two new chaotic attractors in a uniformly-coefficient jerk model are proposed with new coefficients and new nonlinearity. The latter is based on either arctangent or hyperbolic tangent nonlinearity. In particular, compound structures of both attractors are demonstrated through a half-image isolation using a control parameter C. The positive value of an appropriate C isolates the right half-image attractors whilst the negative value of an appropriate C isolates the left half-image attractor. Both images can then be merged together as a compound structure.