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Inspection of the table brings out the following facts concerning the PHASE-SHIFT characteristics of the basic low-pass network of Fig. 190. 1. The phase angle is negative, meaning that the output voltage LAGS the input voltage. For this reason, Fig. 190 is called a lag network in control system terminology. It has been shown that, if a network is to produce no phase distortion, must be proportional to !; that is, the ratio of to ! must be constant, =! k (note 20 in the Appendix). The above table of values shows that this requirement is very nearly satis ed, in the case of Fig. 190, for low frequencies. To see that this is true, let us set !1 1 and, using the above table of values, construct the following table, where is in degrees and the ratio =! is rounded o to the nearest whole number.

An alternative approach to the problem is to use an e-mail application that simply receives e-mail but does not take any further action involving its contents A simple e-mail client that does not render HTML, does not display a graphic, does not preview a photo, and does not play a sound file removes much of the potential for exploitation or threat Of course, such a solution is not acceptable for the world at large, but such an e-mail client might be quite useful in certain cases especially in situations in which a cyberattack is ongoing Whatever the purpose, the ability to take full control over e-mail is a valuable skill that will find its way into a wide array of applications Although programming an e-mail application can be difficult, Java and the JavaMail API make it easier In this chapter a simple, text-only e-mail client is developed.

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0.6 1.2 2.3 3.4 4.6 5.7 11.3 21.8 ! 0.01 0.02 0.04 0.06 0.08 0.10 0.20 0.40 =! 60 60 58 57 58 57 57 55 31.0 38.7 45.0 63.4 76.0 80.5 84.3 88.9 ! 0.60 0.80 1.00 2.00 4.00 6.00 10.00 50.00 =! 52 48 45 32 19 13 8 2

The table plainly shows that, for practical purposes, the ratio =! is constant for all low frequencies, up to ! 0:04; that is, since we re using !1 1 here, up to the value of !=!1 0:04. Actually, for most practical purposes, we can say that =! is constant up to the value !=!1 1; that is, to ! !1 , where !1 is the half-power frequency. Thus our CONCLUSIONS regarding Fig. 190 can be summarized as follows. Figure 190 is a low-pass network having, for practical purposes, no amplitude or phase discrimination for frequencies LESS than the half-power frequency, but increasing amounts of such discrimination as the frequency increases beyond the half-power frequency.

The e-mail client serves two purposes First, it is a fully functional e-mail application that can send and receive text-based messages It takes no action with other types of content Thus, it is usable as is when such a minimalist e-mail program is required Second, it demonstrates the techniques needed to send and receive e-mail You can adapt these techniques for use in your own code..

Consider next the general matrix of m rows and n columns, that is, the general m by n matrix. The standard notation associated with the general m n matrix is shown in Fig. 273.

In the above, note that aij denotes the general element of the matrix at the intersection of any ith row and jth column ( eye-th row and jay-th column). With the foregoing in mind, we re now free to de ne some of the operations of matrix algebra. We begin as follows, where it should be noted that the plural of matrix is matrices ( MAY trah seez ). Let A and B denote two matrices. We de ne that two such matrices can be equal, that is, A B, only if (a) A and B have the same number of m rows and the same number of n columns; that is, only if both are m n matrices, and (b) all corresponding elements of A and B are equal. For example, if A and B are both 2 3 matrices, thus, A a11 a21 a12 a22 a13 a23 ! and B b11 b21 b12 b22 b13 b23 !

Behind the scenes, e-mail is little more than standard client/server networking; there are e-mail clients that communicate with e-mail servers for sending and receiving e-mail messages. E-mail clients come in several varieties, from stand-alone computer applications like the one in this chapter to cell phones that have the ability to receive e-mail messages. Regardless

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