{"id":6158,"date":"2024-10-13T05:23:14","date_gmt":"2024-10-13T05:23:14","guid":{"rendered":"https:\/\/labscienceinstruments.com\/?p=6158"},"modified":"2024-10-13T13:24:38","modified_gmt":"2024-10-13T13:24:38","slug":"labscienceinstruments-box-compression-tester-an-essential-tool-for-packaging-industry","status":"publish","type":"post","link":"https:\/\/labscienceinstruments.com\/index.php\/2024\/10\/13\/labscienceinstruments-box-compression-tester-an-essential-tool-for-packaging-industry\/","title":{"rendered":"Labscienceinstruments Box Compression Tester: An Essential Tool for Packaging Industry"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-post\" data-elementor-id=\"6158\" class=\"elementor elementor-6158\" data-elementor-post-type=\"post\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-a2060fc elementor-section-full_width elementor-section-stretched elementor-section-height-default elementor-section-height-default\" data-id=\"a2060fc\" data-element_type=\"section\" data-settings=\"{&quot;stretch_section&quot;:&quot;section-stretched&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-0837cff\" data-id=\"0837cff\" 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-8c74b48 elementor-widget elementor-widget-heading\" data-id=\"8c74b48\" 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\">Labscienceinstruments Box Compression Tester: An Essential Tool for Packaging Industry<\/h1>\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-5f0747c elementor-section-full_width elementor-section-stretched elementor-section-height-default elementor-section-height-default\" data-id=\"5f0747c\" data-element_type=\"section\" data-settings=\"{&quot;stretch_section&quot;:&quot;section-stretched&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-50 elementor-top-column elementor-element elementor-element-f0fac99\" data-id=\"f0fac99\" 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-b20f1e3 elementor-widget elementor-widget-image\" data-id=\"b20f1e3\" 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\t<a href=\"https:\/\/labscienceinstruments.com\/index.php\/box-compression-strength-tester-digital\/\">\n\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"1600\" height=\"866\" src=\"https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/09\/Box-Compression.jpg\" class=\"elementor-animation-grow attachment-full size-full wp-image-4228\" alt=\"Box Compression Strength Testers for Heavy-Duty Packaging\" srcset=\"https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/09\/Box-Compression.jpg 1600w, https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/09\/Box-Compression-300x162.jpg 300w, https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/09\/Box-Compression-1024x554.jpg 1024w, https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/09\/Box-Compression-768x416.jpg 768w, https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/09\/Box-Compression-1536x831.jpg 1536w\" sizes=\"(max-width: 1600px) 100vw, 1600px\" \/>\t\t\t\t\t\t\t\t<\/a>\n\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-top-column elementor-element elementor-element-4b9ce8e\" data-id=\"4b9ce8e\" 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-bfbb988 elementor-widget elementor-widget-text-editor\" data-id=\"bfbb988\" 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<hr \/><p style=\"text-align: center;\">Categories<\/p><hr \/><p style=\"text-align: center;\"><a href=\"https:\/\/labscienceinstruments.com\/index.php\/paper-packaging-2\/\"><span style=\"color: #000000;\">Paper &amp; Packaging Testing<\/span><\/a><\/p><hr \/><p style=\"text-align: center;\"><a href=\"https:\/\/labscienceinstruments.com\/index.php\/pet-preform\/\"><span style=\"color: #000000;\">Pet Bottle &amp; Preform<\/span><\/a><\/p><hr \/><hr \/><p style=\"text-align: center;\"><a href=\"https:\/\/labscienceinstruments.com\/index.php\/textile-testing-instruments\/\"><span style=\"color: #000000;\">Textile Testing Instruments<\/span><\/a><\/p><hr \/><p>\u00a0<\/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-7dd37b1 elementor-align-center elementor-widget elementor-widget-button\" data-id=\"7dd37b1\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/labscienceinstruments.com\/index.php\/get-a-quote\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get a Quote<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\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<section class=\"elementor-section elementor-top-section elementor-element elementor-element-70dafa7 elementor-section-full_width elementor-section-stretched elementor-section-height-default elementor-section-height-default\" data-id=\"70dafa7\" data-element_type=\"section\" data-settings=\"{&quot;stretch_section&quot;:&quot;section-stretched&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-70c5985\" data-id=\"70c5985\" 