Download Quantities, Units, and Symbols in Physical Chemistry, 2nd by Ian M. Mills, International Union of Pure and Applied PDF

By Ian M. Mills, International Union of Pure and Applied Chemistry. Commission on Physicochemical Symbols, Terminology, and Units

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Extra resources for Quantities, Units, and Symbols in Physical Chemistry, 2nd Edition

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34 The situation is further complicated by the fact that some authors use the symbol S for any of the above quantities, particularly for any of the quantities here denoted A, S and S. It is therefore particularly important to define quantities and symbols used in reporting integrated intensities. For transitions between individual states any of the more fundamental quantities B, or I I may be used; the relations are as given above, and are exact. Note, however, that the integrated absorption coefficient A should not be confused with the Einstein coefficient (nor with absorbance, for which the symbol A is also used).

18) The definitions given here relate the absorbance A10 or A to the internal absorptance o; see note (16). However the subscript i on the absorptance is often omitted. (19) In reference [19] the symbol A is used for decadic absorbance, and B for napierian absorbance. (20) 1 is the absorbing path length, and c is the amount (of substance) concentration. (21) The molar decadic absorption coefficient e is frequently called the 'extinction coefficient' in published literature. Unfortunately numerical values of the 'extinction coefficient' are often quoted without specifying units; the absence of units usually means that the units are mol' dm3 cm '.

B1 rather than By). ) . . 'p(vJ)BJNJ 5 1—1 ig I CIi, P W 3 I I = d'P/dQ Wsr 3 M M dcP/dAsource W m2 3 s kg d2cP U ,Ulisource L L= intensity, irradiance (radiant flux received) spectral intensity, spectral irradiance I, E I = thli/dA fluence F, (H) F = $1 dt = emittance Stefan—Boltzmann constant êtendue (throughput, light gathering power) resolving power resolution free spectral range C c = M/Mbb quality factor 4, 5 dN/dt = — = dQ/dt radiance finesse Notes W sr' m 2 3 6 Wm2 37 A I(v), E(i) I(v) = dI/di dt Wm 1 8 Jm2 9 1 10 Wm2 K4 10 E, (e) Mbb = cjT4 E = AQ = li/L m2 sr 11 R R= f = 1/21 f= Av7v m m 1 12 2, 12, 13 2, 14 14 Q Q = 2tv 1 14, 15 a 1 — w dW/dt (6) The radiance is a normalized measure of the brightness of a source; it is the power emitted per area of source.

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