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<rss version="2.0"><channel><item><title>Como Medir el pH en Agricultura con equipos LAQUAtwin</title><link>https://casmontsas.com/#!/blog/como-medir-el-ph-en-agricultura-con-equipos-laquatwin/3/p/</link><image>https://casmontsas.com/galeriaimagenes/obtenerimagen/?id=193&amp;useDensity=false&amp;width=700&amp;height=200&amp;tipoEscala=crop</image><comments>https://casmontsas.com/#!/blog/como-medir-el-ph-en-agricultura-con-equipos-laquatwin/3/p/</comments><pubDate>2021-04-09 00:00:00</pubDate><creator>Fuente Horiba Scientific</creator><category>LAQUATWIN</category><description>El pH es un par&#xE1;metro muy importante para la medici&#xF3;n del suelo en la producci&#xF3;n agr&#xED;cola</description><content>&lt;p style="text-align: left;"&gt;El pH es un par&#xE1;metro muy importante para la medici&#xF3;n del suelo en la producci&#xF3;n agr&#xED;cola y los medidores de pH son una herramienta fundamental para un buen control del riego y determinar la aplicaci&#xF3;n de fertilizantes en los cultivos. &lt;/p&gt;&lt;p style="text-align: left;"&gt;Los buenos par&#xE1;metros de pH&amp;nbsp; en el suelo y en el agua, son esenciales para que los nutrientes sean bien absorbidos por las plantas.&lt;/p&gt;&lt;p&gt;Se puede determinar el pH del suelo mezclando una muestra del mismo con agua y midiendo esta soluci&#xF3;n con los medidores LAQUAtwin de Horiba Scientific.&lt;/p&gt;&lt;p&gt;En&lt;font color="#ff0000"&gt;&lt;a href="http://www.casmontsas.com" target="_blank"&gt; &lt;/a&gt;&lt;b&gt;&lt;a href="http://www.casmontsas.com" target="_blank"&gt;CASMONT SAS&lt;/a&gt;&lt;/b&gt;&lt;/font&gt; encontraras la tecnolog&#xED;a de los equipos LAQUAtwin de Horiba Scientific para el seguimiento de este par&#xE1;metro.&lt;/p&gt;&lt;p&gt;&lt;u&gt;&lt;span style="font-weight: 600;"&gt;Introducci&#xF3;n&amp;nbsp;&lt;/span&gt;&lt;/u&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;El pH del suelo es la medici&#xF3;n de acidez o alcalinidad del mismo. En la escala pH 7 es neutral y debajo de 7 es acido y por encima de 7 es alcalino. La Acidez o Alcalinidad afectan los nutrientes disponibles para el crecimiento de las plantas. En suelos muy &#xE1;cidos, el aluminio y manganeso se convierten en t&#xF3;xicos mientras el calcio y f&#xF3;sforo y magnesio disminuyen afectando al crecimiento de la planta. En tanto en suelo muy alcalino el f&#xF3;sforo y los micronutrientes casi no est&#xE1;n disponibles.&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: center; margin: 15.5pt 22.5pt 0.0001pt 1pt; line-height: 14.4pt;"&gt;&lt;img 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" alt="" style="float: none;"&gt;&lt;span style="font-size: 10pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;La determinaci&#xF3;n de pH puede dar informaciones &#xFA;tiles para saber si el suelo es apto para la planta que queremos cultivar o si necesitamos ajustar el pH para poder tener un crecimiento &#xF3;ptimo.&lt;/p&gt;&lt;p&gt;El pH del suelo se puede medir muy f&#xE1;cilmente en el campo con los medidores de pH Horiba LAQUAtwin en sus tres modelos&amp;nbsp;&lt;a href="https://casmontsas.com/#!/producto/59/" target="_blank"&gt;pH11&lt;/a&gt;, &lt;a href="https://casmontsas.com/#!/producto/61/" target="_blank"&gt;pH22&lt;/a&gt; y &lt;a href="https://casmontsas.com/#!/producto/63/" target="_blank"&gt;pH33&lt;/a&gt;. Estos medidores pueden ser calibrados hasta 5 puntos utilizando soluciones de calibraciones tipo USA. El modelo pH33 adem&#xE1;s cuenta con un sensor de temperatura incorporado y una funci&#xF3;n de compensaci&#xF3;n de temperatura para calibrar y medir el pH exacto a la temperatura medida. &lt;/p&gt;&lt;p&gt;Ingresa a nuestra web &lt;a href="http://www.casmontsas.com"&gt;www.casmontsas.com&lt;/a&gt;&amp;nbsp;para m&#xE1;s especificaciones de los medidores de pH LAQUAtwin de Horiba Scientific.&lt;/p&gt;&lt;p&gt;&lt;u&gt;&lt;b&gt;M&#xE9;todo de medici&#xF3;n pH con LAQUAtwin&lt;/b&gt;&lt;/u&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align:justify"&gt;Calibrar el medidor de pH LAQUAtwin siguiendo las instrucciones del fabricante&lt;/p&gt;&lt;p class="MsoNormal" style="margin-top:3.3pt;margin-right:0cm;margin-bottom:0cm;
