Download - Errata
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Errata for "Separation Process Principles", 3rd Editionby Seader, Henley, and Roper
Page 121, left-hand column, Equation (3-192):
Replace with
Page 127, left-hand column, line 2 of part (c) of shaded Example 3.20:Replace "0.1975" with "0.001975".
Page 149, right-hand column, line 2 of shaded Example 4.2:Replace "In Figure 1.9" with "In Figure 1.8".
Page 159, left-hand column, Figure 4.20 (a) and (b):Replace "xA" with "XA" replace "xB" with "XB".
Page 217, right-hand column, line 1 above Equation 6-13):Replace "solute absorbed or stripped:" with "solute absorbed or stripped by subtracting each of these two equations from 1:
Page 225, left-hand column, line 5 from the bottom of shaded Example 6.4:Replace "From a rearrangement of (6-36)" with "From a rearrangement of (6-32)".
Page 261, right-hand column, Equation (7-2):
Replace the right-hand term of this equation, with
Page 269, left-hand column, line 1 above part (a) of shaded Example 7.1:Replace "= 0.637" with " ".
Page 269, left-hand column, line 1 of part (c) of shaded Example 7.1:Replace "From (7-9), the stripping-section" with ""From (7-9), the rectifying-section".
Page 276, right-hand column, line 7 of shaded Example 7.3:Replace "= 0.048" with "= 0.028".
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Page 285, both columns, Equations (7-54) to (7-61) except for (7-56):Replace all subscripts, "1" (a numeral), on y and x with "I" (a letter).
Page 286, left-hand column, line 3 of the three-line table under the heading, Stripping Section:Replace "(x1 = 0.135, y1 = 0.18)" with "(x1 = 0.05, y1 = 0.18)".
Page 286, left-hand column, last line:Replace "on the operating line using (7-55)" with "on the operating line, using the kxa/kya
ratio according to (7-55)".
Page 286, right-hand column, Equations (7-62) and (7-63), and heading of the table below Equation (7-63):Replace "y1" with "yI", (i.e. replace the numeral subscript with the capital letter subscript).
Page 287, right-hand column, line 3 under Equation (7-69):Replace "points (Hn-1, yn-1) and (Hn-1, yn-1) " with "points (Hn-1, yn-1) and (hn-1, xn-1) ".