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tions, can be analyzed by Raman measurements of solid samples with an accuracy and precision of more than 1 % in the case of acetaminophene and more than 3% in the case of phenylpropanoleamine hydrochloride. IR measurements of solids are notoriously difficult to quantify. Quantitative analysis of solids by KBr pelleting should be avoided whenever possible. Several aspects may make KBr or other pellets inadequate for this purpose: The surface structures of standards and investigated sample may not be identical, measurements based on an external standard may be subject to errors, inhomogeneities in the sample distribution throughout the pellet and differences in the particle sizes of the different pellets do not allow employing the Lambert-Beer law. If the necessary results cannot be obtained by other methods, very careful sample preparation may give results with a standard deviation of approximately *lo%. In some cases, internal standards, such as bands of naphthalene (780 cm ') or KSCN (2100 cm ') can be used for semiquantitative measurements. Quantitative analysis of fiber mixtures in polyester-wool textures by KBr pelleting has been described by Hannah et al. (1975). Deviations from the real values were approximately I %. A method of quantitatively determining 0.2% polyvinyl acetate in polystyrene has been described by Peitscher ( 1979) by using difference spectroscopy. Quantitative single component analysis of polymer films has been described by Chalmers et al. (1982). All samples were prepared by hot compression molding. This treatment produces a mat film surface, which suppresses interference fringes in the 1R spectrum. For quantitative analysis it is essential that the thus produced films are homogeneous, of uniform thickness, and free of bubbles and irregularities. A clear section of each was chosen for the measurements. A comprehensive treatment of the analysis of polymers has been published by Hummel and Scholl (1991).

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8. Reduce short-term memory load. For example, wherever possible, offer users options rather than ask them to remember information from one screen to another.

ou need to be aware of the difference between a number and a text representation of a number. In a VBA program, 12345 (without quotes) is a number, whereas 12345 is text. VBA is actually pretty clever when it comes to figuring out what you mean. For example, look at this code: Dim Dim s = i = s As String i As Integer 16 s / 2

NavigationService NS = NavigationService.GetNavigationService(this); NS.Navigate(new Uri( Page2.xaml , UriKind.Relative));

and you ll discover that the remote login timeout con guration option can have any value in the range of 0 to 2,147,483,647.

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of the fourth clock However, following this point, one task is shipped out per clock This is the essence of the pipelining concept A pipeline gains efficiency for the same reason as an assembly line does: Several activities are performed but not on the same material In 32-bit microprocessors, the pipeline concept is typically used for carrying out two tasks: arithmetic operations and instruction execution The pipeline concept is widely used in designing floatingArithmetic Pipelines point arithmetic units Consider the process of adding two floating-point numbers x = 09234 * lo4 and y = 048 * lo2First, notice that the exponents of x and y are unequal Therefore, the smaller number should be modified so that its exponent is equal to the exponent of the greater number For this example, modify y to 00048 * lo4 This modification step is known as exponent alignment.

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Here the decimal point of the significand 048 is shifted to the right to obtain the desired result After exponent alignment, the significands 09234 and 00048 are added to obtain the final solution of 09282 * lo4 As a second example, consider the operation x - y , where x = 09234 * 1O4 and y = 09230 * 104 In this case, no exponent alignment is necessary because the exponent of a equals the exponent ofy Therefore, the significand of y is subtracted from the significand of x to obtain 09234 - 09230 = 00004 However, 00004 * lo4cannot be the final answer because the significand, 00004, is not normalized A floating-point number with base b is said to be normalized if the magnitude of its significand satisfies the following inequality: 5 (significandl < 1.

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MS Excel QR Code Barcode Add-in is aimed to generate high quality QR Code barcode images in Microsoft Office Excel 2007 and 2010.

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