margin-left:1.0pt;margin-bottom:.0001pt"&gt;&lt;span style="font-size: 14px;"&gt;&lt;u style="font-weight: bold;"&gt;Preparaci&#xF3;n de la muestra y medici&#xF3;n &lt;/u&gt;&lt;span style="font-size: 12px;"&gt;(el m&#xE9;todo descripto abajo es basado sobre el m&#xE9;todo US EPA 9045D, aplicable tambi&#xE9;n para medici&#xF3;n de pH en agua sucia, barros activados y l&#xED;quidos no acuosos. Si la muestra contiene agua, el volumen de agua debe ser menor al 20% del volumen total)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-top:3.3pt;margin-right:0cm;margin-bottom:0cm;
margin-left:1.0pt;margin-bottom:.0001pt"&gt;&lt;span style="font-size: 14px;"&gt;&lt;span style="font-size: 12px;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;ol&gt;&lt;li style="margin: 3.3pt 0cm 0.0001pt 1pt;"&gt;&lt;span style="font-size: 14px;"&gt;A&#xF1;adir 20ml de agua a 20g de muestra del suelo&#xFEFF; en un vaso, mezclar durante 5 minutos y cubrir.&lt;/span&gt;&lt;/li&gt;&lt;li style="margin: 3.3pt 0cm 0.0001pt 1pt;"&gt;&lt;span style="font-size: 14px;"&gt;Dejar la soluci&#xF3;n reposar durante 1 hora.&lt;/span&gt;&lt;/li&gt;&lt;li style="margin: 3.3pt 0cm 0.0001pt 1pt;"&gt;&lt;span style="font-size: 14px;"&gt;Medir la soluci&#xF3;n y anotar el valor de pH y temperatura.&lt;br&gt;&lt;/span&gt;&lt;span style="font-size: 14px;"&gt;&lt;span style="font-size: 12px;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p class="MsoNormal" style="margin-top:3.3pt;margin-right:0cm;margin-bottom:0cm;
margin-left:1.0pt;margin-bottom:.0001pt"&gt;Para tener un resultado m&#xE1;s preciso, la soluci&#xF3;n de calibraci&#xF3;n y la muestra del suelo deben tener la misma temperatura. Si el electrodo esta cubierto de una pel&#xED;cula de aceite o grasa, limpiarlo y enjuagarlo con detergente&amp;nbsp;y agua.&lt;/p&gt;&lt;p class="MsoNormal" style="margin-top:3.3pt;margin-right:0cm;margin-bottom:0cm;
margin-left:1.0pt;margin-bottom:.0001pt"&gt;&lt;u&gt;&lt;span style="font-weight: 600;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/u&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-top:3.3pt;margin-right:0cm;margin-bottom:0cm;
margin-left:1.0pt;margin-bottom:.0001pt"&gt;&lt;u&gt;&lt;span style="font-weight: 600;"&gt;Resultado y Beneficio de medici&#xF3;n pH con LAQUAtwin&lt;/span&gt;&lt;/u&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-top:3.3pt;margin-right:0cm;margin-bottom:0cm;
margin-left:1.0pt;margin-bottom:.0001pt"&gt;&lt;u&gt;&lt;span style="font-weight: 600;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/u&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align:justify"&gt;El rango de pH deseable para un crecimiento &#xF3;ptimo para varios tipos de plantas es entre pH 6 y 7.5. Generalmente, estos valores son aceptables por la mayor&#xED;a de las plantas y as&#xED; los nutrientes son absorbidos con m&#xE1;s facilidad. &lt;/p&gt;&lt;p class="MsoNormal" style="text-align: center;"&gt;&lt;img src="galeriaimagenes/obtenerimagen/?id=199" style="width: 300px;"&gt;&lt;br&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align:justify"&gt;El pH del suelo es muy importante porque afecta directamente a la disponibilidad de nutrientes, nitr&#xF3;geno , f&#xF3;sforo y potasio que son los nutrientes b&#xE1;sicos necesarios en grandes cantidades.&lt;/p&gt;&lt;p class="MsoNormal" style="text-align:justify"&gt;El calcio, magnesio y sulfuro son nutrientes secundarios necesarios en cantidades m&#xE1;s peque&#xF1;as. Y el zinc y manganeso son los micronutrientes necesarios en muy baja cantidad. Las deficiencias de los nutrientes secundarios y micronutrientes pueden ser f&#xE1;cilmente arregladas teniendo el pH del suelo a un valor &#xF3;ptimo.