Abstract
Starting from our previous work on the complete angular momentum reduction of the Faddeev equations, general formulas are developed for constructing the bound-state wave function from the Faddeev amplitudes. The $\mathcal{L}\ensuremath{-}\mathcal{S}$ coupling scheme is used. For trinucleon systems with nucleon-nucleon interactions in the $^{1}S_{0}$ and $^{3}S_{1}\ensuremath{-}^{3}D_{1}$ states, the complete set of homogeneous Faddeev equations and the formulas for constructing the wave functions are given in detail. The wave function is also given in terms of the Derrick-Blatt classification of states.
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