Greenhill, G. (George), Sir, 1847-1927 · London and New York, Macmillan and Co. · leaf 532
J; (iii.) d,f; dp dpv ^30 or dpV dd jde<pdp (iv.) p, <j>; 300 dp ^t- or dpV_d<t> •^ dp (V.) e, V ■ dm ^dd or d,p dd~ jdei>,dv (vi.) V, (j>; 300 dv d(j> or d^p _d(p jd^e dv THERMODYNAMICAL RELATIONS. 521 These relations are proved geometrically in MaxwellsTheory of Heat, by… … Fig. 107. Fig. 108. Then the relation (iii.) is equivalent to (iii.) AKA0 for AK is the dilation of v at constant pressure, whileAk is —A„p, is the diminution of pressure correspondingto the increment A<p along the isothermal AD. Similarly the relations (iv.), (v.), (vi.) are equivalent to (iv.)…
Hydrostatics
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