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To understand power factor, we’ll first start with the definition of some basic terms: k. W is Working Power (also called Actual Power or Active Power or Real Power). Power Factor Correction Calculation Example Pdf MarketingIt is the power that actually powers the equipment and performs useful work. VAR is Reactive Power. It is the power that magnetic equipment (transformer, motor, relay etc.) needs to produce the magnetizing flux. VA is Apparent Power. It is the “vectorial summation” of KVAR and KW. Example From the Real Life ; )Ok, these folks must’ve been running some heavy reactive power compensation – ’cause there’s no foam P. F.=1 ; )Let’s look at a simple analogy in order to better understand these terms. You order up a big mug of your favorite beer for you and for your friends. The thirst- quenching portion of your beer is represented by KW (the big pic on top). Power factor correction and harmonic filtering in electrical plants 3 P When the need arises to correct for poor power factor in an AC power system, you probably won’t have the luxury of knowing the load’s exact inductance in henrys. Understanding power factor is not that hard. We have some very common example from the real life you will understand for sure, but first let’s start with some. TIMING 4.1 Signal timing drawing Figure 2 is a reference for signal timing for main power connector signals and rails. Unfortunately, life isn’t perfect. Along with your ale comes a little bit of foam. Thus, the lower your power factor. The less foam you have (the lower the percentage of KVAR), the higher your ratio of KW (beer) to KVA (beer plus foam). In fact, as your foam (or KVAR) approaches zero, your power factor approaches 1. Our beer mug analogy is a bit simplistic. In reality, when we calculate KVA, we must determine the “vectorial summation” of KVAR and KW. Therefore, we must go one step further and look at the angle between these vectors. Power Triangle. The “Power Triangle” illustrates this relationship between KW, KVA, KVAR, and Power Factor: Note that in an ideal world looking at the beer mug analogy: KVAR would be very small (foam would be approaching zero)KW and KVA would be almost equal (more beer; less foam)There are dosen of tools and technical articles/guides published at EEP that can help you to understand power factor and its controlling. Hope these can help: Resource: powerstudies. Gamma FAQ - Frequently Asked Questions about Gamma. Gamma FAQ - Frequently Asked Questions about Gamma. Charles. Poynton. Copyright . Having a good understanding of the theory. You have permission to use it, but you may not publish it. What is brightness? In a grayscale image, each pixel value represents what is loosely. However, brightness is defined formally as. This definition is obviously. Color. image data is normally based upon tristimulus values. Usually. image data is coded nonlinearly. What is intensity? Radiant intensity refers to radiant power (flux) in a particular. Formally, it is the rate at which radiant energy is. Radiant intensity is expressed in watts. W . A more suitable quantity is radiance, defined as radiant intensity per unit projected area. It. is expressed in watts per steradian per meter squared. Image data stored in. TIFF or PPM - may be proportional to. I have mentioned, pixel values are usually. What is luminous intensity? In physics, radiant intensity and radiance are integrated across. In color science, we are interested in. Radiant intensity, weighted by the spectral. It is expressed in units of candelas (cd). The weighting. curve is defined numerically and standardized by the CIE; it is called the luminous efficiency. Standard Observer. It is all- positive, and peaks at about 5. What is luminance? Luminance is luminous intensity per. It is expressed in candelas per meter squared. Luminance, denoted Y, is proportional to power; in that sense. However, its spectral composition is intimately. To learn about the. Frequently Asked Questions about. Color. Strictly speaking, luminance should be expressed in units such as. In practice, luminance is often normalized to. For example, a studio broadcast. So in image science, luminance is. For contemporary video cameras, the. What is lightness? Human vision has a nonlinear perceptual response to luminance. A source having a luminance only 1. The perceptual response to. CIE. Publication CIE No 1. Colorimetry. as a modified cube root of luminance. Yn is the luminance of the white reference. If you. normalize luminance to reference white then you need not compute the. The CIE definition applies a linear segment with a slope of. Yn) < 0. 0. 08. The linear. segment is unimportant for practical purposes but if you don't use it, make. L* at zero. L* has a range of 0. L- star of unity is taken to be roughly. You. cannot detect a luminance difference between two patches when the. This is comparable to the. L*. 6. Imaging systems rarely, if ever, use Value in any sense. What is luma? Video systems approximate the lightness. Y'. as a weighted sum of nonlinear R'G'B' primary components. Each RGB signal is subject to a square root function. L*. Luma. is often carelessly referred to as luminance. For more. information, consult the companion document Frequently Asked Questions. Color. 