Page 67 - Steam Turbines--Design, Applications, and Rerating by Heinz-Bloch, Murari-Singh
P. 67

48   Chapter Two





























            Figure 2.27 Steam leakoff and sealing principle. (Dresser-Rand Company, Wellsville, N.Y.)


              The last illustration, Fig. 2.26, depicts carbon packing (see also Fig.
            1.5, earlier). In this design, floating carbon rings are assembled with
            very close clearance to the shaft. The packing assembly is held in place
            and against a sealing surface by a garter spring that goes 360° around
            the assembly.
              Although carbon rings can be designed and manufactured for mini-
            mum leakage, they are more maintenance-intensive than either the
            labyrinth or dry gas seal design. For a detailed description of dry gas
            seals, see an up-to-date text on compressor technology.
              Finally, Fig. 2.27 depicts a schematic of the steam sealing method
            typically employed with the larger (1000 hp and up) steam turbine
            sizes. Steam leakage is led to successively lower pressure regions in the
            turbine or, ultimately, to a gland steam condenser.
              Turbine manufacturers are using commercially available brush
            seals to enhance turbine sealing. These seals have been used in gas
            turbine technology for many years. Brush seals are circumferential
            seals comprised of densely packed, fine nickel chromium alloy wires
            (approximately 0.006-in diameter), arrayed on a 45° angle against the
            tangent of a shaft surface over which they are configured to run. These
            are very-high-tip-speed, high-temperature-seals and are capable of
            surface speeds up to 1100 ft/s (feet per second) and 1200°F.
              Brush seals not only provide reduced original leakage, but tolerate
            rubs and transients much better than labyrinth seals. This eliminates
            the needs for spring-back labyrinths and other complicated systems.
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