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power in dBm when the input power is 0 dBm if this point lies in the linear region of the plot; in Figure 4.1, the linear gain value is found to be 15 dB. In the case of an ampli er behaving as in Figure 4.1, the power level is expressed in a more physically meaningful way, referring to the performances of the ampli er. From the plot in Figure 4.2, it is easily seen that the gain decreases for increasing input power level, as already mentioned; the gain is usually shown on the same plot for quantitative evaluation. If suitable, the logarithmic scale used for the output power, interpreted as dBm, can be used also for the gain, interpreted as dB. The gain decreases from its maximum value in the linear region down to 0 or in logarithmic scale; this behaviour is referred to as gain compression. The power level can be expressed with reference to the corresponding gain compression. For instance, the power level where the gain is 1 dB less than its maximum value is commonly referred to as the 1-dB gain compression power level. The corresponding powers are as in Figure 4.3. The corresponding power levels are similarly determined for any gain compression level. This terminology de nes a power level with reference to the behaviour of the ampli er and results in a meaningful indication of the amount of distortion the ampli er is expected to introduce. Another important quantity for the design of a power ampli er, as mentioned above, is the DC power delivered by the power supply. Ampli ers are usually biased at constant voltage, and the DC power is usually computed as the constant voltage times the average DC current: PDC = Vbias winforms ean 128 EAN 128 / UCC 128 / GS1 - 128 Barcode Generator for Winforms .NET
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