&lt;/p&gt;&lt;p&gt;El pH del suelo afecta tambi&#xE9;n la actividad de los microorganismos, la poblaci&#xF3;n de bacterias que descomponen la materia org&#xE1;nica declina y su actividad reduce cuando el suelo tiene un pH muy acido, en este caso se observa acumulaci&#xF3;n de materias org&#xE1;nicas amarradas con nutrientes en particular el nitr&#xF3;geno.&lt;/p&gt;&lt;p style="text-align: center; "&gt;&lt;img src="galeriaimagenes/obtenerimagen/?id=197" style="width: 300px;"&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;span style="text-decoration-line: underline; font-weight: 600;"&gt;Aumentar el pH del suelo&lt;/span&gt;&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align:justify"&gt;Para aumentar el pH del suelo se deber&#xE1; aplicar una sustancia que contenga carbonato de calcio, como caliza o fresno de madera. Lo m&#xE1;s fina, r&#xE1;pido y efectivo ser&#xE1; la caliza. La cantidad de la misma depender&#xE1; del tipo de suelo. El fresno de madera contiene alta concentraci&#xF3;n de potasio y calcio y una peque&#xF1;a cantidad de fosfato, boro y otros nutrientes aunque no es tan eficiente como la caliza para aumentar la concentraci&#xF3;n de pH.&lt;/p&gt;&lt;p class="MsoNormal" style="margin-top:3.3pt;margin-right:9.45pt;margin-bottom:
0cm;margin-left:1.0pt;margin-bottom:.0001pt"&gt;



&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 6pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"&gt;&lt;span style="font-weight: 600; text-align: justify; text-decoration-line: underline;"&gt;Bajar el pH del suelo&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 6pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"&gt;&lt;span style="text-align: justify;"&gt;Aparte de los fertilizantes a base de amonio y materia org&#xE1;nica, el sulfato de aluminio y el azufre son sustancias comunes para bajar el pH del suelo. El sulfato de aluminio es el preferido pero cambia el pH del suelo desde el momento que se disuelve en el suelo. En cambio el azufre toma m&#xE1;s tiempo para tener efecto porque tiene que ser convertido en &#xE1;cido sulf&#xFA;rico por las bacterias del suelo.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 6pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"&gt;&lt;span style="font-family: Arial; font-size: 15px; text-align: justify;"&gt;&#xA1;Ponte en contacto con nosotros&amp;nbsp;&lt;font color="#ff0000"&gt;&lt;b&gt;&lt;a href="https://casmontsas.com/#!/-contacto-2/" target="_blank"&gt;CASMONT SAS&lt;/a&gt;&lt;/b&gt;&lt;/font&gt;! Nuestros asesores de ventas te ofrecer&#xE1;n la mejor opci&#xF3;n de acuerdo a tus necesidades y la aplicaci&#xF3;n que dar&#xE1;s a tus equipos.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 6pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"&gt;&lt;span style="font-family: Arial; font-size: 15px; text-align: justify;"&gt;Mira la linea completa de equipos LAQUAtwin!!!!&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 6pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;"&gt;&lt;div style="text-align: center;"&gt;&lt;img src="galeriaimagenes/obtenerimagen/?id=201" style="width: 100%;"&gt;&lt;/div&gt;&lt;br&gt;&lt;/p&gt;</content></item><item><title>LAQUAtwin Medidores de Bolsillo de Calidad de Agua</title><link>https://casmontsas.com/#!/blog/laquatwin-medidores-de-bolsillo-de-calidad-de-agua/1/p/</link><image>https://casmontsas.com/galeriaimagenes/obtenerimagen/?id=181&amp;useDensity=false&amp;width=700&amp;height=200&amp;tipoEscala=crop</image><comments>https://casmontsas.com/#!/blog/laquatwin-medidores-de-bolsillo-de-calidad-de-agua/1/p/</comments><pubDate>2021-03-15 00:00:00</pubDate><creator>Marisa</creator><category>LAQUATWIN</category><description>Los medidores de bolsillo LAQUAtwin son sencillos y f&#xE1;cil de usar.
