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We will now develop a design criterion which will enable us to use the yield strength as the upper bound for acceptable design regardless of whether the stress at the onset of yielding precedes or follows buckling. Here we follow Ref. [30.1]. This approach has the advantage of providing a single bounding criterion that holds irrespective of the mode of failure. We begin by noting that, in general, real columns will have some imperfection, such as crookedness of the centroidal axis or eccentricity of the axial load. Figure 30.4 shows the difference between the behavior of an ideal, perfectly straight column subjected to an axial load, in which case we obtain a distinct critical point, and the behavior of a column with some imperfection. It is clear from Fig. 30.4 that the load-deflection curve for an imperfect column has no distinct critical point. Instead, it has two distinct regions. For small axial loads, the deflection increases slowly with load. When the load is approaching the critical value obtained for a perfect column, a small increment in load produces a large change in deflection. These two regions are joined by a knee. Thus the advent of buckling in a real column corresponds to the entry of the column into the second, above-the-knee, load-deflection region. A massive column will reach the stress at the yield point prior to buckling, so that the yield strength will be the limiting criterion for the maximum allowable load. A slender column will enter the above-the-

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Returning now to our simple content creation process, after digitization of the audio and video, the next process is encoding, using Windows Media Encoder, for example, where the captured audio and video are compressed. In fact, some encoding programs include the capture process as part of the sequence of events in encoding. Encoding usually takes care of file formatting, since most encoding programs write their output to a standard streaming format. For Windows Media, the default file format used to be ASF, but now can be a number of different formats, the usual one being WMF. After the file is encoded, it can be uploaded to a server for on-demand viewing, streamed live from the encoding application, or else processed further to add markers, scripts, closed captioning, or links, using a tool like Windows Media Advanced Script Indexer. To embed a link (i.e., a standard URL or Uniform Resource Locator) to a media stream in a Web page, you need to follow the application guides to add the right script and file calls. In most cases, Windows Media requires a metafile, which has an .asx designation. This file directs a browser to ignore the file in the tag and invoke the Windows Media Player to deal with it instead. ASX files are also useful for creating client-side playlists. Windows Media actually supports a variety of codecs, pieces of software that convert digital media from one format to another. More specifically a codec is the piece of software responsible for compressing (and decompressing, on playback) the video and audio, so that it is compact enough to stream over the Internet. The six principal codecs shipped with Windows Media are:

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FIGURE 20-18

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.

Part VI:

knee region prior to reaching the stress at the yield point, but once in the above-theknee region, it requires only a small increment in load to produce a sufficiently large increase in deflection to reach the yield point. Thus the corresponding yield load may be used as an adequate approximation of the buckling load for a slender column as well. Hence the yield strength provides an adequate design bound for both massive and slender columns. It is also important to note that, in general, columns found in applications are sufficiently massive that the linear theory developed here is valid within the range of deflection that is of interest. Application of Eq. (30.1) to a simply supported imperfect column with constant properties over its length yields a modification of Eq. (30.4). Thus, d2y + k2y = k2 (e Y) dx2 (30.17)

parameter-data-type RESULT ,

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where e = eccentricity of the axial load P (taken as positive in the positive y direction) and Y = initial deflection (crookedness) of the unloaded column. The x axis is taken through the end points of the centroidal axis, so that Eq. (30.5) still holds and Y is zero at the end points. Note that the functions in the right side of Eq. (30.8) form a basis for a trigonometric (Fourier) series, so that any function of interest may be expressed in terms of such a series. Thus we can write Y= where c(n) = 2 L

Windows Media Audio (currently at version 8) Sipro Labs ACELP (Algebraic Code Excited Linear Prediction), used for low bit-rate encoding of voice content Windows Media Video (currently at version 8) Microsoft MPEG-4 version 3.0 (Microsoft s own evolution of the ISOMPEG-4 codec) ISO (International Organization for Standardization) MPEG-4 video codec version 1.0 Microsoft Windows Media Screen version 7.0 (used to capture activity on a Windows desktop as a video)

FIGURE 20-19

n = 1

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