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Prescribe the dejection u , = u b = 0 and bending moments M, = A l l , = M at both ends Exercise 66 Write the weak jbrmulation of the Euler-Bernoulli model (67) in the cantilever case (Figure 65) Prescribe the dejection u = 0 and slope O I L 0 at the clamped , = end, and prescribe n moment and shear,force Fl, at the free end Exercise 67 Show in detail that (625) holds Hint: Subtract the exact and approximate weakforniu1ations Exercise 68 Show in detail how (625)implies that the approximate solution ulL,p V,,,r,C E V does not depend on the choice of the basis { 1 1 1 1 9 , O N } ofthe space Vfl,p Exercise 69 Consider a bounded one-dimensionul domain 0 = ( a , b), problem (6.

The drawing used in the following exercise on creating tables, ab13-c.dwg, is in the Drawing folder on the DVD.

7) with the boundiiry conditions (6I I ) , and (1 space V,,, p c H i (12) consisting of smooth, piecewise-quadraticfuncti0ns over a mesh = { K 1 ,K 2 , _,K n I } K z = (x -,x ) ,.

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Make sure that your computer meets the minimum system requirements listed in this section these are the same requirements that you ll find for running Photoshop CS3. Of course, you can run the CD-ROM on a computer with lower-end specifications than the one on which you run Photoshop, but we re assuming you re watching the tutorials and opening images from the CD on the computer you use to work with the application. In any case, if your computer doesn t match up to most of these requirements, you may have a problem using the contents of the CD. For Windows XP or Vista users: n Processor: Intel Xeon, Xeon Dual, Centrino, or Pentium 4 processor n System: Microsoft Windows XP with Service Pack 2 or higher n RAM: 320 MB (384 MB recommended) n Hard disk: 650 MB n Monitor: 1024 x 768 monitor resolution, 16-bit video card n Video RAM: 64 MB n CD-ROM drive: CD-ROM drive required

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2. Further; notice that it follows from the linearity of theforms L, that the interpolation , operator Z ; V + P is lineal:

gradient algorithm [255,256] assisted the previously mentioned momentum term [256] can by be invoked in their scheme in order to adaptively train the equaliser. The decision feedback in order to further structure of Figure 8.10 can be incorporated into Chen s design [241] improve the performanceof the equaliser. The PP equalizer is attractive, since it has a simpler structure than that of the MLP. The PP equalizer also has a multi-modal error surface - exhibiting a numberof local minimaand a global minimum - and thus still retains some problems associated with its convergence performance, although notas grave as theMLP structure. Another drawback is that the number of terms in the polynomial of Equation 8.24 increases exponentially with the polynomial order l and with the equaliser order m, resulting in an exponential increaseof the associated computational complexity.

2. Choose File Open and open a file you want to use as the background. To use the skiers image, load the Skiers file found in the 22 folder on the CD-ROM that accompanies this book.

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