Dimensiones de papel DIN-B y DIN-C / DIN-B and DIN-C paper dimensions
Éstos formatos son menos utilizados que el DIN-A pero debemos saber también de su existencia por si alguna vez tenemos utilizarlos. Para un creativo es imprescindible tener este tipo de conocimientos.
Suelen utilizarse principalmente para denominar y reconocer las medidas de sobres y bolsas.
Los formatos de la serie B son siempre de mayor tamaño que los de la serie A. Y los formatos de la serie C están entre medias de los dos anteriores. Al igual que los formatos A, se subdividen en diez subformatos proporcionales entre sí dependiendo del tamaño en milímetros de cada uno de sus lados.
Las proporciones son las siguientes: Las medidas exactas de los formatos de la serie B son la media geométrica de los valores relativos al formato correspondiente y el inmediatamente superior de la serie A.
Por ejemplo:
B0 = 1000 × 1414 mm2 = ?(841·1189) × ?(1189·1682) mm2, resulta de los formatos A0 (841 × 1189 mm2) y 2A0 (1189 × 1682 mm2).
Las medidas de la serie C son la media geométrica de los formatos de mismo número de las series A y B, suelen nombrar medidas de sobres.
Por ejemplo:
C0 = ?(841·1000) × ?(1189·1414) mm2 = 917 × 1297 mm2.
Los formatos C tienen una relación directa con el formato A, por
ejemplo una hoja A4 doblada en paralelo a sus lados más cortos cabe en
un sobre C5 y doblado dos veces cabe un sobre C6.
Enlace: creativosonline.org
Fuente: tamanosdepapel.com
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These formats are less used than the DIN-A but we also know its existence if we ever have to use them. For a creative is essential to have this kind of knowledge.
They are most often used to describe and recognize the actions of envelopes and bags.
The set B formats are always larger than the set A. And the C serie formats are intermediate between the two previous. As the A format, they are subdivided into ten subformats proportional to each other depending on the size in millimeters of each of its sides.
The proportions are: Accurate measurements of the B series formats are geometric mean values for the corresponding format and immediately above the set A.
For example:
B0 = 1000 × 1414 mm2 =? (841.1189) x? (1189.1682) mm2, resulting from the A0 format (841 × 1189 mm 2) and 2A0 (1189 × 1682 mm2).
The measurements of the set C are the geometric mean of formats same number of series A and B, usually on naming measures.
For example:
C0 =? (841.1000) x? (1189.1414) mm2 = 917 × 1297 mm2.
C formats have a direct relationship with the A format, for example an A4 sheet folded parallel to its shorter sides fit into a C5 and fits a folded twice on C6.
Link: creativosonline.org
They are most often used to describe and recognize the actions of envelopes and bags.
The set B formats are always larger than the set A. And the C serie formats are intermediate between the two previous. As the A format, they are subdivided into ten subformats proportional to each other depending on the size in millimeters of each of its sides.
The proportions are: Accurate measurements of the B series formats are geometric mean values for the corresponding format and immediately above the set A.
For example:
B0 = 1000 × 1414 mm2 =? (841.1189) x? (1189.1682) mm2, resulting from the A0 format (841 × 1189 mm 2) and 2A0 (1189 × 1682 mm2).
The measurements of the set C are the geometric mean of formats same number of series A and B, usually on naming measures.
For example:
C0 =? (841.1000) x? (1189.1414) mm2 = 917 × 1297 mm2.
C formats have a direct relationship with the A format, for example an A4 sheet folded parallel to its shorter sides fit into a C5 and fits a folded twice on C6.
Link: creativosonline.org
Source: tamanosdepapel.com
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