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20.4.2 Kinematic Viscosity The kinematic viscosity is equal to the dynamic viscosity divided by the density. The SI unit is square meters per second, but the cgs unit, the centistoke, is more widely accepted, and 1 centistoke (cSt) = 1 mm2/s The centistoke is the unit most often quoted by lubricant suppliers and users. In practice, the difference between kinematic and dynamic viscosities is not often of major importance for lubricating oils, because their densities at operating temperatures usually lie between 0.8 and 1.2. However, for some fluorinated synthetic oils with high densities, and for gases, the difference can be very significant. The viscosities of most lubricating oils are between 10 and about 600 cSt at the operating temperature, with a median figure of about 90 cSt. Lower viscosities are more applicable for bearings than for gears, as well as where the loads are light, the speeds are high, or the system is fully enclosed. Conversely, higher viscosities are selected for gears and where the speeds are low, the loads are high, or the system is well ventilated. Some typical viscosity ranges at the operating temperatures are shown in Table 20.1. The variation of oil viscosity with temperature will be very important in some systems, where the operating temperature either varies over a wide range or is very different from the reference temperature for which the oil viscosity is quoted. The viscosity of any liquid decreases as the temperature increases, but the rate of decrease can vary considerably from one liquid to another. Figure 20.4 shows the

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Figure E.7 A simplified search of a best-matched block. (From [1]. Used with permission.)

DISPLAY A MESSAGE FOR THE USER WRITE (6,100) 'Deleting salesreps with low quota.' EXECUTE THE SQL STATEMENT EXEC SQL DELETE FROM REPS C WHERE QUOTA < 150000 EXEC SQL COMMIT DISPLAY ANOTHER MESSAGE WRITE (6,100) 'Finished deleting.' RETURN END

Downloaded from Digital Engineering Library @ McGraw-Hill (www.digitalengineeringlibrary.com) Copyright 2004 The McGraw-Hill Companies. All rights reserved. Any use is subject to the Terms of Use as given at the website.

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Every embedded SQL statement ends with a terminator that signals the end of the SQL statement. The terminator varies with the style of the host language. In COBOL, the terminator is the string END-EXEC., which ends in a period like other COBOL statements. For PL/I and C, the terminator is a semicolon (;), which is also the statement termination character in those languages. In FORTRAN, the embedded SQL statement ends when no more continuation lines are indicated. The embedding technique shown in the three figures works for any SQL statement that (a) does not depend on the values of host language variables for its execution, and (b) does not retrieve data from the database. For example, the C program in Figure 17-7 creates a new REGIONS table and inserts two rows into it, using exactly the same embedded SQL features as the program in Figure 17-4. For consistency, all of the remaining program examples in the book will use the C programming language, except when a particular host language feature is being illustrated.

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change of viscosity with temperature for some typical lubricating oils. A graphical presentation of this type is the most useful way to show this information, but it is much more common to quote the viscosity index (VI). The viscosity index defines the viscosity-temperature relationship of an oil on an arbitrary scale in comparison with two standard oils. One of these standard oils has

In the IBM SQL products, the embedded DECLARE TABLE statement, shown in Figure 17-8, declares a table that will be referenced by one or more embedded SQL statements in your program. This is an optional statement that aids the precompiler in its task of parsing and validating the embedded SQL statements. By using the DECLARE TABLE statement, your program explicitly specifies its assumptions about the columns in the table and their data types and sizes. The precompiler checks the table and column references in your program to make sure they conform to your table declaration.

Downloaded from Digital Engineering Library @ McGraw-Hill (www.digitalengineeringlibrary.com) Copyright 2004 The McGraw-Hill Companies. All rights reserved. Any use is subject to the Terms of Use as given at the website.

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