Fotómetro Portátil de Dureza Total con CAL Check y Maleta - HI97735

El HI97735 es un fotómetro portátil avanzado para la medición de dureza total en agua de hasta 750 mg/L (ppm). Este medidor tiene un sistema óptico superior que utiliza un detector de referencia y filtros de interferencia de banda estrecha para mediciones extremadamente rápidas y repetibles.

• Sin tiempo de calentamiento antes de realizar una medición
• Modo tutorial para instrucciones paso a paso
• CAL Check para verificar el rendimiento del medidor

Al pasar a través de varias capas de suelo y rocas, el agua de lluvia disuelve algunas sustancias minerales. El arnés total es indicativo de la presencia de calcio y magnesio en el agua. Los altos niveles de dureza pueden causar incrustaciones, lo que reduce la eficiencia de la transferencia de calor en las torres de enfriamiento. La dureza también aumenta el consumo de jabones y detergentes en lavadoras o lavanderías industriales. El HI97735 utiliza una adaptación del método 130.1 recomendado por la EPA. Cuando se agrega el reactivo a una muestra que contiene magnesio y calcio, la muestra se vuelve en un tono rojo violeta; cuanto mayor es la concentración, más profundo es el color. El HI97735 es un fotómetro portátil avanzado para la medición de la dureza total en muestras de agua en el rango bajo, medio y alto. El rango bajo mide de 0 a 250 mg/L de CaCO3, el rango medio mide de 200 a 500 mg/L de CaCO₃ y el rango alto mide de 400 a 750 mg/L de CaCO₃.

El HI97735 tiene un sistema óptico innovador que ofrece un rendimiento superior en precisión, repetibilidad y el poco tiempo que se necesita para realizar una medición. Este medidor compacto e impermeable es extremadamente fácil de usar con un modo tutorial que guía al usuario gráficamente, paso a paso, en la realización de una medición. El uso de un LED de matriz de puntos retroiluminado permite el uso de teclas virtuales que hacen que el funcionamiento del medidor sea muy intuitivo, incluyendo la selección de diferentes unidades de medida, la revisión de datos GLP, la recuperación de las últimas 50 mediciones y la personalización del medidor según las preferencias del usuario.

El HI97735 es completamente impermeable, incluyendo el soporte de la cubeta que está diseñado con bordes para proteger la trayectoria óptica de los arañazos de la cubeta y un compartimento de batería con junta que contiene tres baterías AA comunes. El diseño compacto se adapta cómodamente a la mano para usar en el terreno o en una mesa para uso en un laboratorio. La pantalla LCD mide 71 mm (2,75") por 37 mm (1,6") y está retroiluminada para una fácil visualización en todas las condiciones.

<img src="data:image/jpeg;base64,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