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PART I Reference-type variables are made up of two parts: the reference on the stack and the object on the heap The creation of the object and the reference to the object is commonly known as the instantiation of the object In order to create an object on the heap, we go through two steps, as follows: 1 Declare the variable reference 2 Instantiate the object on the heap by calling the new operator The following two lines of code perform these actions:

(16136)

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City objMimico; objMimico = new City(); //Declare objMimico to be a reference to an //object of City type //Call the constructor of the City class to return //a reference that is stored in the objMimico reference

Two subcases may be considered: 1 , 1, 2 are all known Here B1 and B2, and therefore H1 and H2, are known Thus M in Eq (16136) becomes known and the problem is solved is known, but 1 and 2 are unknown Here M cannot be found in a 2 straightforward manner It has to be determined by trial The work is somewhat simpli ed through the following considerations: Since M H1b1 H2b2,

The two lines can be combined into one:

(16137a) (16137b)

City objMimico = new City();

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In order to solve the problem, assume values of 1 and compute B1 and B2 Find H1 and H2 from the magnetization curves (Fig 1634) If these satisfy Eq (16137a), the problem is solved Otherwise try again Case A3: Given , Required M (Series-Parallel Circuit) also divides itself into two parts This case (Fig 1635c)

1 The ux in each of the branches (Fig 1635c) is known Here the ux densities Bk and therefore the intensities Hk become known, and the problem simply reduces to adding the various drops Hkbk

The result in memory can be seen in Figure 2-3 Once we are done with the object, and have reassigned the reference to another object, set the reference to null, or let the reference go out of scope; the object will then be destroyed by the garbage collector The garbage collector is explained in the Memory Management section, later in this chapter

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2 Only the total ux is known, and the branch uxes k are not known Here a straightforward solution becomes impossible The problem can be solved only by assuming values of 1 and 2, computing the various drops in the series-parallel branches, and testing the result by the following relation:

The C# language is a strongly typed language every variable must be assigned a data type and that data type cannot be changed after the declaration One result of the strong typing in C# is that the compiler will not allow you to assign values to the wrong data type: a double value to an int, or a string value to an int, for example However, the compiler will accept assignments that are valid, even though they might use different data types: assigning an int to a long is valid because the long is larger than the int This type of conversion is called implicit conversion In order to convert between different types that might not be allowed without intervention, you can use casting (giving hints to the compiler about what to do) or use conversion functions based on the primitive types defined in the NET Framework In the following sections we will look at both types of conversions

(16138)

Implicit conversions are used when a variable of a smaller data type is assigned to a larger one The data types must be compatible for the implicit conversion to take place In the following example, all assignments are valid and the conversions are implicit:

where Hk1 are the various intensities in branch 1, and Hk2 are the various intensities in branch 2 Case B1: Given M, Required (Series Circuit) This case can be solved only by trial Thus, referring to Fig 1635a,

int x = 42; short s = 12; int y; long l; float f; double d; float const PI = 314159; l = x; // int -> long d = PI; // float -> double y = s; // short -> int f = l; // long -> float, not exact conversion, but valid

(16139)

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