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Remember that negative decibel gain means signal attenuation; that is, the output voltage is less than the input voltage. Figure 191 shows that Fig. 190 is a low-pass network, because the higher the frequency !, the greater is the attenuation of the output signal relative to the constant amplitude input signal. This is an appropriate time to introduce another term, called the HALF-POWER frequency, that is widely used in the evaluation of the frequency response of networks and systems. The de nition is as follows. A half-power frequency is a frequency at which the OUTPUT POWER of a network is reduced to ONE HALF its maximum value under the condition of constant amplitude of input signal. Thus, setting P 1=2 0:5 in eq. (315), we have that dB 10 log 0:5 3 decibels; very nearly showing that a half-power frequency is a frequency at which the power gain of a network is down 3 decibels from its maximum or reference power. Note that, for the PARTICULAR

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Double d2 = d1.valueOf("3.0d"); if (d1.equals(d2) ) { System.out.println("Doubles are equal"); }

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// create a third wrapper // are the Doubles equal // result is "Doubles are equal"

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The equals() Method Revealed (or at Least a Little Bit Revealed)

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or " 427 VAB 1:732Vp =308 p in which let us note that 1:732 3:* Next, let s consider the loop formed by lines B and C, as shown in Fig. 250. " Note that VBC is the voltage drop from line B to line C, as shown. If, now, we start at B and trace around the loop in the ccw sense, we have that " " " VBC Vnc Vnb and thus, upon making use of eqs. (425) and (424), we nd that " VBC j1:732Vp or " VBC 1:732Vp =2708 Lastly, let s consider the loop formed by lines C and A, as shown in Fig. 251. 429 428

We ll be diving in to the equals() method much more deeply in the Collections chapter, but for now let s just cover a few key points. The class Object, the granddaddy of all classes (and from which all classes extend), has an equals() method. That means every other Java class (including those in the API or those that you create) inherits an equals() method. In java.lang, the String and wrapper classes

Using equals()(Exam Objective 5.2)

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" Note that VCA is the voltage drop from line C to line A; if, now, we start at C and trace around the loop in the cw sense, we have that " " " VCA Vna Vnc and hence, upon making use of eqs. (423) and (425), we have that " VCA 1:5 j0:8660 Vp

have overridden the equals() method to behave as we just discussed. And remember, the String and wrapper classes are all marked final, so you can t override any of their methods, including the equals() method. When you create your own classes, you ll have to decide what it means for two distinct objects to be meaningfully equivalent. Your class may have reference variables that collectively represent the value of an instance. If you want to compare instances of a class to one another, it will be up to you to override the equals() method to define what it means for two different instances to be meaningfully equal.

Remember the following key points about the equals() method: 1. equals() is used only to compare objects. 2. equals() returns a boolean, true or false. 3. The StringBuffer class has not overridden equals(). 4. The String and wrapper classes are final and have overridden equals().

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At the risk of being pedantic, remember that String objects are immutable, references to Strings are not! You learned that you can make a new String by using an existing String as a starting point, but if you don t assign a reference variable to a new String it will be lost to your program you will have no way to access your new String. Review the important methods in the String class. They re all fairly intuitive except for substring(), which needs a little extra brainpower. (And did we mention how annoying possibly evil it is that the developers of the substring() method didn t follow the Java naming convention It should have been subString()!) StringBuffers are not immutable you can change them over and over again. The StringBuffer methods are fairly intuitive, but remember that unlike String methods, they do modify the StringBuffer object, even if you don t assign the result to anything.

Now let us summarize what our algebraic work has revealed about the Yconnected generator of Fig. 248. To begin, let s bring together the equations for the three LINE VOLTAGES; thus " by eq: 427 : VAB 1:732Vp =308 by eq: 429 : " VBC 1:732Vp =2708 " by eq: 431 : VCA 1:732Vp =1508 432 433 434

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