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are considered in Secs 134 and 135 The connection between the equilibrium constant and composition is developed in Sec 136 The calculation of equilibrium conversions for single reactions is taken up in Sec 137 In Sec 138, the phase rule is reconsidered; multireaction equilibrium is treated in Sec 139;' finally, in Sec 1310 the fuel cell is given an introductory treatment

// An example of deadlock class A { synchronized void foo(B b) { String name = ThreadcurrentThread()getName(); Systemoutprintln(name + " entered Afoo"); try { Threadsleep(1000); } catch(Exception e) { Systemoutprintln("A Interrupted"); } Systemoutprintln(name + " trying to call Blast()"); blast();

for This attribute should be set to the id value(s) of the elements that target this element form This attribute should be set to the id value of the form element that the output element is associated with; otherwise, the nearest parent form is used name This attribute should set the name to be used in a name/value pair if the element is used in form submission

synchronized void last() { Systemoutprintln("Inside Alast"); }

The general chemical reaction of Sec 46 is rewritten:

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3:

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class B { synchronized void bar(A a) { String name = ThreadcurrentThread()getName(); Systemoutprintln(name + " entered Bbar"); try { Threadsleep(1000); } catch(Exception e) { Systemoutprintln("B Interrupted"); } Systemoutprintln(name + " trying to call Alast()"); alast();

where I vi I is a stoichiometriccoefficient and Ai stands for a chemical formula The vi themselves are called stoichiometric numbers, and by the sign convention of Sec 46 they are:

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synchronized void last() { Systemoutprintln("Inside Alast"); }

(Paragraph)

Thus for the reaction,

class Deadlock implements Runnable { A a = new A(); B b = new B(); Deadlock() { ThreadcurrentThread()setName("MainThread"); Thread t = new Thread(this, "RacingThread"); tstart(); afoo(b); // get lock on a in this thread Systemoutprintln("Back in main thread");

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the stoichiometric numbers are:

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public void run() { bbar(a); // get lock on b in other thread Systemoutprintln("Back in other thread"); } public static void main(String args[]) {

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- 209 -

The stoichiometric number for an inert species is zero For the reaction represented by Eq (131), the changes in the numbers of moles of the species present are in direct proportion to the stoichiometric numbers Thus for the preceding reaction, if 05 mol of CH4 disappears by reaction, 05 mol of H 2 0 must also disappear; simultaneously 05 mol of CO and 15 mol of H2 are formed Applied to a differential amount of reaction, this principle provides the equations:

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new Deadlock();

Part I:

dn3 dnl dn2 - dn1 -etc Y v1 v3 v1 The list continues to include all species Comparison of these equations yields:

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