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50<br />

The programs have shortcut functions that are used to calculate:<br />

nt(E), pt(E), LINT <strong>and</strong> Lx (LINT is an integral required to find Us, Lx is the<br />

function within the integral); the functions are just computational shortcuts <strong>and</strong> do not<br />

affect the Idea behind the method.<br />

In short, the method calculates an array <strong>of</strong> all possible Qo(i) values, <strong>and</strong>, <strong>by</strong> a<br />

simple value <strong>by</strong> value search, finds the smallest Qo(i), <strong>and</strong> the phi_s(i) that corresponds<br />

to that Qo(i), then from that, it calculates Us, Se (Seff)<br />

Inputs:<br />

for n <strong>and</strong> p type:<br />

output file name: eight characters maximum, no extension<br />

the program creates two files with a .txt <strong>and</strong> a .pm<br />

extension<br />

the .prn is comma delineated <strong>and</strong> can be read <strong>by</strong> Excel <strong>and</strong><br />

Mathcad<br />

delta _n 10^x range: enter x, y (with the comma)<br />

where, x is the 10^x <strong>of</strong> the lowest delta _n <strong>and</strong> y is the 10^y<br />

<strong>of</strong> the<br />

highest delta_n<br />

Qf, Dit, vth: enter x.xxxxeyy, x.xxxxeyy, x.xxxxeyy (with the commas)<br />

note the eyy is how the program underst<strong>and</strong>s scientific<br />

notation<br />

where eyy = 10^yy

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