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Bias Circuit

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Applied voltage Vo sums up to<br />

Equation C.46<br />

The approximation is based on ro >> RE and is consistent with the fact that the signal voltage<br />

drop across the output of the transistor is much greater than across the emitter resistor.<br />

Eliminating Ib in (C.46) using (C.45) results in the solution for Ro, which is<br />

Equation C.47<br />

The result has two limiting forms based on the relative value of RB: When RB >> rπ + RE,<br />

Equation C.48<br />

The approximate form uses IC<br />

Intuitively, for RB<br />

For RB<br />

0,<br />

Equation C.49<br />

IE.<br />

, the feedback current, gmIbrπ, goes to zero.<br />

The alternative forms on the right in (C.48) and (C.49) use (C.15), βac = gmrπ. Again, the<br />

approximate form uses IC IE. Note that the solution corresponds to the maximum fraction of<br />

Io that can flow through rπ(RB = 0), to induce a feedback current.<br />

When applied specifically to the npn – pnp circuit of Fig. C.10, the limiting case is, for RBp zero,<br />

Equation C.50

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