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where the subscripts are t for the tangential direction, r for the radial direction, and a for the axial direction. It is worth noting in the above equations that the gear axis is parallel to the x axis and the worm axis is parallel to the z axis. The coordinate system is right-handed. The force W, which is normal to the profile of the mating teeth, produces a frictional force Wf = W, shown in Fig. 12.6, along with its components W cos in the negative x direction and W sin in the positive z direction. Adding these to the force components developed in Eqs. (12.10) yields Wx = W(cos n sin + cos ) Wy = W sin n Wz = W(cos n cos sin ) Equations (12.11) still apply. Substituting Wz from Eq. (12.12) into the third of Eqs. (12.11) and multiplying by , we find the frictional force to be Wf = W = WGt sin cos n cos (12.13) (12.12)

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Bennett, Christopher: Three MPEG Myths, Proceedings of the 1996 NAB Broadcast Engineering Conference, National Association of Broadcasters, Washington, D.C., pp 129-136, 1996. Bonomi, Mauro: The Art and Science of Digital Video Compression, NAB Broadcast Engineering Conference Proceedings, National Association of Broadcasters, Washington, D.C., pp. 7-14, 1995.

SQLSMALLINT *namlen,

A relation between the two tangential forces is obtained from the first and third of Eqs. (12.11) with appropriate substitutions from Eqs. (12.12): WWt = WGt The efficiency can be defined as = WWt (without friction) WWt (with friction) (12.15) cos n sin + cos sin cos n cos (12.14)

SQLSMALLINT *dsclen)

Since the numerator of this equation is the same as Eq. (12.14) with = 0, we have = cos n tan cos n + cot (12.16)

FIGURE 19-19

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Table 12.1 shows how varies with , based on a typical value of friction = 0.05 and the pressure angles usually used for the ranges of indicated. It is clear that small should be avoided. Example 1. A 2-tooth right-hand worm transmits 1 horsepower (hp) at 1200 revolutions per minute (r/min) to a 30-tooth gear. The gear has a transverse diametral pitch of 6 teeth per inch. The worm has a pitch diameter of 2 inches (in). The normal pressure angle is 141 2 . The materials and workmanship correspond to the lower of the curves in Fig. 12.5. Required are the axial pitch, center distance, lead, lead angle, and tooth forces. Solution. The axial pitch is the same as the transverse circular pitch of the gear. Thus px = = = 0.5236 in P 6

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Brandenburg, K., and Gerhard Stoll: ISO-MPEG-1 Audio: A Generic Standard for Coding of High Quality Digital Audio, 92nd AES Convention Proceedings, Audio Engineering Society, New York, N.Y., 1992, revised 1994. Dare, Peter: The Future of Networking, Broadcast Engineering, Intertec Publishing, Overland Park, Kan., p. 36, April 1996. Fibush, David K.: Testing MPEG-Compressed Signals, Broadcast Engineering, Overland Park, Kan., pp. 76-86, February 1996. Freed, Ken: Video Compression, Broadcast Engineering, Overland Park, Kan., pp. 46-77, January 1997. IEEE Standard Dictionary of Electrical and Electronic Terms, ANSI/IEEE Standard 100-1984, Institute of Electrical and Electronics Engineers, New York, 1984. Jones, Ken: The Television LAN, Proceedings of the 1995NAB Engineering Conference, National Association of Broadcasters, Washington, D.C., p. 168, April 1995. Smyth, Stephen: Digital Audio Data Compression, Broadcast Engineering, Intertec Publishing, Overland Park, Kan., February 1992. Stallings, William: ISDN and Broadband ISDN, 2nd Ed., MacMillan, New York. Taylor, P.: Broadcast Quality and Compression, Broadcast Engineering, Intertec Publishing, Overland Park, Kan., p. 46, October 1995. Whitaker, Jerry C. and Harold Winard (eds.): The Information Age Dictionary, Intertec Publishing/Bellcore, Overland Park, Kan., 1992.

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Downloaded from Digital Engineering Library @ McGraw-Hill (www.digitalengineeringlibrary.com) Copyright 2004 The McGraw-Hill Companies. All rights reserved. Any use is subject to the Terms of Use as given at the website.

Normally, an application program knows the name of the specific database server (in terms of the standard, the SQL server ) that it needs to access. In certain applications (such as general-purpose query or data entry tools), it may be desirable to let the user choose which database server is to be used. The CLI SQLDataSources() call returns the names of the SQL servers that are known to the CLI that is, the data sources that can be legally specified as server names in SQLConnect() calls. To obtain the list of server names, the application repeatedly calls SQLDataSources(). Each call returns a single server description, until the call returns an error indicating no more data. A parameter to the call can be optionally used to alter this sequential retrieval of server names.

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