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In Eq (1483), AH;' is the enthalpy change of melting ("heat of fusion") and A C ~ the is heat-capacity change of melting Both quantities are evaluated at the melting temperature Tmt Equations (1477),(1481),and (1483) provide a formal basis for solution of problems in solidliquid equilibria The full rigor of Eq (1483) is rarely maintained For purposes of development, pressure has been carried through as a thermodynamic variable However, its effect is rarely included in engineering applications The triple integral represented by I is a second-order contribution, and is normally neglected The heat-capacity change of melting can

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To set a value for all elements, the wildcard selector * (asterisk) can be used For example, to remove the margins on all elements, use

void writeBoolean(boolean b) void writeByte(int b)

* {margin: 0;}

146 Solid/Liquid Equilibrium (SLE)

void writeBytes(String str)

To set a value for more than one but fewer than all elements, we can group elements by separating them with a comma For example, if you want the tags <h1>, <h2>, and <h3> to have the same basic background and color, you could apply the following rule:

h1, h2, h3 {background-color: yellow; color: black;}

be significant, but is not always available; moreover, inclusion of the term involving A C ~ ; " adds little to a qualitative understanding of SLE With the assumptions that I and ACpsi are negligible, Eqs (1481) and (1483) together yield:

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void writeChar(int c) void writeChars(String str) void writeDouble(double d) void writeFloat(float f ) void writeInt(int i) void writeLong(long l) final void writeObject(Object obj) void writeShort(int i)

If it turns out that each particular heading should have a different custom size, you can then add that characteristic by adding other rules:

- 393 -

With qi given by Eq (1484), all that is required for formulating an SLE problem is a set of statements about the temperature and composition dependence of the activity coefficients y," and y In the general case, this requires algebraic expressions for G ~ ( Tcomposition) for : , both liquid and solid solutions Consider two limiting special cases: I Assume ideal-solution behavior for both phases, ie, let yi' = 1 and y = 1 for all T : and compositions 11 Assume ideal-solution behavior for the liquid phase (y/ = l), and complete immiscibility for all species in the solid state (ie, set zi y = 1) : These two cases, restricted to binary systems, are considered in the following

h1 h2 h3 {font-size: 200%;} {font-size: 150%;} {font-size: 125%;}

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The ObjectInput interface extends the DataInput interface and defines the methods shown in Table 17-7 It supports object serialization Note especially the readObject( ) method This is called to deserialize an object All of these methods will throw an IOException on error conditions Table 17-7 The Methods Defined by ObjectInput

The result, as we ll see later, is to combine all the rules to form the final rendered style Although associating all elements with a certain look is useful, very often designers want to create very specific rules that are applied only to certain elements in a document or that can be combined to form more complex rules

The two equilibrium equations which follow from Eq (1477) are:

By applying an id rule, a style can be applied to just a single tag For example, if we name a tag with a unique id attribute as follows

int available( )

we can then reference it with a CSS selector #id-value For example,

where are given by Eq (1484) with i = 1 and i = 2 Since x2 = 1 - xl and and z2 = 1 - z l , Eqs (1485) can be solved to give xl and z l as explicit functions of the $i s and thus of T:

Returns the number of bytes that are now available in the input buffer Closes the invoking stream Further read attempts will generate an IOException Returns an integer representation of the next available byte of input 1 is returned when the end of the file is encountered Attempts to read up to bufferlength bytes into buffer, returning the number of bytes that were successfully read 1 is returned when the end of the file is encountered Attempts to read up to numBytes bytes into buffer starting at buffer[offset], returning the number of bytes that were successfully read 1 is returned when the end of the file is encountered Reads an object from the invoking stream Ignores (that is, skips) numBytes bytes in the invoking stream, returning the number of bytes actually ignored

#FirstHeading {background-color: green;}

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