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7.6.2 Balancing of the Camshaft of a Speed-Reduction Mechanism The design of a speed-reduction mechanism based on cams was reported in GonzalezPalacios and Angeles (1999). This application calls for the use of two identical, symmetric, conjugate cams rotated 180 and axially translated with respect to each other, as displayed in Fig. 7.21. Note that the cams and the shaft are treated as a single, rigid body. Moreover, the mass of the keys is neglected. Since the centers of mass of the cams do not coincide with the axis of rotation, a shaking moment normal to the shaft axis will appear by virtue of centrifugal forces. Moreover, by virtue of the symmetry of the cams, the mass center of the pair lies in the axis of the shaft, the camshaft thus being statically balanced but dynamically unbalanced. This study aims at imposing the dynamic performance of the prototype of Fig. 7.21 by suitably dynamically balancing the camshaft of that prototype. The basic idea in balancing the camshaft lies in a redistribution of the mass, which involves removal or addition of mass, or a combination of both. To minimize the total mass of the shaft and the conjugate cams, we attempt rst mass removal and then mass addition, if balancing is not possible solely with mass removal. Since we are dealing with planar parts and, furthermore, a single material, the relationship between the area A and the mass m is simply m = d tA where d is the mass density of the material and t is the uniform thickness of the part. Hence, we focus below on the area properties instead of mass properties. 7.6.2.1 Material removal. If the center of mass of the cams can be moved such that it coincides with the axis of rotation of the cam, then the camshaft is dynamically balanced, i.e., the moment of the inertia forces the cams in a direction normal to the axis of rotation vanishes. To achieve this, a circular hole must be drilled on the cam plate to translate the mass center of the cam to the axis of rotation of the camshaft, if possible; otherwise, we attempt to shift this center as near as possible to that axis, as shown in Fig. 7.22.
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Write( ) writes count bytes from the array array, beginning at array[offset], to the file. If an error occurs during writing, an IOException is thrown. If the underlying stream is not opened for output, a NotSupportedException is thrown. Several other exceptions are also possible. As you may know, when file output is performed, often that output is not immediately written to the actual physical device. Instead, output is buffered by the operating system until a sizable chunk of data can be written all at once. This improves the efficiency of the system. For example, disk files are organized by sectors, which might be anywhere from 128 bytes long, on up. Output is usually buffered until an entire sector can be written all at once. However, if you want to cause data to be written to the physical device whether the buffer is full or not, you can call Flush( ), shown here: void Flush( ) An IOException is thrown on failure. If the stream is closed, ObjectDisposedException is thrown. Once you are done with an output file, you must remember to close it. This can be done by calling Close( ). Doing so ensures that any output remaining in a disk buffer is actually written to the disk. Thus, there is no reason to call Flush( ) before closing a file. Here is a simple example that writes to a file:
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6. The router s configuration will look like this: interface serial0/0 ip address 192.168.1.130 255.255.255.252 clock rate 64000 bandwidth 64 no shutdown 7. The ip subnet-zero command allows you to use the first and last subnet when configuring IP addresses on interfaces of your router. 8. show ip interface brief
The enter( ) function first finds an empty structure. To do this, enter( ) starts with the first element in invtry and advances through the array, checking the item field. If it finds an item field that is null, it assumes that structure is unused. If no free structure is found before the end of the array is reached, the loop control variable i will be equal to the size of the array. This condition indicates that the array is full and no further information can be added. If an open array element is found, then input( ) will be called to obtain the inventory information entered by the user. The reason the input code is not part of enter( ) is that input( ) is also used by the update( ) function, which you will see next. Because inventory information changes, the inventory program lets you change the information about the individual items. This is accomplished with a call to the update( ) function, shown here:
TABLE 16-1
Defines the reliability of the network components and the connectivity between them. Mean time between failures (MTBF) is a measurement commonly used to indicate the likelihood of a component failing. Measures the likelihood of the network being available to the users, where downtime occurs when the network is not available because of an outage or scheduled maintenance. Availability is typically measured in a percentage based on the number of minutes that exist in a year. Therefore, uptime would be the number of minutes the network is available divided by the number of minutes in a year.
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/* This must all be in one file - preferably by itself */ static int series_num; int series(void); void series_start(int seed); int series(void) { series_num = series_num + 23; return series_num; } /* initialize series_num */ void series_start(int seed) { series_num = seed; }
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