Crece el IVF para los tres agregados en diciembre

El IVF del mes de diciembre mostró crecimiento interanual para las industrias manufactureras, que en conjunto registraron una variación de 1,4 %. Las industrias manufactureras sin refinería crecieron 1,6 %, mientras que el núcleo duro industrial mostró un crecimiento de 0,1 %.
Fuente: Observatorio de Industria, Energía y Tecnología.
El crecimiento de las industrias manufactureras se produjo al influjo de los grandes emprendimientos, ya que el núcleo duro industrial se mantuvo prácticamente sin variación respecto a diciembre de 2019.
Fuente: Observatorio de Industria, Energía y Tecnología.
Análisis mensual
A nivel de ramas industriales, 32 de 62 mostraron variaciones positivas, lo que posibilita que el índice de difusión industrial llegue al 51,6 %.
Si se analizan las incidencias de las ramas industriales en la variación del conjunto de las industrias manufactureras respecto a igual mes del año pasado, se observa que las ramas que más incidencia positiva tuvieron en la evolución del entramado industrial fueron Industria básica de hierro, acero y metales no ferrosos (rama 2700), con incidencia de 1,18 p.p. y variación de 89,22 %; Sustancias químicas básicas (rama 2411), con incidencia de 1,06 p.p. y variación de 58,74 %; y Elaboración de productos alimenticios n.c.p (rama 1549), con incidencia de 0,80 p.p. y variación asociada de 10,43 %.
Las ramas industriales con mayores incidencias negativas fueron Molinos arroceros (rama 1534), con incidencia de -1,28 p.p. y variación de -71,47 %; Bebidas sin alcohol (rama 1554), con -0,53 p.p. de incidencia y variación de -14,84%; y Cervecerías y fabricación de maltas (rama 1553), con incidencia de -0,49 p.p. y variación asociada de -10,20 %.
Respecto a los indicadores Índice de personal ocupado (IPO) e Índice de horas trabajadas (IHT), se resumen en el siguiente cuadro las variaciones para los agregados industriales de ambos, así como su comparación con las variaciones mostradas por el IVF.
Variación interanual diciembre (%) | |||
Agregado industrial | IVF | IHT | IPO |
Industrias manufactureras | 1,4 | -7,3 | -7,9 |
Industrias s/refinería | 1,6 | -7,3 | -8,0 |
Núcleo duro | 0,1 | -7,4 | -8,1 |
Fuente: elaboración propia a partir de datos del Observatorio de Industria, Energía y Tecnología.
Los índices laborales en diciembre continúan mostrando variaciones mensuales interanuales negativas, al igual que en los meses anteriores, mientras que el IVF muestra variaciones positivas para todos los agregados.
Fuente: Observatorio de Industria, Energía y Tecnología.
En cuanto al personal ocupado, el índice de difusión industrial para la variación mensual interanual de diciembre mostró que 16 de las 62 ramas industriales presentaron variaciones positivas (valor del índice 25,8 %), mientras que para las horas trabajadas, el índice de difusión industrial ascendió a 38,7 %, consecuencia de la variación positiva registrada en 24 ramas.
Acumulado del año
Si se considera el promedio del IVF en el acumulado del año y se lo compara con igual período del año anterior, las industrias manufactureras registraron una variación de -5,0 %, las industrias manufactureras sin refinería variaron -4,8 % y el núcleo duro registró una variación de -6,3 %.
Fuente: Observatorio de Industria, Energía y Tecnología.
En el acumulado del año el núcleo duro es el agregado que más cae, lo que muestra cómo los grandes emprendimientos y la refinería en conjunto atenúan en parte la caída de la mayor parte de las industrias manufactureras.
Las ramas que más inciden positivamente en el conjunto de las industrias manufactureras son Pulpa de madera, papel y cartón (rama 2101), con una incidencia de 0,66 p.p. y una variación de 4,91 %, seguida de la rama Productos lácteos (rama 1520), con incidencia de 0,21 p.p. y variación de 3,85 % y, en tercer lugar, Elaboración de alimentos preparados para animales (rama 1533), con incidencia de 0,15 p.p. y variación de 21,41 %.
Por otro lado, las ramas que más inciden negativamente son Producción de combustibles, aceites grasas lubricantes, productos bituminosos y otros derivados del petróleo (rama 2320), con una incidencia de -1,07 p.p. y una variación de -6,32 %; Elaboración de productos alimenticios n.c.p (rama 1549), con incidencia de -0,74 p.p. y variación de -9,06 %; y Curtiembres y talleres de acabado (rama 1911), con una incidencia de -0,66 p.p. y variación de -40,68 %.
En el acumulado del año, el índice de difusión industrial fue de 35,5 %, debido a que 22 de las 62 ramas muestran crecimiento.
Respecto a los indicadores IPO e IHT, se resumen en el siguiente cuadro las variaciones para los agregados industriales de ambos índices y su comparación con las variaciones mostradas por el IVF para el promedio acumulado del año hasta diciembre:
Variación interanual ac año ene-dic 2020 (%) | |||
Agregado industrial | IVF | IHT | IPO |
Industrias manufactureras | -5,0 | -12,5 | -9,4 |
Industrias s/refinería | -4,8 | -12,6 | -9,5 |
Núcleo duro | -6,3 | --12,8 | -9,7 |
Fuente: elaboración propia a partir de datos del Observatorio de Industria, Energía y Tecnología.
Se observa en el acumulado del año la mayor reducción de horas trabajadas que de personal ocupado en planta para todos los agregados considerados, y la variación menos negativa del IVF en todos los agregados industriales respecto a los índices laborales.
Región
Si analizamos los índices de producción física de las industrias manufactureras en Argentina[1] y Brasil[2] observamos caídas pronunciadas para abril (primer mes completo con efecto pandemia), incluso más acentuadas que la registrada en nuestro país, y la recuperación para los tres países en los meses siguientes.
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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 diciembre de 2019, fue de 4,9 %, mientras que, para el caso de Brasil, la variación del Índice de producción física de las industrias de transformación, calculado por el IBGE en diciembre respecto al mismo mes del año anterior, ascendió a 10,2 %.
En diciembre nuestro país registró también una variación interanual positiva de 1,4%, aunque bastante menor al desempeño mensual de los índices de producción industrial de los dos principales países de la región.
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" 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Fuente: elaboración propia con base en datos de INDEC, IBGE e INE.
Si se considera el promedio de los IVF de las industrias manufactureras para el período marzo-diciembre 2020 y se lo compara con igual período de 2019, se observan caídas en la producción física para los tres países: Argentina 8,8%, Uruguay 5,8 % y Brasil 5,5 %.
Si analizamos los índices de producción física de las industrias manufactureras en Argentina y Brasil para el acumulado del año a diciembre 2020 y lo comparamos con 2019, observamos que el Índice de producción industrial manufacturero (IPI), calculado por el INDEC, cayó 7,6 %, mientras que el Índice de producción física de las industrias de transformación, calculado por el IBGE en Brasil, mostró una variación negativa de 4,8 %.
En el caso de Estados Unidos, la medición se realiza a través del Índice de producción industrial; la variación interanual en diciembre fue de -3,6 %, mientras que la variación interanual para el promedio del período marzo-diciembre fue de -8,1 % y la variación del año 2020 respecto a 2019 de -6,8 %.