1998
DOI: 10.1061/(asce)0733-9429(1998)124:7(767)
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Closure to “Refined Numerical Scheme for Advective Transport in Diffusion Simulation” by T. Komatsu, K. Ohgushi, and K. Asai

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Cited by 8 publications
(14 citation statements)
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“…A similar. sporadic complementation of cell killing without correction of RDS has been observed with DNA-mediated gene transfer into AT cells [36,38-401. or after cell fusion of AT cells with normal human cells [41], or in AT cells containing an extra copy of human chromosome 1 I [36,41]. Comparable results have been observed with DNA-mediated gene transfer into the AT-like V-E5 hamster cells [28].…”
Section: Discussionmentioning
confidence: 96%
“…A similar. sporadic complementation of cell killing without correction of RDS has been observed with DNA-mediated gene transfer into AT cells [36,38-401. or after cell fusion of AT cells with normal human cells [41], or in AT cells containing an extra copy of human chromosome 1 I [36,41]. Comparable results have been observed with DNA-mediated gene transfer into the AT-like V-E5 hamster cells [28].…”
Section: Discussionmentioning
confidence: 96%
“…Ibuprofen synthesis was investigated by Komatsu andc oworkers [88] in the beginning of the 1990s as at arget for an itrilase-catalyzed reaction alternative to the conventionalc hemical methods. The retrosynthetic analysis for this well-known molecule shows the formation of the chiral carboxylic acid 159 comingf rom the selective hydrolysis of the corresponding nitrile 160,w hich could be formed by as equence of steps,s tarting from isobutyl benzene 161.F ollowing this strategy,t he authors have synthetized the desired nitrile derivative 162 and tested ap urified nitrilase obtained from ac ell extract of Acinetobacter sp.…”
Section: Baeyer-villiger Monooxygenasesmentioning
confidence: 99%
“…Ibuprofen retroanalysis followed by the use of an Acinetobacter species AK 226 nitrilase. [88] Scheme26. Nitrilase approach towards Atorvastatin synthesis.…”
Section: Aldolasesmentioning
confidence: 99%
“…However, it is more difficult to devise numerical schemes of sufficient accuracy for solving the advection process (Li, 1990;Schohl and Holly, 1991). Among the procedures for solving the pure advection equation, several schemes were proposed, such as the Holly and Preissmann (1977) two-point fourth order scheme; the six-point scheme (Komatsu et al, 1985); the improved six-point scheme (Komatsu et al, 1989); the time-line interpolation scheme (Yang and Hsu, 1990); the spatial cubic spline scheme (Schohl and Holly, 1991); the SOWMAC scheme (Komatsu et al, 1992(Komatsu et al, , 1997 and the time line cubic spline scheme (Ahmad and Kothyari, 2001). The diffusion process can be accurately computed by several numerical schemes such as Crank-Nicholson central difference scheme; the Crank-Nicholson Galerkin finite-element method; or the alternate-direction implicit (ADI) scheme of Smith (1978).…”
Section: Introductionmentioning
confidence: 99%