STUDIES ON THE 2ND RECIPROCAL DERIVATIVE CONSTANT-CURRENT STRIPPING ANALYSIS

Citation
Xy. Ruan et al., STUDIES ON THE 2ND RECIPROCAL DERIVATIVE CONSTANT-CURRENT STRIPPING ANALYSIS, Talanta, 43(10), 1996, pp. 1657-1665
Citations number
13
Journal title
Talanta
ISSN journal
00399140 → ACNP
Volume
43
Issue
10
Year of publication
1996
Pages
1657 - 1665
Database
ISI
SICI code
0039-9140(1996)43:10<1657:SOT2RD>2.0.ZU;2-N
Abstract
Theoretical and experimental investigation have been made on a method called the second reciprocal derivative constant-current stripping ana lysis (SRD-CCSA). The SRD-CCSA is based on the measurement of the d(2) t/dE(2) signal given by the curve of (d(2)t/dE(2)) versus the electrod e potential (E). The d(2)t/dE(2)-E curve gives a maximum value (d(2)t/ dE(2))(max) and a maximum value (d(2)t/dE(2))(min), which show as two peaks on the curve. Either of the heights of the peaks and the sum of absolute values of the two peaks are proportional to the bulk concentr ation of the analyte in solution, and they are much larger than (dt/dE )(p) in the first reciprocal derivative constant-current stripping ana lysis (FRD-CCSA). The ratio of peak-peak height in the SRD-CCSA to pea k height in the FRD-CCSA is about 43n (where n represents the number o f electrons transferred during the electrode process for the analyte). Potential difference (W-pp) between the two peaks is 48.2 mV n(-1) at 25 degrees C in the SRD-CCSA, which is noticeably smaller than the ha lf-height width W-p/2 65.5 mv n(-1), in the FRD-CCSA. The theory was v erified with a home-made multireciprocal derivative measuring instrume nt. The experimental results were in good agreement with the theoretic al ones.