{"id":11717,"date":"2024-06-03T11:50:01","date_gmt":"2024-06-03T09:50:01","guid":{"rendered":"https:\/\/www.fluimac.com\/vm-1-motori-pneumatici\/"},"modified":"2024-10-15T10:52:53","modified_gmt":"2024-10-15T08:52:53","slug":"air-motor-vm1","status":"publish","type":"page","link":"https:\/\/www.fluimac.com\/en\/air-motor\/air-motor-vm1\/","title":{"rendered":"VM 1 &#8211; Air motor"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"11717\" class=\"elementor elementor-11717 elementor-4853\" data-elementor-post-type=\"page\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-a7390ad elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"a7390ad\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-478e8ad\" data-id=\"478e8ad\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-141f11d elementor-widget elementor-widget-breadcrumbs\" data-id=\"141f11d\" data-element_type=\"widget\" data-widget_type=\"breadcrumbs.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p id=\"breadcrumbs\"><span><span><a href=\"https:\/\/www.fluimac.com\/ja\/\">Home<\/a><\/span><\/span><\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-70952e8 elementor-section-full_width elementor-reverse-mobile elementor-section-height-default elementor-section-height-default\" data-id=\"70952e8\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-950c84c\" data-id=\"950c84c\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-98f4d09 elementor-widget elementor-widget-heading\" data-id=\"98f4d09\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\"><b>VM 1<\/b> - Air motor<\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-aa8956d elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"aa8956d\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-bdc7381 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"bdc7381\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-e39a4b9\" data-id=\"e39a4b9\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-c093f80 elementor-widget elementor-widget-text-editor\" data-id=\"c093f80\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Power: <\/strong>up to 0.35 kW (0.45 HP)<br \/><strong>Torque:<\/strong> up to 0.55 Nm (5 lbs-in)<br \/><strong>Air Consumption:<\/strong>\u00a00 to 30 m3\/hr (0 to 22 cfm)<br \/><strong>Motor Weight:<\/strong> 0.9 kg (2 lbs)<br \/><strong>Operating Pressure:<\/strong> 1.4 to 7 kg\/cm2\u00a0(20 to 100 PSI)<br \/><strong>Max Allowable speed:<\/strong> 7000 rpm (ATEX limit)\u00a0<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<div class=\"elementor-element elementor-element-10e2558 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"10e2558\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-78e70c8 elementor-widget elementor-widget-heading\" data-id=\"78e70c8\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">ATEX CERTIFICATION\n<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6865835 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"6865835\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span 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class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-8faa17a\" data-id=\"8faa17a\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-bf931df elementor-widget elementor-widget-image\" data-id=\"bf931df\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"425\" height=\"425\" src=\"https:\/\/www.fluimac.com\/wp-content\/uploads\/2024\/04\/certificazione_01.webp\" class=\"attachment-large size-large wp-image-8377\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-d5c362f\" data-id=\"d5c362f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-1cd6e88 elementor-widget elementor-widget-image\" data-id=\"1cd6e88\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"425\" height=\"425\" src=\"https:\/\/www.fluimac.com\/wp-content\/uploads\/2024\/04\/certificazione_02.webp\" class=\"attachment-large size-large wp-image-8380\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-c38a182 elementor-hidden-mobile\" data-id=\"c38a182\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-inner-column elementor-element elementor-element-e586866 elementor-hidden-mobile\" data-id=\"e586866\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-50744f3 elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"50744f3\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-f6b4010\" data-id=\"f6b4010\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4c51329 elementor-widget elementor-widget-heading\" data-id=\"4c51329\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Performance\n<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d8b2356 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"d8b2356\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-f2c187c elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"f2c187c\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-6e866d8\" data-id=\"6e866d8\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-be56172 elementor-widget elementor-widget-image\" data-id=\"be56172\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"650\" height=\"433\" src=\"https:\/\/www.fluimac.com\/wp-content\/uploads\/2024\/06\/1VM_grafico1-1.webp\" class=\"attachment-large size-large wp-image-10924\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5f81258 elementor-widget elementor-widget-image\" data-id=\"5f81258\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"650\" height=\"433\" src=\"https:\/\/www.fluimac.com\/wp-content\/uploads\/2024\/06\/1VM_grafico2-1.webp\" class=\"attachment-large size-large wp-image-10921\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-edd799a\" data-id=\"edd799a\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4e6a681 elementor-widget elementor-widget-heading\" data-id=\"4e6a681\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\">PERFORMANCE CURVES\n<\/h6>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-72c4f1d elementor-widget elementor-widget-text-editor\" data-id=\"72c4f1d\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>To choose the air motor suitable for the application, it is necessary to know the supply pressure [Air supply pressure in psi] available, and the number of revolutions [speed in rpm] required.<\/p><p>The first graph is used to identify the torque [torque Nm] and power [power kW] that the engine can provide.<\/p><p>To determine the torque you need to go vertically from the number of revolutions and cross the red curve corresponding to the chosen supply pressure. At the intersection point read the value on the left of the graph. The same procedure applies to determine the power but by crossing the gray curves and reading the value on the right of the graph.<\/p><p>In the second graph it is possible to read the air consumption [air consumption mt3\/hr]: as for the previous quantities, go vertically from the number of revolutions and cross the gray curve corresponding to the available supply pressure. From the intersection point it is possible to read the consumption value on the left of the graph.