![](data:image/png;base64,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)
61
Biotempo 2008, Volumen 8,
S. Aureus, L. Monocytogenes, E. Coli, and S.
DUBAL, Z.B, Paturkar, A.M, Waskar, V.S. 2004.
Technological and economic potencial of poly
DATTA, Rathin, Tsai, S.P., Bonsignore, P. 1995.
microbiology. 66: 1493-1498.
beef carcass tisue. Applied and Environmental
O157:H7 on efficacy
BERRY, Elaine and Cutter, C.N. 2000. Effects of
BELL, M.F., Marshall, R.T.& Anderson, A.E. 1986.
Microbiology. 66: 2001-2005.
membrana. Applied and Environmental
ALOKOMI, H.., Skytta, E. Saarela, T., Latva-Kala,
LITERATURA CITADA
moléculas de ATP por cada molécula de glucosa
cuatro moléculas de ATP, dos por cada molécula de
La glucólisis consume dos moléculas de ATP durante
o lactato más
para aceptar los electronesmolécula de NAD+
liberados. Este «bloqueo» se supera en la
fermentación mediante la nueva oxidación de NADH
a NAD+, a través de reacciones que supone la
reducción del piruvato a una extensa variedad de
productos de fermentación. En el caso de las
levaduras, el piruvato se reduce a etanol y se libera
CO2. en las bacterias ácido lácticas (LAB) el piruvato
de reduce a lactato.
Durante cualquier proceso que produzca energía, la
oxidación debe acompañarse de una reducción y debe
haber un aceptor de electrones por cada electrón
cedido. En este caso, la reducción del NAD+ en un
paso enzimático de la glucólisis se equilibra con su
oxidación en el otro paso. Los productos finales
también deben estar en equilibrio redox con el sustrato
inicial, la glucosa. Es así que los productos finales
que se generan etanol más CO2
protones, estén en equilibrio atómico y electrónico
con la glucosa inicial.
las dos fosforilaciones de la glucosa y se sintetizan
ácido 1,3-difosfoglicérico convertida a piruvato, por
tanto, la ganancia neta del organismo es de dos
fermentada.
K. 2000. Lactic acid permeabilizes gram-
negatives bacteria by disrupting the outer
Microbiological and sensory testo f beef treated
with acetic acid and formica acids. Journal of
Food Protection. 49: 207-210.
acid adaptation of E. coli
of acetic acid spray washes to decontaminate
(lactic acid) and acid derivates. FEMS
Microbiology Reviews. 16: 221-231.
Effect o food grade organic acids on inoculated
54 - 64
Enzime and Microbial Technology. 30: 176-186.
batch cultures in whey permeate/yeast extract
and lactic acid production during pH – controlled
growth
SCHEPERS, Adolf, Thibault, Jules, Lacroex,
Environmental Microbiology. 67: 2410-2420.
decontamination fluids. Applied and
in model system of fresh meat
G. 2001. Influence of the natural microbial flora
SAMELIS, J., Sofos, J.N., Kendall, P.A. and Smith,
International Journal of Food Microbiology. 79:
ROSS, R.P., Morgan, S., Hill, C. 2002. Presevation
PRESCOTT. Harley. Klen. 2002. Microbiología.
MEDYNISKI, A., Pospiech, E., Kniat, R. 2000.
microorganismos. Décima edición. Editorial
MADIGAN, Michael T., Martinko, Jhon M., Parker,
industrial). Editorial Acribia, S.A. España.
Industrial (Los microorganismos de interés
JACK, R.W., Tagg, J.R. and Ray, B. 1995.
packaged Viena sausages. Food Microbiology.
A. 1996. Acid treatment and pasteurization affect
DYKES, G.S, Marshall, Meissener, D. and VonHoly,
fermented sausage. Meat Science. 65: 1165-1174.
and
DUMIER, F., Colligman, A. 2003. The effects of
in sheep/goat meat stored atTyphimurium
refrigeration temperature. Meat Science. 66: 817-
821.
sodium lactate and starter cultures on pH lactid
acid bacteria, Listeria monocytogenes
Salmonella spp. leveles in pure chicken dry
the shelf life and spoilage ecology of vaccum
13: 64-74.
Bacteriocins of gram – positive bacteria.
Microbiological Reviews. 59: 171-200.
LEVEAU, J.; Bouix, M., 2000. Microbiología
Jack. 2004. Brock, Microbiología de los
Pearson Prentice Hall.
Effect of various concentrations of lactic acid
and sodium chloride on selected physico-chemical
meat traits. Meat Science. 55: 285-290.
Cuarta edición. Editorial Mc Graw Hill.
and fermentation: past, present and future.
3-16.
on the acid tolerante response of Listeria
monocytogenes
Christophe. 2002. Lactobacillus helveticus
medium. Parte I multiples factor kinetic analysis.