Electrical fundamentals terms


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Electrical fundamentals terms

  1. 1. ELECTRICALFUNDAMENTALSA Presentation on “ ELECTRICAL FUNDAMENTAL” By RAJNEESH BUDANIA (B.Tech Electrical Engineering, a 3rd year student in jaipur
  2. 2. RIPPLE FUNDAMENTALS The most common meaning of ripplein electrical science is the small unwantedresidual periodic variation of the direct current(dc) output of a power supply which has beenderived from an alternating current (ac)source. This ripple is due to incompletesuppression of the alternating waveform withinthe power supply.
  3. 3. As well as this time-varyingphenomenon, there is a frequency domainripple that arises in some classes of filter andother signal processing networks. In this casethe periodic variation is a variation in theinsertion loss of the network against increasingfrequency. The variation may not be strictlylinearly periodic.
  4. 4. In this meaning also, ripple isusually to be considered an unwanted effect,its existence being a compromise between theamount of ripple and other design parameters.
  5. 5. TIME DOMAIN RIPPLE Ripple factor (γ) may be defined as theratio of the root mean square (rms) value ofthe ripple voltage to the absolute value of thedc component of the output voltage, usuallyexpressed as a percentage. However, ripplevoltage is also commonly expressed as thepeak-to-peak value. This is largely becausepeak-to-peak is both easier to measure on anoscilloscope and is simpler to calculatetheoretically.
  6. 6. Filter circuits intended for the reduction of ripple are usually called smoothing circuits.Full-wave rectifier circuit with a reservoir capacitor on the output for the purpose of smoothing ripple is shown above.
  7. 7. The simplest scenarioin ac to dc conversion is a rectifier without anysmoothing circuitry at all. The ripple voltage isvery large in this situation; the peak-to-peakripple voltage is equal to the peak ac voltage.A more common arrangement is to allow therectifier to work into a large smoothingcapacitor which acts as a reservoir.
  8. 8. After a peak in output voltage thecapacitor (C) supplies the current to the load(R) and continues to do so until the capacitorvoltage has fallen to the value of the nowrising next half-cycle of rectified voltage. Atthat point the rectifiers turn on again anddeliver current to the reservoir until peakvoltage is again reached.
  9. 9. If the time constant, CR, is largein comparison to the period of the acwaveform, then a reasonably accurateapproximation can be made by assuming thatthe capacitor voltage falls linearly. A furtheruseful assumption can be made if the ripple issmall compared to the dc voltage. In this casethe phase angle through which the rectifiersconduct will be small and it can be assumedthat the capacitor is discharging all the wayfrom one peak to the next with little loss ofaccuracy.
  10. 10. Ripple voltage from a full-wave rectifier,before and after the application of a smoothingcapacitor is shown below
  11. 11. For a full-wave rectifier:For a half-wave rectification:Where, Vpp is the peak-to-peak ripple voltage I is the current in the circuit f is the frequency of the ac power C is the capacitance
  12. 12. For the rms value of the ripple voltage, the calculation is more involved as the shape of the ripple waveform has a bearing on the result. Assuming a sawtooth waveform is a similar assumption to the ones above and yields the result:Where, γ is the ripple factor R is the resistance of the load
  13. 13. EFFECTS OF RIPPLERipple is undesirable in many electronic applications for a variety of reasons:(1)The ripple frequency and its harmonics are within the audio band and will therefore be audible on equipment such as radio receivers, equipment for playing recordings and professional studio equipment.(2)The ripple frequency is within television video bandwidth. Analogue TV receivers will exhibit a pattern of moving wavy lines if too much ripple is present.
  14. 14. (3) The presence of ripple can reduce the resolution of electronic test and measurement instruments. On an oscilloscope it will manifest itself as a visible pattern on screen.(4) Within digital circuits, it reduces the threshold, as does any form of supply rail noise, at which logic circuits give incorrect outputs and data is corrupted.(5) High-amplitude ripple currents shorten the life of electrolytic capacitors.
  15. 15. HARMONIC FUNDAMENTALSA distortion is the alteration of the original shape (or other characteristic) of an object, image, sound, waveform or other form of information or representation. Distortion is usually unwanted, and often many methods are employed to minimize it in practice. In some fields, however, distortion may be desirable; such is the case with electric guitar distortion.