8 par&#xE1;metros de calidad del agua: pH, Conductividad, Solidos Disueltos Totales (TDS), iones (Na, K, NO3, Ca) y Salinidad.
</description><content>&lt;div&gt;&lt;b&gt;&lt;u&gt;&lt;span style="font-size: 18px;"&gt;Los medidores de bolsillo LAQUAtwin son sencillos y f&#xE1;cil de usar.&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b style=""&gt;&lt;font color="#ff0000"&gt;&lt;br&gt;&lt;/font&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b style=""&gt;&lt;font color="#085294"&gt;8 par&#xE1;metros de calidad del agua: pH, Conductividad, Solidos Disueltos Totales (TDS), iones (Na, K, NO3, Ca) y Salinidad.&lt;/font&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;Los medidores LAQUAtwin ofrecen mediciones sencillas, confiables y r&#xE1;pidas y aportan una nueva dimensi&#xF3;n a las pruebas de calidad de agua y an&#xE1;lisis electroqu&#xED;micas. Lleve LAQUAtwin con usted a cualquier lugar y en cualquier momento. Ser&#xE1; su laboratorio en el campo. Seleccione el medidor que corresponde a su necesidad entre una l&#xED;nea colorida completa de varios modelos.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;img src="galeriaimagenes/obtenerimagen/?id=185" style="width: 100%;"&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;font color="#ff0000"&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/font&gt;&lt;/div&gt;&lt;div&gt;&lt;b style=""&gt;&lt;font color="#085294"&gt;&lt;br&gt;&lt;/font&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b style=""&gt;&lt;font color="#085294"&gt;Un an&#xE1;lisis preciso a partir de una sola gota y en tan solo unos segundos.&lt;/font&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;Utiliza el mismo principio de medici&#xF3;n que los electrodos tradicionales de laboratorio. Los LAQUAtwin combinan todos los componentes dentro de un sensor plano de menos de 1mm de espesor, el resultado de 60 a&#xF1;os de experiencia en investigaci&#xF3;n y desarrollo de tecnolog&#xED;a innovadora de electroqu&#xED;mica.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;img src="galeriaimagenes/obtenerimagen/?id=183" style="width: 100%;"&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;font color="#085294"&gt;&lt;b&gt;Realice calibraciones y mediciones con tan solo pulsar un bot&#xF3;n, la cara feliz le indicara que ya puede leer el resultado.&lt;/b&gt;&lt;/font&gt;&lt;/div&gt;&lt;div&gt;Operaciones sencillas con solo un bot&#xF3;n para la calibraci&#xF3;n y la medici&#xF3;n. La visualizaci&#xF3;n de la cara feliz en la pantalla significa que la calibraci&#xF3;n esta completa o que la medici&#xF3;n esta estable.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;font color="#085294"&gt;Medidores totalmente a prueba de agua y polvo (IP67) con pantalla a retroiluminaci&#xF3;n.&lt;/font&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;Los medidores LAQUAtwin y el sensor son totalmente resistentes al agua y al polvo, por lo que puede llevarlos donde quiera y usarlos cuando quiera. La pantalla a retroiluminaci&#xF3;n permite una buena lectura de los resultados en campo a&#xFA;n en lugares oscuros.&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;font color="#085294"&gt;&lt;br&gt;&lt;/font&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;font color="#085294"&gt;Incluye un estuche con soluciones de calibraci&#xF3;n y accesorios.&lt;/font&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;El estuche compacto contiene todo lo que necesita empaquetado en un estuche para transportarlo y almacenarlo de forma pr&#xE1;ctica. Tambi&#xE9;n puede sujetar una correa (no incluida) en el medidor para su comodidad.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;img src="galeriaimagenes/obtenerimagen/?id=187" style="width: 100%;"&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Si queres conocer m&#xE1;s sobre los LAQUAtwin y los productos de Horiba Scientific no dudes en comunicarte con nosotros mail: info@casmontsas.com Movil: +54 911 3954 5410&lt;/div&gt;</content></item></channel></rss>
