Los tres agregados industriales muestran retrocesos interanuales en su producción física

Las variaciones de los distintos agregados muestran que el desempeño de las empresas del núcleo duro (conjunto de empresas industriales sin los grandes emprendimientos) fueron las que más cayeron:
Fuente: Observatorio de Industria, Energía y Tecnología.
Análisis mensual
A nivel de ramas industriales, 29 de 62 mostraron variaciones positivas, posibilitando que el índice de difusión industrial
llegue al 46,8%.
Si se analizan las incidencias de las ramas industriales en la variación del conjunto de las industrias manufactureras en el mes de enero respecto a igual mes del año pasado se observa que las ramas que más incidencia positiva tuvieron en la evolución del entramado industrial fueron:
- Matanza de ganado y aves. preparación de carnes (rama 1511) con incidencia de 1,50 p.p. y variación de 25,85%;
- Pulpa de madera, papel y cartón (rama 2101) con incidencia de 0,77 p.p. y variación de 5,06%
- Productos lácteos (rama 1520) con incidencia de 0,54 p.p. y variación asociada de 9,76%.
Las ramas industriales con mayores incidencias negativas en el mes de octubre fueron:
- Molinos arroceros (rama 1534) con incidencia de -0,90 p.p. y variación de -47,29%;
- Bebidas sin alcohol (rama 1554) con -0,74 p.p. de incidencia y variación de -26,14%
- Elaboración de productos alimenticios n.c.p (rama 1549) con incidencia de -0,71 p.p. y variación asociada de -8,75%.
Respecto a los indicadores “índice de personal ocupado” (IPO) e “índice de horas trabajadas” (IHT), se resume en el siguiente cuadro las variaciones para los agregados industriales de ambos índices y su comparación con las variaciones mostradas por el IVF:
Fuente: Observatorio de Industria, Energía y Tecnología.
Si analizamos los índices de producción física de las industrias manufactureras en Argentina[1] y Brasil[2] observamos caídas pronunciadas para el mes de abril del año pasado (primer mes completo con efecto pandemia), incluso más acentuadas que la registrada en nuestro país y recuperación en los meses siguientes para los tres países
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style="width:453.75pt; height:231.75pt" /> Fuente: elaboración propia en base a datos de INDEC, IBGE e INE.
En el caso de Argentina, la variación del “índice de producción industrial manufacturero (IPI)” calculado por el INDEC respecto a enero de 2020 fue de 4,4% mientras que, para el caso de Brasil, la variación del “índice de producción física de las industrias de transformación” calculado por el IBGE en enero respecto al mismo mes del año anterior ascendió a 2,3%.
Nuestro país registró, en cambio, registró una variación interanual negativa en el mes de enero de -0,3%, variando en sentido opuesto a nuestros vecinos regionales.[1]
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" 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Fuente: elaboración propia en base a datos de INDEC, IBGE e INE.
Si se considera el promedio de los IVF de las industrias manufactureras para el período marzo 2020 – enero 2021 y se lo compara con igual período de un año anterior,[4] se observan caídas en la producción física para los tres países: Argentina 7,7%, Uruguay 5,3% y Brasil 4,9%.
En el caso de Estados Unidos, la medición se realiza a través del “Índice de producción industrial”; la variación interanual en enero fue de -1,8 % mientras que la variación interanual para el promedio del período marzo 2020 – enero 2021 fue de -7,9%.