  16. 16. The transfer function of an ideal amplifier, with perfect gain and delay, is only an approximation. The true behavior of the system is usually different. Nonlinearities in the transfer function of an active device (such as vacuum tubes, transistor, and op-amp) are a common source of non-linear distortion; in passive components (such as a coaxial cable or optical fiber), linear distortion can be caused by inhomogeneities, reflections, and so on in the propagation path.
  17. 17. Amplitude DistortionHarmonic DistortionFrequecy response DistortionPhase DistortionGroup delay DistortionAudio Distortion
  18. 18. Amplitude Distortion Amplitude distortion is distortion occurring in a system, subsystem, or device when the output amplitude is not a linear function of the input amplitude under specified conditions.
  19. 19. Harmonic Distortion Harmonic distortion adds overtones that are whole number multiples of a sound waves frequencies.Nonlinearities that give rise to amplitude distortion in audio systems are most often measured in terms of the harmonics (overtones) added to a pure sinewave fed to the system. Harmonic distortion may be expressed in terms of the relative strength of individual components, in decibels, or the Root Mean Square of all harmonic components: Total harmonic distortion (THD), as a percentage.
  20. 20. Frequecy response Distortion Non-flat frequency response is a form of distortion that occurs when different frequencies are amplified by different amounts, caused by filters. For example, the non- uniform frequency response curve of AC- coupled cascade amplifier is an example of frequency distortion. In the audio case, this is mainly caused by room acoustics, poor loudspeakers and microphones, long loudspeaker cables in combination with frequency dependent loudspeaker impedance, etc.
  21. 21. Phase Distortion This form of distortion mostly occurs due to the reactive component, such as capacitive reactance or inductive reactance. Here, all the components of the input signal are not amplified with the same phase shift, hence causing some parts of the output signal to be out of phase with the rest of the output.
  22. 22. Group delay Distortion It can be found only in dispersive media. In a waveguide, propagation velocity varies with frequency. In a filter, group delay tends to peak near the cut-off frequency, resulting in pulse distortion. When analog long distance trunks were commonplace, for example in 12 channel carrier, group delay distortion had to be corrected in repeaters.
  23. 23. Audio Distortion In this context, distortion refers to any kind of deformation of a waveform, compared to an input, usually Clipping, harmonic distortion and intermodulation distortion (mixing phenomena) caused by non- linear behavior of electronic components and power supply limitations. Terms for specific types of nonlinear audio distortion include: crossover distortion, slew-Induced Distortion (SID) and transient intermodulation (TIM).
  24. 24. HARMONIC FUNDAMENTALS Harmonics are electric voltages andcurrents that appear on the electric powersystem as a result of certain kinds of electricloads. Harmonic frequencies in the power gridare a frequent cause of power qualityproblems.
  25. 25. Causes of Harmonics When a non-linear load, such as a rectifier, is connected to the system, it draws a current that is not necessarily sinusoidal. The current waveform can become quite complex, depending on the type of load and its interaction with other components of the system. Regardless of how complex the current waveform becomes, as described through Fourier series analysis, it is possible to decompose it into a series of simple sinusoids, which start at the power system fundamental frequency and occur at integer multiples of the fundamental frequency.
  26. 26. Effects of Harmonics One of the major effects of power system harmonics is to increase the current in the system. This is particularly the case for the third harmonic, which causes a sharp increase in the zero sequence current, and therefore increases the current in the neutral conductor. This effect can require special consideration in the design of an electric system to serve non- linear loads.
  27. 27. Effects of Harmonics on electricmotor Electric motors experience hysteresis loss caused by eddy currents set up in the iron core of the motor. These are proportional to the frequency of the current. Since the harmonics are at higher frequencies, they produce more core loss in a motor than the power frequency would. This results in increased heating of the motor core, which (if excessive) can shorten the life of the motor. The 5th harmonic causes a CEMF (counter electromotive force) in large motors which acts in the opposite direction of rotation. The CEMF is not large enough to counteract the rotation, however it does play a small role in the resulting rotating speed of the motor.
  28. 28. Effects of Harmonics on Telephonelines In the U.S., common telephone lines are designed to transmit frequencies between 180 and 3200 Hz. Since electric power in U.S. is distributed at 60 Hz, it normally does not interfere with telephone communications because its frequency is too low. However, since the third harmonic of the power has a frequency of 180 Hz, its higher-order harmonics are high enough to interfere with telephone service if they became induced in the line.