Page 191 - Root Cause Failure Analysis
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GearboxesJReducers     179

                   pair, respectively. Special bevel gears can be manufactured to operate at any desired
                   shaft angle, as shown in Figure 14-1 1.

                   As  with  spur gears, the  tooth size of  bevel gears is established by  the diametrical
                   pitch. Because the tooth size varies along its length, measurements must be taken at a
                   specific point. Note that, because each gear in a bevel-gear set must have the same
                   pressure angle, tooth length, and diametrical pitch, they are manufactured and distrib-
                   uted only as mated pairs. Like spur gears, bevel gears are available in pressure angles
                   of  14.5" and 20".

                   Because there generally is no  room to support bevel gears at both ends due to the
                   intersecting shafts, one or both gears overhang their supporting shafts. This, referred
                   to as an overhung load, may result in shaft deflection and gear misalignment, causing
                   poor tooth contact and accelerated wear.

                   Straight or Plain
                   Straight-bevel gears, also known as plain beipels, are the most commonly used and
                   simplest type of  bevel gear (Figure 14-12).  They have  teeth cut straight across the
                   face of the gear. These gears are recommended for peripheral speeds up to 1 ,OOO  ft per
                   minute in cases where quietness and maximum smoothness are not crucial. This gear
                   type produces thrust loads in a direction that tends to cause the pair to separate.

                   Zero1
                   Zerol-bevel gears are similar to straight-bevel gears, carry the same ratings, and can
                   be used in the same mountings. These gears, which should be considered spiral-bevel
                   gears having a spiral angle of  zero, have curved teeth that  lie in  the  same general






















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                   Figure 1611   ' angle, which can be at any degree (Neale 1993).
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