Page 161 - Steam Turbines Design, Applications, and Rerating
P. 161

Governors and Control Systems  141

            1. Steam conditions constant
            2. Speed changer set at rated conditions
            3. Turbine under no external control device

            % Speed regulation
                            (r/min @ zero output) − (r/min @ rated power output)
                         =
                                      (0.01) (r/min at rated output)
              Most steam turbines have some speed droop—i.e., there occurs a drop
            in speed as the load is applied to the turbine. A governor that has no
            droop, i.e., constant speed, with load changes, is termed an isochronous
            governor. A NEMA, Class D governor is basically an isochronous gover-
            nor. Its speed vs. load relationship is shown in Fig. 8.3a.

            8.2.2 Speed variation
            Speed variation, expressed as a percentage, is the total magnitude of
            speed change, or fluctuations from the set speed. This characteristic
            includes dead band and sustained oscillation.

            % Speed variation
              (change in r/min above set speed) + (change in r/min below set speed)
            =
                                    (0.01) (rated speed)

            8.2.3 Dead band
            Dead band is a characteristic of the speed-governing system that is
            commonly known as wander. It is the insensitivity of the speed govern-
            ing system that is defined as the total speed change during which there
            is no resultant change in the position of the governing valves to com-
            pensate for the speed change.

            8.2.4 Stability
            Stability is the measure of the ability of the speed-governing system to
            position the governor-controlled valves so that sustained oscillations of
            speed are not produced during a sustained load demand, or following a
            change to a new load demand. A stable governor would conform to the
            speed vs. time relationship depicted in Fig. 8.3b.
              Extreme oscillation about the set point is commonly called hunting.

            8.2.5 Speed rise
            The governor must be capable of catching the speed increase when the
            load is dropped instantaneously and return the system to the set point.
            Speed rise is defined as the maximum momentary increase in speed
   156   157   158   159   160   161   162   163   164   165   166