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Figure 2-31: Non-Aero-enabled Windows tabs.
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actually marks the row as deleted by setting the delete flag to true. A logical delete flag can be implemented in several ways: The front-end application can set the delete flag to true. The delete stored procedure can set the delete flag to true. An instead of trigger can trap the delete DML command and set the delete flag instead of physically deleting the row.
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One temporary limitation of Internet Explorer for Windows Phone is that it does not ship with support for Adobe Flash, a popular if somewhat controversial web application environment that is particularly common on online game and video sites. Adobe says it will create a version of Flash for Windows Phone, and by the time you read this, maybe it has.
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undesired frequencies, fu1 and fu2. These two input signals are combined by a power combiner and then delivered to the DTU (Desired Tested Unit). The power output from the DTU, Pout, is displayed on the screen of the spectrum analyzer. Figure 18.23(a) shows the display of IP3 testing on the screen of the spectrum analyzer. In addition to the two undesired signals at the frequencies fu1 and fu2, two third order spurious products with frequency fd and fd appear on the screen of spectrum analyzer. fd = 2 fu1 fu 2, or d = 2 u1 u 2, fd = 2 fu 2 fu1, or d = 2 u 2 u1, This is due to the two input undesired frequencies, which are (18.173) (18.174)
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where C = capacitance of the capacitor, = operating angular frequency. The subscript c denotes capacitor s parameter. It can be seen that the impedance of a capacitor, Zc, is in nite to the DC current or voltage when = 0 and that the impedance of a capacitor is decreased as the value of the capacitor increases when 0. Theoretically, at the RF frequency range, the impedance of an ideal capacitor could approach zero by in nitely increasing the capacitor s value C when 0. In other words, the zero capacitor is an ideal capacitor with in nite capacitance when 0. RF/AC grounding could be accomplished by connecting an ideal capacitor with in nite capacitance between the desired RF ground terminal and a real ground point. In reality, an ideal capacitor does not exist and applying in nite capacitance is not realistic or practical. In the RF frequency range, an actual capacitor is never close to being an ideal capacitor, so the ideal formula for the capacitor impedance is even less viable, although in the low-frequency range, an actual capacitor is pretty close to being ideal and can be described by expression (14.6). There are many kinds of capacitors available in the market. In today s RF circuit design, implemented either by discrete parts or by integrated circuits, most zero capacitors are chip capacitors due to their advantage of small size, low cost, and reliable performance. In the RF frequency range, a chip capacitor has additional inductance and additional resistance and can be modeled as shown in Figure 14.9, in which a chip capacitor is represented by an ideal capacitor C, an ideal inductor LS, and an ideal resistor RS in series. The additional inductance LS brings about additional phase shift of the RF/AC signal and the additional resistance RS represents additional attenuation of the RF/AC signal or the Q value of the actual capacitor. Instead of in nitely increasing of the capacitor s value C, the impedance of an actual capacitor, Zc, approaches RS when its additional inductor is resonant with the capacitor itself at its SRF (Self-Resonant Frequency). The SRF of an actual chip capacitor can be expressed as SRFc = 1 2 LSC , (14.7)
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