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The current is greatest when the motion of the loop is perpendicular to the magnetic field; that is, when the loop is in the horizontal position, as shown in Figure 25-5a In this position, the component of the loop s velocity perpendicular to the magnetic field is greatest As the loop rotates from the horizontal to the vertical position, as shown in Figure 25-5b, it moves through the magnetic field lines at an ever-increasing angle Thus, it cuts through fewer magnetic field lines per unit of time, and the current decreases When the loop is in the vertical position, the wire segments move parallel to the field and the current is zero As the loop continues to turn, the segment that was moving up begins to move down and reverses the direction of the current in the loop This change in direction takes place each time the loop turns through 180 The current changes smoothly from zero to some maximum value and back to zero during each half-turn of the loop Then it reverses direction A graph of current versus time is shown in Figure 25-5c Does the entire loop contribute to the induced EMF Look at Figure 25-6, where all four sides of the loop are depicted in the magnetic field If the fourth right-hand rule is applied to segment ab, the direction of the induced current is toward the side of the wire The same applies to segment cd Thus, no current is induced along the length of the wire in ab or cd But in segment bc, the direction of the induced current is from b to c, and in segment ad, the current is from d to a Because the conducting loop is rotating in a circular motion, the relative angle between a point on the loop and the magnetic field constantly changes The electromotive force can be calculated by the electromotive force equation given earlier, EMF BLv(sin ), except that L is now the length of segment bc The maximum voltage is induced when a conductor is moving perpendicular to the magnetic field and thus 90 Generators, such as those in the chapv ter opening image, work in a similar fashion Potential energy from water stored behind a dam is converted to kinetic energy, which spins the turbines B The turbines, in turn, turn coils of cond ductors in a magnetic field, thereby inducing an EMF Generators and motors a are almost identical in construction, but I (induced).



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NET PDF framework to work with PDF files without Adobe dependencies. This framework has PDF creation & editing library which allows you to create, read and ...

Figure 25-7 An alternatingcurrent generator transmits current to an external circuit by way of a brush-slip-ring arrangement (a) The alternating current produced varies with time (b) The resulting power is always positive and also is sinusoidal (c)

they convert energy in opposite directions A generator converts mechanical energy to electrical energy, while a motor converts electrical energy to mechanical energy

If the rest of the code compiles, which line(s) of code, inserted independently at line 13, compile (Choose all that apply) A cdoStuff(); B sdoStuff(); C thisdoStuff(); D superdoStuff(); E csuperdoStuff(); F ssuperdoStuff(); G thissuperdoStuff(); H There are other errors in the code 9 Given:





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An energy source turns the armature of a generator in a magnetic field at a fixed number of revolutions per second In the United States, electric utilities use a 60-Hz frequency, in which the current goes from one direction to the other and back to the first 60 times per second Figure 25-7a shows how an alternating current, AC, in an armature is transmitted to the rest of the circuit The brush-slip-ring arrangement permits the armature to turn freely while still allowing the current to pass into the external circuit As the armature turns, the alternating current varies between some maximum value and zero, as shown in the graph in Figure 25-7b Average power The power produced by a generator is the product of the current and the voltage Because both current and voltage vary, the power associated with an alternating current varies Figure 25-7c shows a graph of the power produced by an AC generator Note that power is always positive because I and V are either both positive or both negative Average power, PAC, is half the maximum power; thus, PAC 1 PAC max 2 Effective voltage and current It is common to describe alternating current and voltage in terms of effective current and voltage, rather than referring to their maximum values Recall from 22 that P I2R Thus, you can express effective current, Ieff , in terms of the average AC power as PAC Ieff2R To determine Ieff in terms of maximum current, Imax , 1 start with the power relationship, PAC P , and substitute in I2R 2 AC max Then solve for Ieff Effective Current Ieff

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Antennas are defined in terms of gain and directivity, both of which are measured by looking at the radiated field of the antenna There are two fields to consider: near field and far field The patterns published for an antenna tend to reflect far-field performance The far field for most antennas falls off according to the inverse square law That is, the intensity falls off according to the square of the distance (1/R2), as in Eq 1919 The near field of the antenna contains more energy than the far field because of the electric and magnetic fields close to the antenna radiator element The near field tends to diminish rapidly according to a 1/R4 function The minimum distance to the edge of the near field is a function of both the wavelength of the radiated signals and the antenna dimensions: rmin = where rmin is the near-field distance d is the largest antenna dimension is the wavelength of the radiated signal (all factors in the same units) Example 19-6 An antenna with a length of 6 cm radiates a 12-cm wavelength signal Calculate the near-field distance 2 d2 [1920]

Effective voltage, also is commonly referred to as RMS (root mean square) voltage In the United States, the voltage generally available at wall outlets is described as 120 V, where 120 V is the magnitude of the effective voltage, not the maximum voltage The frequency and effective voltage that are used vary in different countries

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