“…These include lobes just to the right ot~S2 = 1/2, Q = 1/3, Q = 1/4, and so on (Smith and Tlusty, 1991), which can be obtained analytically by , / where each J1 = 0, 1, 2, 3, ... corresponds to a different lobe. Segalman and Redmond (1996) observed the primary effects of impedance modulation from simulations to be in the domains of higher co (lower turning speed Q) where a small change in tool impedance is associated with a significant phase shift between the vibration of the current and the previous tool pass. Therefore, Figure 2 again shows the stability plots for both the unmodulated and modulated systems, but it focuses on the lower turning frequencies.…”