Kinetic analytical method for determination of uric acid in human urine using analyte pulse perturbation technique
A
J. Braz. Chem. Soc., Vol. 23, No. 8, 1450-1459, 2012.
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Article
Kinetic Analytical Method for Determination of Uric Acid in Human Urine using
Analyte Pulse Perturbation Technique
Nataša D. Pejić,*,a Jelena P. Maksimović,b Slavica M. Blagojević,a
Slobodan R. Anić,c Željko D. Čupić c and Ljiljana Z. Kolar-Anić b
Department of Physical Chemistry and Instrumental Methods, Faculty of Pharmacy,
University of Belgrade, Vojvode Stepe 450, 11000 Belgrade, Serbia
a
Faculty of Physical Chemistry, University of Belgrade, Studentski trg 12-16,
P.O. Box 137, 11000 Belgrade, Serbia
b
Department of Catalysis and Chemical Engineering, IHTM, University of Belgrade,
Njegoševa 12, 11000 Belgrade, Serbia
c
Novos métodos simples e confiáveis para a determinação de ácido úrico (UA) são propostos e
validados. Para a determinação quantitativa de UA, duas matrizes foram usadas: a reação oscilatória
de Bray-Liebhafsky (BL) em um estado estacionário de não equilíbrio, estável, próximo ao ponto
de bifurcação (método A), e o subsistema não oscilante (mistura de KIO3 e H2SO4), isto é, reação
de Dushman (RD) em um estado estacionário (método B). Os métodos propostos são otimizados
num reator tanque continuamente agitado (CSTR) e aplicados com excelentes resultados na
determinação de UA em amostras de urina humana. A relação linear entre o deslocamento potencial
máximo DEm e o logaritmo da concentração de UA (processo A), ou entre DEm e a concentração
UA (processo B) é obtido no intervalo de concentração 2,98 × 10‑5‑2,68 × 10-4 mol L-1 e
2,98 × 10‑5‑3,58 × 10-4 mol L-1, respectivamente. Os métodos têm uma velocidade de processamento
de amostra excelente de 30 amostras h-1 (método A) e 7 amostras h-1 (método B) com sensibilidade
determinada para ser 1,1 × 10-5 mol L-1 (método A) e 8,9 × 10-6 mol L-1 (método B), e precisão
RSD ≤ 3.4% para ambos os métodos. Alguns aspectos do possível mecanismo de ação de UA
nos sistemas de reação oscilante BL e não-oscilante de Duschman, são discutidos em detalhe.
Simple and reliable novel methods for the determination of uric acid (UA) are proposed and
validated. For quantitative determination of UA, two matrices were used: the Bray-Liebhafsky
(BL) oscillatory reaction in a stable non-equilibrium stationary state close to the bifurcation point
(method A) as well as, the BL non-oscillating subsystem (mixture KIO3 and H2SO4), i.e., Dushman
reaction (DR) in a steady state (method B). The proposed methods are optimized in a continuously
fed well stirred tank reactor (CSTR) and applied with excellent results in the determination of UA
in human urine samples. The linear relationship between maximal potential shift DEm, and both the
logarithm of the UA concentration (procedure A) and UA concentration (procedure B) is obtained
in the concentration range 2.98 × 10-5-2.68 × 10-4 mol L-1 and 2.98 × 10-5‑3.58 × 10‑4 mol L-1,
respectively. The methods have an excellent sample throughput of 30 samples h-1 (method A) and
7 samples h-1 (method B) with the sensitivity determined to be 1.1 × 10-5 mol L-1 (method A) and
8.9 × 10-6 mol L-1 (method B) as well as the precision RSD ≤ 3.4% for both methods. Some aspects
of the possible mechanism of UA action on the BL oscillating and Duschman non-oscillating
reaction systems are discussed in detail.
Keywords: uric acid, perturbation technique, Bray-Liebhafsky oscillatory reaction, Dushman
reaction, urine
*e-mail:
Vol. 23, No. 8, 2012
Pejić et al.
Introduction
Uric acid (UA) [7,9-dihydro-1H-purine-2,6,8(3H)trione] is the primary final product of purine metabolism.
As a natural antioxidant that exists in human plasma in
relatively higher concentration,1 it may play a protection
role, because it is involved in many pathological changes.2
Determination of this very important biological specie
is very significant since abnormal levels of UA in the
body fluids are symptoms of several diseases;3 continuous
monitoring of UA would be often recommended in many
clinical situations. For different purposes, various methods
such as spectrophotometry,4 fluorimetry,5 electroanalysis,6,7
high performance liquid chromatography, 8 capillary
electrophoresis, 9 chemiluminescence method 10 and
other one11,12 have been commonly used to determine
concentration of UA. One of the major obstacles in
determination of UA is the presence of ascorbic acid
as interference in the biological samples. To solve this
problem, a variety of new electrochemical sensors has been
developed; different modified electrodes show excellent
sensitivity, good selectivity and antifouling properties.13,14
However, rapid methods based on a relatively simple and
inexpensive equipment are desirable.
Up to now, there have been a few papers on the
determination of UA by kinetic analytical methods,
including analytical techniques having the lactic acidacetone-Br--Mn2+-H2SO4 oscillatory reaction system as
matrix.15 Generally, kinetic methods based on the ability
of the examined substances to change kinetic parameters
of chemical reactions, particularly oscillating chemical
reactions, have become remarkably important in view of
their comparative advantages; oscillating chemical reactions
and their extreme sensitivity to external perturbations make
these systems, as matrices, particularly interesting for
designing kinetic methods of analysis for the determination
of different biologically and pharmaceutically important
compounds. 16-21 When the oscillatory reaction is the
matrix, two distinct methods have been proposed. The first
above-mentioned method19 is based on the relationship
between the concentrations of analyte and the response of
the matrix in the oscillatory state with respect to the main
characters of oscillations, such as amplitude, period and
others. In the second method16-18 based on perturbing the
Bray-Liebhafsky (BL) oscillatory reaction as matrix in a
stable stationary state in the vicinity of a bifurcation point
the relationship between maximal potential displacement
(DEm) in the moment of the perturbation and the analyte
concentrations would be analyzed. However, using of
analyte pulse perturbation (APP) technique in both
oscillatory19 and stable steady state in vicinity of bifurcation
1451
point,16-18 the use of the largest Lyapunov exponent22 and
the high-sensitive oscillating chemical system23 make the
technique almost perfect and consequently favorable to use
it in real routine analysis.
New kinetic methods to the quantitative determination
of UA by electrode potential measurements in the BL
matrix,24,25 and Dushman reaction (DR) matrix,26 generated
in continuously fed well stirred tank reactor (CSTR),27 are
proposed in this paper. For this purpose, both the BL
matrix in a stable steady state near a bifurcation point and
DR matrix in a steady state are perturbed with variable
amounts of UA, which result in substantial changes in the
potentials of the matrices dynamic states that a (...truncated)