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I'r - Memorial University of Newfoundland

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Appeodil: A1. The hyperbolic equation for generation <strong>of</strong>mixing curves for ratio-ratio<br />

plots.<br />

The relati ve contribution from two major primary sources or end-members to a<br />

sample can be assessed using both molecular and isotopic ratios included in a two<br />

component mixin g equation suggested. by Vollmer. 1976. developed. by Langmuir et al...<br />

1978. and applied for the appo rtionment <strong>of</strong>PAH sourc es by O'Malley, 1994 and<br />

O'Malley et 01.• 1996. The mixing equation is a hyperbol a <strong>of</strong> the form :<br />

where A, B. C, and D are the coe fficients;<br />

Ax +Bxy + Cy +D - O,<br />

and x. y are general variables along the abscissa and ordinate respectively reprezenting<br />

coordinates <strong>of</strong>the end-member i,<br />

The curvature <strong>of</strong>hyperbola is contro lled by the B coefficient and can be estimated. by<br />

calculatin g r:<br />

Suppose one wants to calc ulate the coefficients for compounds. X, Y, 1., and W with<br />

x/v ratio on the x axis and VW ratio on the y axis. andcar soots and crankcase oil<br />

representing co mbustio n and petroleum end-members respectively. Then the above<br />

parameters are ass igned as follows;<br />

250

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