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For example, if you have a catch clause for both IOException and Exception, you must put the catch for IOException first (in order, top to bottom in your code). Otherwise, the IOException would be caught by catch(Exception e), because a catch argument can catch the specified exception or any of its subtypes! The compiler will stop you from defining catch clauses that can never be reached (because it sees that the more specific exception will be caught first by the more general catch).

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Problem 120 Repeat problem 118 for the value of generator current, this time using the method of loop currents.

Working with the Assertion Mechanism Assertions give you a way to test your assumptions during development and

Assertions are typically enabled during testing but disabled during deployment. You can use assert as a keyword (as of version 1.4) or an identifier, but

We begin with the basic case of a capacitor in series with a resistance, to which a sine wave of peak voltage Vp is applied, as in Fig. 136.

not both together. To compile older code that uses assert as an identifier (for example, a method name), use the -source 1.3 command-line flag to javac.

form 2).

If you enable or disable assertions using the flag without any arguments,

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In the gure, C is a capacitor of C farads and R is resistance in ohms Also (as in Fig 127) v and i denote instantaneous values of voltage and current Again, as in Fig 127, we ll be interested only in the permanent SINUSOIDAL STEADY STATE In this case, the author feels that it s best not to get sidetracked by too many details; hence, let s commence by stating (without bothering about details to begin with) that, corresponding with eq (194) in section 81, the steady-state VOLTAGE EQUATION for Fig 136 is 1 Vp sin !t RIp sin !t I sin !t 908 !C p 210 voltage drop voltage drop across C across R in which the applied voltage, Vp sin !t, is taken as the reference wave Now let s compare eq (210) with eq (194), as follows.

you re enabling or disabling assertions in general. You can combine enabling and disabling switches to have assertions enabled for some classes and/or packages, but not others.

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phase angle of current, with respect to Vp sin !t, in both equations) Note, rst, that the angular quantities and 908 have OPPOSITE SIGNS from what they have in eq (194) This is due to the fact that the CURRENT in a capacitor LEADS THE VOLTAGE across the capacitor by 908 This happens because FIRST, the amount of electric charge q stored in a capacitor is proportional to capacitor voltage (q vC), and SECOND, capacitor current is the rate of ow of charge (coulombs per second) Now consider the following In Fig 128 (section 81), suppose the voltage drop were across a capacitor instead of an inductor Then, since q vC, the curve of charge q would be drawn exactly in phase with the voltage curve If these changes were made in Fig.

you specify also includes any subpackages (packages further down the directory hierarchy).

Do not use assertions to validate arguments to public methods. Do not use assert expressions that cause side effects. Assertions aren t

demonstrate the behavior of both the original circuit (Fig. 7.7) and the improved circuit (Fig. 7.10) when they are used to power a nonlinear load. The upper trace shows the result of our improved circuit, while the lower trace shows the results of the original circuit. Both of the simulations resulted in the same peak output amplitude, which has been reduced to 142 V as a result of the high current demand by the nonlinear load. The major difference between the two circuits is the output wave shape. The improved circuit maintains the sinusoidal wave shape throughout the waveform, with the exception of the attened peaks. The original circuit produces a square wave as a result of the unloaded condition that occurs throughout the waveform except at the peaks. The end result is a major difference in the RMS amplitude (108 and 127 V, respectively). The increased RMS voltage of the original circuit can easily cause the saturation of transformers within the load. The increased RMS voltage may also stress other components which are sensitive to the RMS content of the load. Three-Phase Sine Reference The circuit example in Fig. 7.14 demonstrates a three-phase sine-wave reference using the mixed-mode simulation techniques. A six-stage shift register is used to generate three quasi-square waves that are exactly

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