8. What is gamma? The luminance generated by a physical device is generally not. A conventional CRT has. The numerical value of the exponent of this power function is. This nonlinearity must be compensated. As mentioned above (What is. If luminance is to be coded into a small number of steps. Here is a graph of an actual CRT's transfer function, at three. This graph indicates a video signal having a voltage from zero. V. In a typical eight- bit digital- to- analog converter on. If you apply. a transfer function to code a signal to take advantage of the. L* function - the coding will be inverted by a CRT. For. details on measuring gamma, see Roberts. What is gamma correction? In a video system, luminance of each of the linear- light red. L) to a nonlinear component (here. E'), for example, voltage in a video system. The linear segment near black minimizes the effect of sensor noise in. Here is a graph of the Rec. An idealized monitor inverts the transform. Real monitors are not as exact as this equation suggests, and have no. In a color system. RGB components. See. Frequently Asked Questions. Color. Incidentally, the nonlinearity of a CRT. Also, the. nonlinearity is a power function . Does NTSC use a gamma of 2. Television is usually viewed in a dim environment. If an images's. correct physical luminance is reproduced in a dim surround. The. effect can be overcome by applying an end- to- end power function whose. Rather than having each receiver provide this. CRT is under- corrected at the. The assumption of a dim viewing. Does PAL use a gamma of 2. Standards for 6. 25/5. If an. exponent different from 0. Rec. 7. 09, the other parameters need. I pulled an image off the net and it looks murky. If an image originates in linear- light form, gamma correction needs to. If gamma correction is not applied and. CRT, the midtones will be. If gamma correction is applied twice, the midtones. I pulled an image off the net and it looks a little too contrasty. Viewing environments typical of computing are quite bright. When an. image is coded according to video standards it implicitly carries the. If it is displayed without correction in. In this circumstance you. If an image is created in a dark environment and. But then it will carry an assumption of a bright. Video standards are widespread and well optimized for vision, so. The recipient. of an image should insert a transfer function appropriate for his. In the short term, you should include with your image. TIFF 6. 0 has. provisions for this data. You can correct for your own viewing environment. What is contrast ratio? Contrast ratio is the ratio of luminance between the brightest white and. Projected cinema film, or a photographic reflection. Television assumes. Typical office. viewing conditions restrict the contrast ratio of a CRT display to. How many bits do I need to smoothly shade from black to white? At a particular level of adaptation, human vision responds to about. Call. these luminance values 1. Within this range, vision can detect that two. If. linear light coding is used, the . This requires about 9,9. This results. in about 4. Eight bits. nonlinearly coded according to Rec. If a linear light system has only eight bits, then the top end of. How is gamma handled in video, computer graphics, and desktop computing? As outlined above, gamma correction in video effectively codes into. In video, a 0. 4. Synthetic computer graphics calculates the interaction of light and. These interactions are in the physical domain, and must be. It is conventional in computer graphics. This is. illustrated in the second row. They have programmable . Consequently, image interchange among desktop computers is. Voltage relates to luminance through. RGB code values relate to. In a pseudocolor (or indexed color) framebuffer, each pixel value. CLUT); the CLUT returns an RGB triple (e. Each. mapped value, plus or minus a black- level error, is proportional to. Each lookup. table can impose an arbitrary transfer function. The mapping may be. Each mapped value, plus or minus a black- level error, is. What is the gamma of a Macintosh? Apple offers no definition of the nonlinearity - or loosely. Quick. Draw. But the combination. Quick. Draw lookup table and a standard monitor causes. R, G, and B. values presented to Quick. Draw. It is wrongly believed that Macintosh. The unconventional Quick. Draw handling of nonlinearity is. Macintosh coding is shown in the bottom row. More detail is available in Poynton's article. Gamma on the Apple Macintosh. Internet. PDF format, nnn bytes). Strictly speaking the term gamma applies to the exponent of the. If you use the term loosely, in the case of. Mac you could call the gamma 1. If you need Mac compatibility you will have to code. Quick. Draw's 1/1. This. coding has adequate performance in the bright viewing environments typical. Does the gamma of CRTs vary wildly? Gamma of a properly adjusted conventional CRT varies anywhere. Second. input