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7.1 7.2 Integration by Parts Partial Fractions 7.2.1 Introductory Remarks 7.2.2 Products of Linear Factors 7.2.3 Quadratic Factors
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Intermodulation distortion (Fig. 3.11), quite similar to amplitude distortion above, is produced when frequencies that are not harmonically related to the fundamental are created through nonlinearities in a linear Class A or a nonlinear Class C amplifier, or in a nonlinear mixer s output. IMD is formed by this mixing together of the carrier, any harmonics, the sidebands, IMD from other stages, etc., to produce various spurious responses both in and out of band. Since these IMD products can fall in band, or cause other signals to fall in band, they can possibly swamp out the desired baseband signal, creating interference, which also causes additional noise which will degrade system performance and BER. In addition, IMD can be manufactured in the power output amplifier of a transmitter when another neighboring transmitter s signal (and/or its harmonics) arrives at its output stage and mixes. This can be particularly problematic in dense urban environments, as there are many signals present that will modulate each other within the nonlinearities of a normal power amplifier, producing a multitude of sum-and-difference frequencies. In these transmitter-to-transmitter cases, the IMD can be attenuated by employing a wavetrap that is tuned to the interfering transmitter s frequency, and/or by shielding and proper grounding to prevent mixing within the other internal stages of the transmitter. However, within a receiver this effect can be much worse: The desired signal and a close transmitter s undesired signal, and/or its harmonics, can be allowed into the receiver s front end, creating reception of unwanted signals and the obliteration of the desired frequency by the IMD products generated by the nonlinear mixing of the two signals. This can be somewhat mitigated by using, at the receiver, an input notch filter, tighter bandpass filtering, amplifiers that are biased for maximum linearity, and confirming that the RF amplifiers are not functioning in a nonlinear region as a result of being overdriven by an input signal. A more in-depth explanation of intermod is warranted because of its vital importance in the design of any linear amplifier. Since intermodulation distortion is produced when two or more frequencies mix in any nonlinear device, this causes not only numerous sum and difference combinations of the origif2 and f1 f2), but nal fundamental frequencies (second-order products: f1 also intermodulation products of mf1 nf2 and mf1 nf2, in which m and n are whole numbers. In fact, third-order intermodulation distortion products, which would be 2f1 f2, 2f1 f2, 2f2 f1, and 2f2 f1, can be the most damaging intermodulation products of any of the higher or lower IMD. This is because the second-order IMD products would usually be too far from the receiver s or transmitter s pass band to create many problems, and would be strongly attenuated by an amplifier s tuned circuits, the system s filters, and the selectivity of the antenna. As an example: Two desired input signals to a receiver, one at 10.7 MHz and the other at 10.9 MHz, would produce sum and difference second-order frequencies at both 21.6 MHz and 0.2 MHz. These frequencies would be far from the actual passband of the receiver, and will be rejected by the receiver s selectivity. But the third-order IMD formed from these same two signals would be at 10.5 MHz, 11.1 MHz, 32.3 MHz, and 32.5
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When we discuss the use of the data link protocols, one always compares the OSI to whatever other protocol is being discussed. This book is no different, because one needs to understand where Frame Relay falls on the OSI stack and what Frame Relay s purpose is. The development of any new set of standards is usually done to improve network performance. Frame Relay works at the data link layer to reduce the overhead associated with the movement of data across the wide area. Because we refer to Frame Relay as a wide area networking technology, it is natural that the protocols will work with the improvements made in the network over the past decades. In the older days, data was shipped across the layer three protocols (such as X.25) to assure the reliability and integrity of the data. This is because the networks back in the 1970s were unreliable, so the protocols were put in place to accommodate this network flaw. The X.25 protocol worked at layer three, as shown in Figure 10-7 . The overhead associated with the transmission and reception of the data on the X.25 networks was inordinate. To facilitate better data throughput and eliminate some of the overhead, Frame Relay was developed. The comparison of Frame and X.25 to the OSI model is shown in the figure. Two things were in place, however, to allow the use of Frame Relay instead of X.25:
Related Properties
Determining a Thread s State
designed by using the distributed equivalent in microstrip. Design a lumped filter, and convert these lumped reactive values to distributed equivalent components (see Sec. 1.3.2, Microstrip as equivalent components ). However, converting from a lumped LPF into an equivalent distributed LPF can be difficult because of the excessively low or high line impedances required to meet a calculated lumped filter s equivalent reactance, while remaining with a line length shorter than 30 degrees for decent filter realization. This can be overcome by designing a hybrid filter: a combination of lumped and distributed parts.
Active/Standby: Optional Commands
PART II
Inheritance
The Standard Template Library and the string Class
The sections and chapters of the book are organized in a logical fashion to bring some clarity and depth into what is a fairly complex and often confusing topic. There are three distinct parts to the book:
When an attribute class is declared, it is preceded by an attribute called AttributeUsage. This built-in attribute specifies the types of items to which the attribute can be applied. Thus, the usage of an attribute can be restricted to methods, for example.
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