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We obtain novel solutions of a coupled $\phi^4$, a coupled nonlinearSchr\"odinger (NLS) and a coupled modified Korteweg de Vries (MKdV) model whichcan be re-expressed as a linear superposition of either the sum or thedifference of two hyperbolic kink or two hyperbolic pulse solutions. Theseresults demonstrate that the notion of superposed solutions extends to couplednonlinear equations as well.

Superposed Hyperbolic Kink and Pulse Solutions of Coupled $\phi^4$, NLS and MKdV Equations