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HashSet extends AbstractSet and implements the Set interface It creates a collection that uses a hash table for storage As most readers likely know, a hash table stores information by using a mechanism called hashing In hashing, the informational content of a key is used to determine a unique value, called its hash code The hash code is then used as the index at which the data associated with the key is stored The transformation of the key into its hash code is performed automatically-you never see the hash code itself Also, your code can't directly index the hash table The advantage of hashing is that it allows the execution time of basic operations, such as add( ), contains( ), remove( ), and size( ), to remain constant even for large sets The following constructors are defined: HashSet( ) HashSet(Collection c) HashSet(int capacity)

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For gas-phase reactions and standard states as the pure ideal gases at 1 bar [or 1 atm]:

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This inline element renders the enclosed text one font size smaller than a document s base font size, unless it is already set to the smallest size

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HashSet(int capacity, float fillRatio) The first form constructs a default hash set The second form initializes the hash set by using the elements of c The third form initializes the capacity of the hash set to capacity The fourth form initializes both the capacity and the fill ratio (also called load capacity) of the hash set from its arguments The fill ratio must be between 00 and 10, and it determines how full the hash set can be before it is resized upward Specifically, when the number of elements is greater than the capacity of the hash set multiplied by its fill ratio, the hash set is expanded For constructors that do not take a fill ratio, 075 is used HashSet does not define any additional methods beyond those provided by its superclasses and interfaces Importantly, note that a hash set does not guarantee the order of its elements, because the process of hashing doesn't usually lend itself to the creation of sorted sets If you need sorted storage, then another collection, such as TreeSet, is a better choice Here is an example that demonstrates HashSet: // Demonstrate HashSet import javautil*; class HashSetDemo { public static void main(String args[]) { // create a hash set HashSet hs = new HashSet(); // add elements to the hash set hsadd("B"); hsadd("A"); hsadd("D"); hsadd("E"); hsadd("C"); hsadd("F"); } Systemoutprintln(hs);

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Part I:

The following is the output from this program: [F, E, D, C, B, A] As explained, the elements are not stored in sorted order

If GP is arbitrarily set equal to zero for all elements in their standard states, then for compounds GP = AG>i, the standard Gibbs-energy change of formation for species i In

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TreeSet provides an implementation of the Set interface that uses a tree for storage Objects are stored in sorted, ascending order Access and retrieval times are quite fast, which makes TreeSet an excellent choice when storing large amounts of sorted information that must be found quickly The following constructors are defined: TreeSet( ) TreeSet(Collection c) TreeSet(Comparator comp) TreeSet(SortedSet ss)

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addition, the fugacity is eliminated in favor of the fugacity coefficient by Eq (1 148), = yi&i P With these substitutions, the equation for pi becomes:

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Combination with Eq (1342) gives:

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