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Use the Tools drop-down list of the Save Drawing As dialog box to do the following: n Add or Modify FTP Locations. FTP sites are locations on the Internet for transferring files. To add or modify FTP locations, choose Tools Add/Modify FTP Locations. You need to list the name of the FTP site, choose a logon type (Anonymous or User), and specify your user name and password if you re logging on as a User. You can then save drawings (called uploading) to FTP locations by clicking the Save In drop-down list and choosing FTP Locations. This feature makes an intranet or any server with FTP capability as accessible as your own computer system. n Add Current Folder to Places. If you save to a specific folder often, you can navigate to that folder and then choose Tools Add Current Folder to Places. The Places Bar then displays a new button for that folder so that you can easily click the button to go straight to the folder. n Add to Favorites. When you have navigated to a folder, you can add it to the Favorites folder by choosing Tools Add to Favorites. You can also select a file in a folder and add it to the Favorites folder. n Options. The Options dialog box opens, where you can specify certain settings relating to saving drawings. I discuss these options in 8 and Appendix A. n Security Options. Choose this setting to set a password or attach a digital signature. I discuss these features in 26.

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HTML forms are mostly useful for passing a few values from a given page to one single other page of a Web site. There are more persistent ways to maintain state over many pageviews, such as cookies and sessions, which we cover in 24. This chapter will focus on the most basic techniques of information-passing between Web pages, which utilize the GET and POST methods in HTTP to create dynamically generated pages and to handle form data.

Ko(s - <1)(" - z,) .-. (s - Zm) = (s - p,)(s - p,) ... (s - P. )

equipotentials. 280 eqiiiv;ilence of eleinent\. I2 I eri-oicoii\i\tency. I73 di\creti/atioii, I73 Eulei- method explicit. 175 implicit. 176 expan\ion coefficient\. 33 I Fehlherg'\ trick. 182 tield con\ei-vative. 280 divergence-free. 28 I

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Command:-WBLOCK Enter name of existing block or [=(Block=olltput file)/*(whole drawing)] <define new drawing>:~ (you will be taken to a file menu) Block name (or ) :A:NORTH Specify insertion base point: (pick 1) Select objects: (pick 2) Specify opposite corner: (pick 3) Select obj ects : .,-.1

Here you set a variable called iReturn that is equal to the integer that the user types on the command line. The prompt is Enter an integer:.

Figure 25.9: Click in a row of the Product Line Totals table, then press Ctrl+d to see details in the Product Line Regional Detail table.

O(N3). By a more careful study of the algorithm, one will find that about N3/3 + N2/2 multiplications and additions have to be performed, as well as N(N + 1)/2 divisions. Clearly, these numbers increase rapidly with increasing N. The main problem with Gaussian elimination lies in the storage. Although A will initially be sparse for most models, the reduction procedure normally increases the number of non-zeros in A. At the end of the reduction phase, most entries of the upper half of A will be non-zero. The non-zero elements generated during this phase are called fill-ins. They can only be inserted efficiently when direct storage structures (arrays) are used. To store the upper-triangular matrix A, N2/2 floats have to be stored, normally each taking 6 or 8 bytes. For moderately sized models generated from SPN specifications, N can easily be as large as lo4 or even 105. Fortunately, there are methods to This then precludes the use of Gaussian elimination. compute p that do not change A and that are very fast as well. methods after we have discussed one alternative direct method. We will discuss these

so that we must have a = & ~ ~ Both ~ . z ~ values of o are possible (since if 0 achieves zQ = IIzlleo, then -0 is orthogonal and achieves zO = -Ilzllea). One way to achieve the

1. Choose Home tab Modeling panel 3D Solid drop-down list Cone. 2. At the Specify center point of base or [3P/2P/Ttr/Elliptical]: prompt, specify the center of the base if you want a circular cone. Otherwise, use the 3P, 2P, or Ttr options to define a circular base. Use the Elliptical option to define an elliptical base.

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