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where F0 = u0 (k2 + c2 2)1/2 and = tan 1 k c (31.49) (31.48)

Besides playing MP3 audio content, QuickTime supports timecode tracks as well as MIDI (Musical Instrument Digital Interface) files, such as the Roland Sound Canvas and GS format extensions..

LOWER MERGE MOD MULTISET NCLOB NORMALIZE NUMERIC ON ORDER OVERLAPS PERCENT_RANK POWER PROCEDURE REAL REFERENCING REGR_INTERCEPT REGR_SXY RETURN ROLLBACK ROWS SEARCH SESSION_USER SOME SQLEXCEPTION START SUBMULTISET SYSTEM THEN TIMEZONE_MINUTE TRANSLATION TRUE UNKNOWN USER VAR_POP WHEN WINDOW YEAR

Equation (31.47) is identical to Eq. (31.25) except for the phase . Hence the solution is similar to that of Eq. (31.25). If the ratio of the system response to the base displacement is defined as the motion transmissibility, it will have the same form as the force transmissibility given in Eq. (31.38). Resonance, System Bandwidth, and Q Factor. A vibrating system is said to be in resonance when the response is maximum. The displacement and acceleration responses are maximum when = n(1 2 2)1/2 whereas velocity response is maximum when = n (31.51) (31.50)

TABLE 5-2

In the case of an undamped system, the response is maximum when = n, where n is the frequency of free vibration of the system. For a damped system, the frequency of free oscillations or the damped natural frequency is given by d = n (1 2 )1/2 (31.52)

SQL:2006 Reserved Keywords (continued)

In many mechanical systems, the damping is small and the resonant frequency and the damped natural frequency are approximately the same. When the system has negligible damping, the frequency response has a sharp peak at resonance; but when the damping is large, the frequency response near resonance will be broad, as shown in Fig. 31.8. A section of the plot for a specific damping value is given in Fig. 31.16. The Q factor is defined as Q= 1 = Rmax 2 (31.53)

QuickTime also supports key standards for Web streaming, including HTTP, RTP, and RTSP It supports every major file format for images, including JPEG, BMP, PICT, PNG, and GIF QuickTime also features built-in support for digital video, including DV camcorder formats, as well as support for AVI, AVR, MPEG-1, H263, and OpenDML Other vendors who supply QuickTime Streaming Servers include SGI, IBM, Sun, and Cisco Sorenson s latest Video 3 codec includes automatic keyframes through scene-change detection, bidirectional prediction, two-pass variable-bit rate compression, block refresh for packet loss correction, and compression time packetization for error resiliency to packet loss Sorenson and Apple are independently developing MPEG-4 codecs that conform to the ISO specification.

Part II:

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.

ABSOLUTE ADD ALWAYS ASSIGNMENT BEFORE CASCADE CHAIN CHARACTER_SET_SCHEMA CLASS_ORIGIN COLLATION_CATALOG COLUMN_NAME COMMITTED CONNECTION_NAME CONSTRAINT_SCHEMA CONTAINS DATA DEFAULTS DEFINED DEPTH DESCRIPTOR DOMAIN EQUALS EXCLUDING FOLLOWING GENERAL GOTO IMPLEMENTATION INITIALLY INSTANTIABLE KEY LAST LOCATOR MAXVALUE MESSAGE_TEXT

which is equal to the maximum response in physical systems with low damping. The bandwidth is defined as the width of the response curve measured at the halfpower points, where the response is Rmax/ 2. For physical systems with < 0.1, the bandwidth can be approximated by = 2 n = n Q (31.54)

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Forced Vibration of Torsional Systems. In the torsional system of Fig. 31.3, if the disk is subjected to a sinusoidal external torque, the equation of motion can be written as (31.55) J + c + k = T0 sin t Equation (31.55) has the same form as Eq. (31.25). Hence the solution can be obtained by replacing m by J and F0 by T0 and by using torsional stiffness and torsional damping coefficients for k and c, respectively, in the solution of Eq. (31.25). 31.2.4 Numerical Integration of Differential Equations of Motion: Runge-Kutta Method When the differential equation cannot be integrated in closed form, numerical methods can be employed. If the system is nonlinear or if the system excitation can-