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The multi-tube vocal-tract model

We will now develop a general expression for the transfer function of a tube model for vowels, in which we have an arbitrary number of tubes connected together. [Pg.327]

D] = 1/2. Importantly, for the given sampling rate, no extra accuracy is achieved by increasing the number of tubes beyond this value. [Pg.328]

The principle behind finding the iV-tube transfer function is the same as for the two-tube model - start at the lips and apply Equations (11.18a) and (11.18b) for each tube in turn. This is tedious to perform in the manner used for the two-tube system, but we can use matrix multiplication to speed up the process. [Pg.328]

We can use the special reflection coefficients at the lips and glottis to model the terminating boundary conditions as before. In the matrix formulation, this gives [Pg.328]

It is possible to simplify the calculation by making the further assiunption that the glottis is a completely closed end, with infinite impedance and reflection coefficient 1. If we take [Pg.329]


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