A study of a polysulfone membrane for use in an in-situ tunable microdialysis probe during monitoring of starch enzymatic hydrolysates

We report a study made on a 5 kDa molecular weight cut-off (MWCO) polysulfone membrane (SPS 4005) for use in microdialysis sampling of starch enzymatic hydrolysates on-line coupled to column liquid chromatography with integrated pulsed electrochemical detection. Membrane characteristics were evaluated by examining both the membrane and membrane support layer using a scanning electron microscope (SEM). This study was made so as to elucidate the mechanism or mode by which a membrane exposed to different bioprocess conditions is either fouled or destroyed. The correlation of extraction fraction data with SEM was a confirmatory test for the observed change in the membrane characteristics. Examinations were made after keeping the membrane in pure water for 5, 10 and 30 min at room temperature or after perfusing the membrane with pure water continuously at room temperature, 60 and 90°C for 24 h. Extraction fractions were evaluated at these temperatures to see applicability of the SPS 4005 membrane to high temperature bioprocesses. Scanning electron microscopy studies were also made on membranes used for sampling and sample clean-up during on-line monitoring of the hydrolysis of soluble starch (according to Zulkowsky) for 32 h, and the hydrolysis of wheat starch at room temperature, 60 and 90°C for 6 h. Non-specific/directed protein-membrane interactions were evaluated by sampling maltoheptaose with a microdialysis probe fitted with a 10 mm SPS 4005 membrane, before and after treatment with an enzyme solution of Termamyl (endo-1,4-- -glucan glucanohydrolase EC 3.2.1.78).     

MinimalG-functions. II

The concept of aG-function, introduced by Nowosad and Hoffman, gives an appropriate setting for many generalizations of the Gerschgorin Circle Theorem. In this paper, we extend our previous results for minimalG-functions to the partitioned matrix case.     

A note on the structure of pairwise balanced designs

We show that if a pairwise balanced design with λ = 1 has ν objects and block sizes between 2 and ν − 2, and it is not a symmetric balanced design, then each of its largest blocks has a nonempty intersection with at least ν other blocks     

Geometric convergence of rational approximations toe −z in infinite sectors

Summary In this paper, we study the geometric convergence of rational approximations toe ^–z in infinite sectors symmetric about the positive real axis.Research supported in part by the Air Force Office of Scientific Research under Grant AFOSR-74-2688, and by the University of South Florida Research CouncilResearch supported in part by the Air Force Office of Scientific Research under Grant AFOSR-74-2729, and by the Atomic Energy Commission under Grant AT (11-1)-2075