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REVISTA INVESTIGACIÓN Y DESARROLLO
VOLUMEN 16 JULIO - DICIEMBRE 2022 P. 234 a 265
Artículo recibido: 02 de febrero de 2022 Artículo aceptado: 02 de marzo de 2022
251
Vitamina E 2.62, 52.34, y
101.27 mg/kg
15 d.p.f
1. Actividad de superoxido dismutasa,
2. Actividad de GSH-
de peroxidasa, 4. PCR, 5. Western
blot 6. Análisis de ácidos grasos, 7.
Análisis histológicos
1. Método de xantina oxidasa, 2. Espectroscopía
de oxidación de NADPH, 3. Espectroscopía, 4.
qPCR para genes nt10b, GSK-3β, PPARγ, β-
catenin, y β-actin, 5. SDS PAGE y gel con
anticuerpos para β-catenin, β-Actin y GSK-3β, 6.
Esterificación de ácidos grasos con metanol y
hexano, luego cromatografía GC-
observación por microscopio
2020)
Ketoprofeno 1, 10 y 100 μg/ml 3 h.p.f 1. Toxicidad, 2. Marcador de
oxaloacetil transaminasa y piruvato
glutamino transaminasa, 3. LDH, 4.
ATPasa unida a la membrana, 5.
Actividad de SOD, 6. Actividad de
Cat, 7. Actividad de GSH, 8. Actividad
de GPx, 9. Actividad de GST, 10.
Peroxidación lipídica, 11.
Histopatología
1. Observación de movimiento, respiración y nado,
2. Método de Reitman y Frankel, 3. Método de
Tietz, 4. Método de Shiosaca mediante espectro
UV, 5. Método de Marklun, 6. Método de Aebi
consumo de H2O2, 7. Método de Ellman, 8.
Método de Habig, producción de CDNB, 9.
Método de Devasagayam, producción de MDA,
10. Fijación en placa y observación mediante
microscopio trinocular
al., 2018)
Resveratrol 10 μg/mL 3 h.p.f
1. Generación de ROS intracelular, 2.
Apoptosis, 3. Acti
dismutasa, 4. PCR, 5. Ensayo de
EROD
1. Microscopio de fluorescencia para reacción con
DCFH-
DA, 2. Mediante naranja de acridina, 3. Kit
de Nanjing, 4. Microscopio de fluorescencia con
anticuerpos 8-OHdG, γ H2AX, cleaved-
4. qPCR para genes Gapdh y Elfa, 5.
Flourescencia de la reacción con 7-etoxiresorufina
(Ren, et al.,
2020)
Fuente: Elaboración propia en base a los resultados de la investigación bibliográfica
Tabla 3. Trabajos de compuestos químicos en pez cebra
Compuesto Concentración Etapa
expuesta
Parámetros in vivo evaluados Metodología de parámetros Referencia
1. Concentración de proteínas, 2.
Actividad de SOD, 3. Actividad de
CAT, 4. Actividad de GPx, 5.
Actividad de MPO, 6. actividad de
paraoxonasa y arilesterasa, 7. Ratio
de hidrólisis de paraxona 8.
Peroxidación lipídica, 9. Actividad de
Caspasa-3, 10. Determinación de
daño de ADN por nivel 8-OHdG
1. Método de Bradford, 2. Densidad óptica de
reacción con xantina y xantina oxidasa, 3. Método
de Aebi, 4. Oxidación de NADPH midiendo su
absorbancia, 5. Oxidación de o-
dianicidina, 6. Kits
comerciales, 7. Absorbancia a 37 C, 8. Método
TBARS, 9. Kit de Elisa, 10. Kit comercial
1. Mortalidad, 2. expresión de gstp1,
3. Biodistribución en células, 4.
Morfología
1. Observación en microscopio 2. Dimetil maleato
y sondas de ARN, 3. exponer a RNP marcadas y
expuestas a flurescencia electrónica, 4.
observación en microscopio
1. Glucosa en sangre, 2. Preparación
de tejidos, 3. Peroxidación de lípidos,
4. proteínas carboniladas, 5. niveles
de tioles no proteicos, 6. ensayo de
catalasa, 7. ensayo de superoxido
dismutasa, 8. glutatión peroxidasa, 9.
glutatión de s-transferasa, 10. RT-
PCR
1. Glucómetro, 2. Homogeneizar el cerebro con
Tris-HCl, 3. método TBARS, 4. Espectroscopia
con solución tratada con DNPH, buffer de
desnaturalización, etanol, acetato de etilo, 5.
Espectroscopía a muestras tratadas con TSA y
DTNB 6. Mezclar con buffer fosfato de potasio y
H2O2, se midió la reducción de H2O2 por
espectroscopía, 7. formación de adenocromo por
(Dos Santos, et
al., 2020)