which may be solved simultaneously for /?n+i, 0n+i in terms of hn, 0n, 6nr, pn, Mn, and Fn. Advance values of 9, p, M, and F are then found as in the uncoupled case. Since three initial values are not specified, it is necessary in this case to construct three linearly independent solutions for an arbitrarily chosen value of co. At the opposite end, application of the three remaining conditions will result in three homogeneous equations which will only be consistent if the correct value of co had been chosen.
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J. R. Spreiter (1954) studied this question.
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