devices, graphics libraries, and application programs all have the. Nonlinearities from. How should I adjust my monitor's black. On a CRT monitor, the picture control, often misleadingly. The black. level control, often misleadingly labelled brightness. Display a picture that is predominantly black. Adjust. black level so that the monitor reproduces true black on the screen, just. When the critical point is reached. Then set picture to. Should I do image processing operations on. If you wish to simulate the physical world, linear- light coding is. For example, if you want to produce a numerical simulation. Fourier transform, you should use linear. If you want to compare your model with the transformed image. For example, if you. JPEG, then you ought to use nonlinear coding that. In the JPEG and MPEG standards there is no mention of. JPEG or MPEG are applied to. In computer graphic standards such as PHIGS and CGM. These discrepancies make it very difficult to exchange image data. If you ask an optical. Of course! But when a nonlinear transform lies between the. What are the I, B, L, and V. HSI, HSB, HLS, and HSV? To conform with the definition of luminance as being proportional to. I component of HSI should represent. The CIE has defined no objective measure for. Lightness is. a perceptual quantity that has been quite precisely defined by the. CIE. The CIE has not defined Value, but several different. Munsell Value, and all have. In most formulations of HSI, HSB, HLS, and HSV used in. R, G, and. B primary components but no reference is made to the nonlinearity. So it is impossible to determine whether the calculated. HSI, HSB, HLS, or HSV represents a physical or. The brightness component of HSI, HSB, HLS, and HSV. But in the usual formulations, the brightness. This highly nonlinear. Finally, the color produced by an RGB triple translated from. HSI, HSB, HLS, or HSV depends on the chromaticity of the. RGB primaries, but none of the usual formulations of HSI, HSB. HLS, or HSV takes primary chromaticity into account. For these reasons, any use in computer graphics of I, B, L, and. V quantities is suspect. For detail, see Frequently Asked Questions about. Color. 2. 3. What's the transfer function of offset printing? 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Learn about Riemann sums and integrals, then download our free graphing calculator program for your TI-83 Plus or TI-84 Plus to solve Riemann sums. Added Aug 1, 2010 by lolmatthoffman in Mathematics. A Riemann sum calculator. Email; Twitter; Facebook Share via Facebook. Riemann sum - Wikipedia, the free encyclopedia. Four of the Riemann summation methods for approximating the area under curves. Right and left methods make the approximation using the right and left endpoints of each subinterval, respectively. Maximum and minimum methods make the approximation using the largest and smallest endpoint values of each subinterval, respectively. The values of the sums converge as the subintervals halve from top- left to bottom- right. In mathematics, a Riemann sum is an approximation that takes the form . Programs for Graphing Calculators. TRAPRULD (TI-83, TI-83+, and TI-84+):Disp 'INCREMENTS. This program finds a Riemann sum for a definite integral of a given. Using the Riemann-sum ('Rectngl') program on a TI-83/84: . If you have a TI-89, ask for the different TI-89 version. Suppose you want use the Rectngl program to find any of. It is named after German mathematician Bernhard Riemann. One very common application is approximating the area of functions or lines on a graph, but also the length of curves and other approximations. The sum is calculated by dividing the region up into shapes (rectangles, trapezoids, parabolas, or cubics) that together form a region that is similar to the region being measured, then calculating the area for each of these shapes, and finally adding all of these small areas together. This approach can be used to find a numerical approximation for a definite integral even if the fundamental theorem of calculus does not make it easy to find a closed- form solution. Because the region filled by the small shapes is usually not exactly the same shape as the region being measured, the Riemann sum will differ from the area being measured. This error can be reduced by dividing up the region more finely, using smaller and smaller shapes. As the shapes get smaller and smaller, the sum approaches the Riemann integral. Definition. This is due to the fact that the choice of xi. A function is defined to be Riemann integrable if the lower and upper Riemann sums get ever closer as the partition gets finer and finer. This fact can also be used for numerical integration. Methods. Doing this for i = 0, 1, .., n . This gives multiple rectangles with base . Doing this for i = 1, .., n, and adding up the resulting areas produces. The error of this formula will be. Summing up the areas gives. In the same manner as above, a simple calculation using the area formula. A=1. 2h(b. 1+b. 2). As the number of rectangles increases, it approaches the exact area of 8/3. 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