Determination of aflatoxin biomarkers in excreta and ileal content of chickens.

Aflatoxins are carcinogenic secondary metabolites frequently detected in food and feed stuff based on maize and other crops susceptible to infection with the fungal pathogen Aspergillus flavus. We investigated the metabolization of aflatoxins in chickens by analyzing excreta and ileal content and developed and validated a biomarker method for detection of aflatoxins and their metabolites in these matrices. Analysis of ileal content served to distinguish between urinary and fecal excretion combined in the excreta samples. During a 3-wk animal trial, one hundred sixty-eight 1-day-old chicks were randomly allocated to 24 pens with 7 chicks per pen and subjected to different feed regimens with: A) toxin-free feed, B) feed supplemented with 18 ng of total aflatoxins/g, and C) feed supplemented with 515 ng of total aflatoxins/g. Chicken excreta and ileal content were sampled after 7, 14, and 21 D. An analytical method based on liquid chromatography coupled to tandem mass spectrometry was validated for the determination of aflatoxin B1, B2, G1, G2, M1, P1, Q1, and aflatoxin B1-N7-guanine (AFB1-N7-Gua) in chicken's samples. Comparing chicken excreta, which contain urine and feces, to ileal content, which contains no urine, we explored the secretion pathway of aflatoxin metabolites. The AFB1-N7-Gua was only detected in excreta, whereas aflatoxin M1 (AFM1) was detected both in ileal content and excreta. Aflatoxin M1 was detected in excreta in concentrations 5 times higher than in ileal content, suggesting primary excretion via urine. Although chickens are relatively resistant to aflatoxins, contamination of feed can lead to adverse effects and thus economic losses in farming. Therefore, a biomarker method to estimate the exposure of chickens to aflatoxins can play an important role to monitor the animals' health.

The propagation of the nerve impulse.

A partial differential equation for the propagated action potential is derived using symmetry, charge conservation, and Ohm's law. Charge conservation analysis explicitly includes the gating charge when applied in the laboratory frame. When applied in the system of reference in which capacitive currents are zero, it yields a relation between orthogonal components of the ionic current allowing us to express the nonlinear ionic current in terms of the voltage-dependent membrane capacitance C(V) and the axial current that satisfies Ohm's law. The ionic current is shown to behave as C(V)V[C(V)V2]' at the foot of the action potential while the gating current behaves as C(V)V[Cg(V)V]' where Cg(V) is the capacitance associated with gating. Improved knowledge of the nonlinear current makes it possible to describe the propagated action potential in an approximated way with quasilinear partial differential equations. These equations have analytical solutions that travel with constant velocity, retain their shape, and account for other properties of the action potential. Furthermore, the quasilinear approximation is shown to be equivalent to the FitzHugh-Nagumo equation without recovery making apparent its physical content.