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ally do interfere with being successful in trading This technique can be applied to other aspects of your life as well 5 Utilize visualization techniques, taking quiet times during the day, meditation, and other steps to achieve relaxation All of these methods may sound silly or absurd However, they have all been proven methods to help in different areas of different people s lives Practice them and apply them in your trading life Take a few moments a day to visualize yourself as a successful trader Close your eyes and take a moment to project in your mind the steps that you would take from doing your chart work and analysis to entering your order and taking a profit Get your mind prepared for being a winner and making money Sometimes people become what they think they are.

#define min(a,b) ((a) < (b) (a) : (b))

min( 10, 20 ); min( 100, 200 );

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (452 / 1065) [2001-3-29 11:32:08]

it behaves unexpectedly under complex calls That's because its mechanism does not behave like a function call but simply provides a text substitution of its arguments As a result, the values of its two arguments are evaluated twice: once during the test of a and b and a second time during the evaluation of the value returned by the macro For example:

#include <iostream> #define min(a,b) ((a) < (b) (a) : (b)) const int size = 10; int ia[size]; int main() { int elem_cnt = 0; int *p = &ia[0]; // count the number of array elements while ( min(p++,&ia[size]) != &ia[size] ) ++elem_cnt; cout "elem_cnt : " elem_cnt "\texpecting: " size endl; return 0; }

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This program provides an admittedly roundabout method of computing the number of elements of the integer array ia The macro expansion of min() fails in this case, because the postfix increment operation applied to its pointer argument p is applied twice with each expansion The outcome of executing this program is the following incorrect calculation:

elem_cnt : 5

expecting: 10

matter what the upstream pressure. The maintenance of this downstream pressure controls the amount of ow from the engines through the environmental control system. This is acceptable for an aircraft with very few speed variations, such as a civil airliner. However, the faster an aircraft ies the more conditioning air is required, since the greater is the effect of kinetic heating. In a supersonic aircraft, if the pressure reducing valve was designed to provide suf cient cooling air at high speeds, there would be an excess of ow at low speed. This is wasteful and degrades engine performance unnecessarily. On the Euro ghter Typhoon the environmental control system contains a variable pressure reducing valve which automatically controls its downstream pressure and, therefore, the amount of engine bleed, depending on aircraft speed. This means that the effect of engine bleed on engine performance can be kept to a minimum at all times. Once the air pressure has been reduced to reasonable working values, the air temperature needs to be reduced to about 100 C for such services as deicing and demisting. Heat exchangers are used to reject unwanted heat to a cooling medium, generally ram air as shown in Figure 7.9a. Figure 7.9b shows some typical zones of a passenger cabin in which temperature can be set individually. In some ight conditions, particularly on cold days, there is so much relatively cool air that the heat exchanger outlet temperature is much less than the 100 C required for de-icing or de-misting. In such cases the correct proportion

Function templates provide a mechanism by which we can preserve the semantics of function definitions and function calls (encapsulate a section of code in one program location and ensure that the arguments are evaluated only once prior to the invocation of the function) without having to bypass C++'s strong type-checking as is done with the macro solution A function template provides an algorithm that is used to automatically generate particular instances of a function varying by type The programmer parameterizes all or a subset of the types in the interface (the parameter and return types) of a function whose body otherwise remains invariant A function is a candidate to be made a template when its implementation remains invariant over a set of instances, each of which handles a unique data type, such as our function min() For example, here is the function template definition of min():

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