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Sizing may have an impact on the overall installation process But, if you just want to perform a simple installation test, you can skip this section as long as you have a system with minimum hardware requirements Sizing is a complex and inaccurate procedure that involves a few different persons and organizations A SAP customer usually requires the help of the chosen hardware vendor and of SAP itself At the same time, these providers pass on to the customers lengthy questionnaires, with data that is fed into a sizing application to calculate the estimated size of the system The goal of the sizing process is to define three very important figures: how much CPU power is needed (type and number of processors, memory, number of servers), how big the database will be (disk space necessary), and what the minimum recommended network infrastructure to support the SAP R/3 traffic is.



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Note that 3 8 / 5 = 7 a n d 3 8 % 5 = 3. These two operations together provide complete information about the ordinary division of 38 by 5: 38 + 5 = 7.6. The resulting integer part is 35+5 = 7, and the fractional part is 3+5 = 0.6. The integer quotient 7 and the integer remainder 3 can be recombined with the dividend 38 and the divisor 5 in the following relation: 7 x 5 + 3 = 3 8 .

The integer quotient and remainder operators are more complicated if the integers are not positive. Of course, the divisor should never be zero. But if either m or n is negative, then m/n and m%n may give different results on different machines. The only requirement is that





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The quality of the sizing is just as good as the quality of the data supplied by the customer Sizing SAP systems is based on a unit known as the SAP Application Benchmark Performance Standard (SAPS) 100 SAPSs are equivalent to 2000 order line items processed in an hour (SD module) or 6000 dialog steps with 2000 postings in an hour (FI module) Usually the CPU and memory requirements are calculated considering the estimated user population per application module and an approach of transaction volumes at peak times Every SAP application module can have a different processor power consumption depending on the depth of the transactions, and therefore they are assigned a load factor Be aware that every SAP release or even the hardware partners could use different factors depending on their technology.

where q = m/n and r = m%n. For example, -14 divided by 5 is -2.8. For the integer quotient, this could be rounded to -3 or to -2. If your computer rounds the quotient g to -3, then the integer remainder r will be 1. But if your computer rounds g to -2, then r will be -4.

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This program is used to determine how the computer handles the division of negative integers:

#include ciostream.h> // Tests quotient and main0 int m = -14, tout << "rn = tout << '92 = tout CC "q = tout CC 'r = tout << q*n << r << return 0; remainder operators:

Additional information such as requested average CPU and memory utilization and scalability of the platforms further defines the needed hardware Database sizing requires more in depth business knowledge to be able to fill out the lengthy questionnaires supplied by SAP Often customers are unable to supply this data accurately In these cases, the approach usually is to supply a moderate amount of disk space based on similar configurations and later monitor the system growth and add more disk space when needed This, however, might have some drawbacks including file system redesigns or time consuming database reorganizations SAP has and supplies its partners with a sizing tool to help calculate the amount of disk space needed based on a business questionnaire This sizing tool also helps to calculate the estimated tablespace sizes and the biggest tables it will include.

n = 5, q = m/n, r = m%n; ' C-C m CC endl; u -CC n C-C endl; " << q CC endl; ' << r C-C endl; + r = 1 << 1 ( << q << ")*('I << n CC ") + " = ' << q*n + r CC ' = ' -CC m CC endl;

m = -14 n a5 q s -2 IT = -4 cpn + r .= (-2] (5) + -4 t= -24 == 44

This information is particularly useful when customer installations are defined as having a very large database 63.

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This shows the same results both from a UNIX workstation using a Motorola 68040 processor and from a DOS PC using an Intel Pentium processor.

C++ has a rich repertoire of operators. (Appendix C lists all 55 of them.) Since an expression may include several operators, it is important to know in what order the evaluations of the operators occurs. We are already familiar with the precedence of ordinary arithmetic operators: the *,

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