Dinamômetro Tubular KGF - 20 KGF
Marca: CROWN
– Gravação da escala a laser com alta
precisão.
– Escala com alta resistência a abrasão ( dureza superficial
64HRC ).
– Portátil, fabricado em alumínio anodizado.
– Peso do aparelho: 180g.
– Dimensões: comprimento 190mm.
– Composto por elementos elásticos de aço inoxidável.
– Deflexão em proporção direta à carga aplicada.
– Mostrador linear, de leitura simples e direta, com divisões
em branco sobre fundo preto.
– Graduação em dupla escala.
– Ponteiro de indicação em vermelho.
– Exclusivo botão regulador com retorno do índice para
posição zero para cargas de tara até 20% da capacidade do aparelho.
– Pode ser usado em qualquer posição.
– Erro máximo: 1 divisão.
– Fornecido com um manípulo e um gancho.
– Garantia de um ano contra qualquer defeito de material,
fabricação ou precisão.
– Opcional certificado de calibração.
Capacidades:
![](data:image/png;base64,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)
Marca: CROWN
– Gravação da escala a laser com alta
precisão.
– Escala com alta resistência a abrasão ( dureza superficial
64HRC ).
– Portátil, fabricado em alumínio anodizado.
– Peso do aparelho: 180g.
– Dimensões: comprimento 190mm.
– Composto por elementos elásticos de aço inoxidável.
– Deflexão em proporção direta à carga aplicada.
– Mostrador linear, de leitura simples e direta, com divisões
em branco sobre fundo preto.
– Graduação em dupla escala.
– Ponteiro de indicação em vermelho.
– Exclusivo botão regulador com retorno do índice para
posição zero para cargas de tara até 20% da capacidade do aparelho.
– Pode ser usado em qualquer posição.
– Erro máximo: 1 divisão.
– Fornecido com um manípulo e um gancho.
– Garantia de um ano contra qualquer defeito de material,
fabricação ou precisão.
– Opcional certificado de calibração.
Capacidades:
Dinamômetro Tubular KGF - 20 kgf
- Marca: CROWN
- Modelo: Tubular 20 kgf
- Disponibilidade: 7 dias + transporte
-
R$360,00
- ou em até 1x de R$360,00 sem juros Total: R$360,00
- ou em até 2x de R$184,30 com juros Total: R$368,60
- ou em até 3x de R$125,74 com juros Total: R$377,21
- ou em até 4x de R$96,45 com juros Total: R$385,81
- ou em até 5x de R$78,47 com juros Total: R$392,36
- ou em até 6x de R$66,29 com juros Total: R$397,76
- ou em até 7x de R$57,51 com juros Total: R$402,59
- ou em até 8x de R$50,62 com juros Total: R$404,96
Taxa de juros de 2.7% ao mês
Pague somente R$352,80 à vista no boleto. (2% de desconto)