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-a698295 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"a698295\" data-element_type=\"section\" id=\"form\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-7582fb4\" data-id=\"7582fb4\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-412b794 elementor-widget elementor-widget-heading\" data-id=\"412b794\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Ask for advice\n<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-238ba72 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"238ba72\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-78fd9f4 elementor-widget elementor-widget-text-editor\" data-id=\"78fd9f4\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Do you need support in choosing the double diaphragm pump most in line with your specific fluid handling needs?<\/p><p>Fill out the form below and you will be contacted by our staff.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-bc90046 elementor-widget elementor-widget-global elementor-global-15406 elementor-widget-html\" data-id=\"bc90046\" data-element_type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<script charset=\"utf-8\" type=\"text\/javascript\" src=\"\/\/js-eu1.hsforms.net\/forms\/embed\/v2.js\" data-cmp-ab=\"2\"><\/script>\n<script>\n  hbspt.forms.create({\n    region: \"eu1\",\n    portalId: \"144007426\",\n    formId: \"e7d4f482-c737-4f74-98af-d845d77139de\"\n  });\n<\/script>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-fc7312e elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"fc7312e\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-4fbfbdc\" data-id=\"4fbfbdc\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-bdc16f1 elementor-widget elementor-widget-heading\" data-id=\"bdc16f1\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">The best solutions, certified\n<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0adb21f elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"0adb21f\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-daf0fb0 elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"daf0fb0\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-14 elementor-inner-column elementor-element elementor-element-cfafe32\" data-id=\"cfafe32\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-712a804 elementor-widget elementor-widget-image\" data-id=\"712a804\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"425\" height=\"425\" src=\"https:\/\/www.fluimac.com\/wp-content\/uploads\/2024\/04\/certificazione_01.webp\" class=\"attachment-large size-large wp-image-8377\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-14 elementor-inner-column elementor-element elementor-element-273aa74\" data-id=\"273aa74\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-e2ca8fd elementor-widget elementor-widget-image\" data-id=\"e2ca8fd\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"425\" height=\"425\" src=\"https:\/\/www.fluimac.com\/wp-content\/uploads\/2024\/04\/certificazione_02.webp\" class=\"attachment-large size-large wp-image-8380\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-14 elementor-inner-column elementor-element elementor-element-50c8f42\" data-id=\"50c8f42\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-62610a5 elementor-widget elementor-widget-image\" data-id=\"62610a5\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"425\" height=\"425\" src=\"https:\/\/www.fluimac.com\/wp-content\/uploads\/2024\/04\/certificazione_03.webp\" class=\"attachment-large size-large wp-image-8383\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-14 elementor-inner-column elementor-element elementor-element-3f53272\" data-id=\"3f53272\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-85d0561 elementor-widget elementor-widget-image\" data-id=\"85d0561\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"425\" height=\"425\" src=\"https:\/\/www.fluimac.com\/wp-content\/uploads\/2024\/04\/certificazione_04.webp\" class=\"attachment-large size-large wp-image-8386\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-14 elementor-inner-column elementor-element elementor-element-b9fce43\" data-id=\"b9fce43\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-a8bf1c9 elementor-widget elementor-widget-image\" data-id=\"a8bf1c9\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"425\" height=\"425\" src=\"https:\/\/www.fluimac.com\/wp-content\/uploads\/2024\/04\/certificazione_05.webp\" class=\"attachment-large size-large wp-image-8389\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-14 elementor-inner-column elementor-element elementor-element-8647c3b\" data-id=\"8647c3b\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-b0f2ced elementor-widget elementor-widget-image\" data-id=\"b0f2ced\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"425\" height=\"425\" src=\"https:\/\/www.fluimac.com\/wp-content\/uploads\/2024\/04\/certificazione_FDA-COMPLIANT.webp\" class=\"attachment-large size-large wp-image-8392\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-14 elementor-inner-column elementor-element elementor-element-0c83cd3\" data-id=\"0c83cd3\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-e61a5b9 elementor-widget elementor-widget-image\" data-id=\"e61a5b9\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"425\" height=\"425\" src=\"https:\/\/www.fluimac.com\/wp-content\/uploads\/2024\/04\/certificazione_07.webp\" class=\"attachment-large size-large wp-image-8395\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>VM 1 &#8211; Air motor Power: up to 0.35 kW (0.45 HP)Torque: up to 0.55 Nm (5 lbs-in)Air Consumption:\u00a00 to 30 m3\/hr (0 to 22 cfm)Motor Weight: 0.9 kg (2 lbs)Operating Pressure: 1.4 to 7 kg\/cm2\u00a0(20 to 100 PSI)Max Allowable speed: 7000 rpm (ATEX limit)\u00a0 ATEX CERTIFICATION Ex IIGD Ex IIC T6 Gb Ex IIGD [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":8374,"parent":14135,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":"","_wp_rev_ctl_limit":""},"class_list":["post-11717","page","type-page","status-publish","has-post-thumbnail","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v26.8 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Rotary Pneumatic Motor Fluid Movement 0.35KW<\/title>\n<meta name=\"description\" content=\"Air motor, ATEX certified, Power: up to 0.35kW (0.45HP),Torque: up to 0.55Nm, Air consumption: 0 to 30m3\/hr, Motor weight: 0.9kgs, Operating pressure: 1.4 to 7bar (20 to 100PSI), Max. allowed speed: 7000 rpm (ATEX limit)*\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/www.fluimac.com\/en\/air-motor\/air-motor-vm1\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Rotary Pneumatic Motor Fluid Movement 0.35KW\" \/>\n<meta property=\"og:description\" content=\"Air motor, ATEX certified, Power: up to 0.35kW (0.45HP),Torque: up to 0.55Nm, Air consumption: 0 to 30m3\/hr, Motor weight: 0.9kgs, Operating pressure: 1.4 to 7bar 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