Saltar enlaces
Refractómetro óptico diseñado para comprobar y medir diferentes rangos de sustancias como pueden ser: etilenglicol, propilenglicol, ácido de batería y líquido adblue.
No se pudo obtener el video del producto.
  • Mide la concentración de refrigerante/ anticongelante.
  • Mide la capacidad de retención de carga de la batería.
  • Mide el porcentaje del líquido adblue.
  • Cuerpo de aluminio con mango de goma antideslizante.
  • Función de compensación automática de temperatura (ATC).
  • Calibración manual ajustable, fácil de enfocar. ?Base ocular suave con gran comodidad.

principales_ventajas

<ul> <li>No se requieren baterías, ni fuente de alimentación.</li> <li>Instrumento resistente a la abrasión y a la corrosión.</li> <li>Viene con un estuche,conveniente para el almacenamiento y portátil para su uso.</li> </ul>

modo_de_uso

<ul> <li>Compruebe que el prisma y tapa están limpios. (limpie la tapa y prisma con un paño seco). </li> <li>Utilizando la pipeta, aplicar una gota del líquido a probar sobre el prisma. </li> <li>Cierre la tapa. </li> <li>Una luz fuerte y una línea de separación obscura (línea de agua) aparece en la escala, lea a continuación; en la escala podrá ver si tiene la cantidad del líquido que haya seleccionado. Si no tiene suficiente cantidad, aumente la dosis y vuelva a realizar una nueva medición con el refractómetro. </li> <li>Después de la prueba, limpie el prisma.</li> </ul>

datos_tecnicos

<p><img 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" alt="" width="375" height="128" /></p>

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<ul> <li>No agitar, golpear o dejar caer el instrumento durante su uso.</li> <li>Los residuos deben limpiarse inmediatamente después de la medición.</li> </ul>
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