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We are nearly done with our tour of the foundational elements of circuit analysis. Next we consider two terms that are common in the English language, open circuits and closed circuits. Your common sense view of an open circuit is probably accurate. You can think of it as basically an open switch. In fact, as shown in Fig. 1-11, we indicate an open circuit by a drawing of an open switch in a circuit diagram. As you might guess from the fact that an open circuit has a switch that is open, there is no conducting path through an open circuit. In other words the current through an open circuit is i = 0. However, an open circuit can have a voltage across it. A short circuit has no voltage across it, so v = 0. However, a short circuit is a perfectly conducting path. We indicate a short circuit by drawing a straight line in a circuit diagram.
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One of the most effective ways to enhance the contents of a CD-ROM or DVD-ROM title is through music. With a variety of music presentation formats, ranging from the compact shorthand of MIDI to Dolby 5.1 Surround Sound, developers must make critical choices when budgeting space for music, as well as nding the best means to integrate the music within a given title. This entire chapter is devoted to a single Expert s View. George Sanger, aka The Fat Man, has made a career out of the skillful application of music to CD-ROM games and other interactive media titles. From his base of operations in Austin, Texas, George brings together other talented musicians and composers the heart and soul of Team Fat and crafts memorable musical themes that frequently accompany the bestselling CD-ROMs in the gaming market. His yearly Project BBQ attracts the key gures in interactive music both from the technology side of the industry and the musician s side. If you re contemplating adding music to a project that you re developing, the following interview should give you the appropriate perspective to proceed in the right direction.
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Because routers operate at a higher layer than the data link layer and use logical addressing, they provide many advantages over data link layer devices such as bridges and switches, including the following:
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public double Height { get { return pri_height; } set { pri_height = value < 0 -value : value; } } public void ShowDim() { Console.WriteLine("Width and height are " + Width + " and " + Height); } } // A derived class of TwoDShape for triangles. class Triangle : TwoDShape { string Style; /* A default constructor. This automatically invokes the default constructor of TwoDShape. */ public Triangle() { Style = "null"; } // Constructor that takes three arguments. public Triangle(string s, double w, double h) : base(w, h) { Style = s; } // Construct an isosceles triangle. public Triangle(double x) : base(x) { Style = "isosceles"; } // Return area of triangle. public double Area() { return Width * Height / 2; } // Display a triangle's style. public void ShowStyle() { Console.WriteLine("Triangle is " + Style); } } class Shapes5 { static void Main() { Triangle t1 = new Triangle(); Triangle t2 = new Triangle("right", 8.0, 12.0); Triangle t3 = new Triangle(4.0); t1 = t2; Console.WriteLine("Info for t1: "); t1.ShowStyle(); t1.ShowDim(); Console.WriteLine("Area is " + t1.Area());
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Internationally, the ITU allocated radio frequency spectrum in the 890 915 MHz band for the uplink and 935 960 MHz for the downlink in Europe. Figure 21-3 shows the frequency used in the specific up-and-down link structures. The uplink is from the mobile unit to the base station, whereas the downlink is from the base station to the mobile unit as shown in this figure. Because these same frequencies were already in use by the initial analog networks, the CEPT reserved the top 10MHz of each band for the GSM network, which was still being developed at the time. Over time the analog networks will decline, and the full 25 MHz in each band will be allotted to the GSM networks.
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Nuclear pore A membrane transport protein that spans the nuclear envelope and controls the flow of molecules into and out of the nucleus. Nucleic acid A polymer of nucleotides, so named for being an acidic substance originally discovered in the nucleus of cells. Nucleic acid palindrome A nucleotide sequence that is its own complement when read backward. Nucleosome A DNA double helix wrapped around a histone. Nucleotide Any of a class of molecules with (1) a nitrogenous base (also called a nucleotide base), (2) a sugar (ribose or deoxyribose), and (3) one to three phosphate groups. Nucleotide base Any of the nitrogenous bases found in nucleic acids. A purine or pyrimidine. Nucleus A central, membrane-bound compartment, in eukaryotic cells, which contains most or all of the cell s genetic material. Oligosaccharide A carbohydrate polymer containing between 2 and 20 monosaccharides. (See also polysaccharide.) Open system A system that can exchange both matter and energy with its surroundings. Optical trap The phenomenon of focused laser beams holding a single particle in place in three dimensions. Optical tweezers An instrument that uses focused laser beams to create piconewton (10212 N)-size forces used to hold and manipulate microscopic particles (even as small as a single molecule or atom). Orbital A mathematically defined region in three-dimensional space that describes where a particular electron, or set of electrons, is most likely to be found orbiting the nucleus of an atom. Order In thermodynamics and statistical mechanics, order and disorder relate directly to the number of different ways of accomplishing one particular thing. An ordered system is one in which there is a small number of ways to accomplish a particular state of the system. A disordered system is one in which there are many ways to accomplish a particular state of the system. Partition function A mathematical function used in statistical mechanics that is the sum of the statistical weights of each of the energy states of the system and that describes mathematically how the total energy is partitioned among the particles of the system.
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If you add up the power calculated for each of the elements in Example 1-8, you will nd that they sum to zero. This is a general principle that we can use in circuit analysis. The conservation of energy tells us that if we sum up all the power in an electric circuit, the total power is zero pi = 0 This principle can be used to nd an unknown power in a circuit. EXAMPLE 1-9 For the circuit shown in Fig. 1-15, nd the power in element 3 using conservation of energy. SOLUTION Conservation of energy tells us that pi = 0 For the circuit shown pi = 100 20 + p3 = 0 Moving all the relevant terms to the right side we nd that p3 = 100 + 20 = 80 W (1.18)
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