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attempt to assign to an element through that iterator, the assignment calls push_back to add an element with the given value to the container We can use back_inserter to generate an iterator to use as the destination in fill_n:

Note In general, the best thing to do with such an upoaded file is to store it as a file of the same format on the server. Some may want to store it in a database, but that generally is not the best choice. If the application is simply to make the file available to other users on a Web site (whether presenting the pictures for display or providing a link to download resumes, for example), all that you really need to do is store the file on the server and then store the name of the file in the database. We show you an example of this later in this chapter.

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vector<int> vec; // empty vector // ok: back_inserter creates an insert iterator that adds elements to vec fill_n (back_inserter(vec), 10, 0); // appends 10 elements tovec

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Whereas the previous uses of the CFFILE tag have just a couple or a few attributes to choose from, the UPLOAD action offers up to six other possible attributes : filefield,

Now, each time fill_n writes a value, it will do so through the insert iterator generated by back_inserter The effect will be to call push_back on vec , adding ten elements to the end of vec , each of which has the value 0

2. Minimize the impact areas of orbital debris and meteorites that may cross its path that could damage tiles on the vehicle s nose or leading edges of the wings. 3. Shield Cargo Bay equipment from impacts that could damage dangerous or fragile instruments. 4. Minimize the energy required to deploy payloads. 5. Slow the vehicle for reentry by ring small nozzles, which are located on the rear of the vehicle, in the direction of forward travel. Guidepost 45.3 The preceding discussions relate to a free body operating as a MISSION SYSTEM relative to another free body. Now let s shift our attention to focus on the MISSION SYSTEM as an integrated set of components that must interface as an integrated framework. This leads to the next question: How do we reference a system consisting of multiple components that are integrated to form the free body system

destination, nameconflict, accept, attributes, and mode. It also creates a set of result variables that can be used to determine the result of the upload process. Finally, unlike the other uses of the CFFILE tag, this one really works only in conjunction with a form that s passing data to the template that s executing the tag.

A third kind of algorithm writes an unknown number of elements to a destination iterator As with fill_n, the destination iterator refers to the first element of a sequence that will hold the output The simplest such algorithm is copy This algorithm takes three iterators: The first two denote an input range and the third refers to an element in the destination sequence It is essential that the destination passed to copy be at least as large as the input range Assuming ilst is a list holding int s, we might copy it into a vector:

vector<int> ivec; // empty vector // copy elements from ilstintoivec copy (ilstbegin(), ilstend(), back_inserter(ivec));

One of the challenges in the engineering of systems is expressing the relative position and orientation of physically integrated components within the system. The objective is to ensure they interoperate in form, t, and function and individually do not interfere with each other unintentionally, or have a negative impact on the performance of the system, its operators, and its facilities or mission objectives. This challenge requires positioning integrated components in a virtual frame of reference or structure and attaching them at integration points (IPs) or nodes to ensure interoperability. Then, identifying additional attachment points such as lift points that enable external systems to lift or move the integrated system. This requires establishing a dimensional coordinate system. NASA s Space Shuttle coordinate system shown in Figure 45.7 provides an excellent example of a dimensional coordinate system. Here, the Orbiter Vehicle (OV), External Tank (ET), and Solid

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