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-476e3ea elementor-widget elementor-widget-text-editor\" data-id=\"476e3ea\" 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>In today&#8217;s fast-paced manufacturing world, ensuring the quality and durability of packaging materials is crucial. A vital instrument that plays a significant role in maintaining these standards is the <a href=\"https:\/\/labscienceinstruments.com\/index.php\/box-compression-strength-tester-digital\/\"><strong><em>Labscienceinstruments Box Compression Tester<\/em><\/strong><\/a>. This tool is specifically designed to evaluate the strength and performance of various packaging materials, especially corrugated boxes. Whether it&#8217;s for transporting fragile items, electronics, or everyday goods, ensuring the boxes can withstand stress during handling and shipping is essential.<\/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<section class=\"elementor-section elementor-top-section elementor-element elementor-element-39c33e0 elementor-section-full_width elementor-section-stretched elementor-section-height-default elementor-section-height-default\" data-id=\"39c33e0\" data-element_type=\"section\" data-settings=\"{&quot;stretch_section&quot;:&quot;section-stretched&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-289348e\" data-id=\"289348e\" 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-ea1a422 elementor-widget elementor-widget-heading\" data-id=\"ea1a422\" 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\">What is a Box Compression Tester?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0eded8a elementor-widget elementor-widget-text-editor\" data-id=\"0eded8a\" 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>A <a href=\"https:\/\/labscienceinstruments.com\/index.php\/box-compression-strength-tester-digital\/\"><strong><em>box compression tester<\/em> <\/strong><\/a>is an industrial testing machine that measures the <strong><a href=\"https:\/\/labscienceinstruments.com\/index.php\/box-compression-strength-tester-digital\/\">compressive strength<\/a><\/strong> of boxes. It subjects the box to increasing pressure until the box either deforms or fails. This helps manufacturers identify how much weight a box can handle without collapsing. The data gathered from these tests is valuable for packaging engineers and companies to optimize their packaging designs, reduce material costs, and ensure the safe delivery of products.<\/p><p>Labscienceinstruments, known for their cutting-edge testing equipment, offers a high-quality <a href=\"https:\/\/labscienceinstruments.com\/index.php\/box-compression-strength-tester-digital\/\"><strong><em>Box Compression Tester<\/em> <\/strong><\/a>that stands out in the industry for its precision, durability, and ease of use.<\/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<section class=\"elementor-section elementor-top-section elementor-element elementor-element-aa58b0a elementor-section-full_width elementor-section-stretched elementor-section-height-default elementor-section-height-default\" data-id=\"aa58b0a\" data-element_type=\"section\" data-settings=\"{&quot;stretch_section&quot;:&quot;section-stretched&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-f078e8f\" data-id=\"f078e8f\" 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-95bb4fc elementor-widget elementor-widget-heading\" data-id=\"95bb4fc\" 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<h3 class=\"elementor-heading-title elementor-size-default\">Features of Labscienceinstruments Box Compression Tester<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-402a7b4 elementor-widget elementor-widget-text-editor\" data-id=\"402a7b4\" 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>The <a href=\"https:\/\/labscienceinstruments.com\/index.php\/box-compression-strength-tester-digital\/\"><strong><em>Labscienceinstruments Box Compression Tester<\/em> <\/strong><\/a>comes with several advanced features that make it a preferred choice in the packaging industry:<\/p><ol><li><p><strong>High Accuracy and Precision<\/strong>: The tester is designed to provide highly accurate readings, ensuring that manufacturers get precise data on the compression strength of their packaging materials.<\/p><\/li><li><p><strong>Robust Build Quality<\/strong>: Made with durable materials, the machine can handle rigorous testing over long periods, making it a valuable investment for any business.<\/p><\/li><li><p><strong>User-Friendly Interface<\/strong>: The machine is designed with an easy-to-use interface that allows operators to set up tests and retrieve data with minimal effort.<\/p><\/li><li><p><strong>Wide Testing Range<\/strong>: The machine is capable of testing a variety of box sizes and shapes, allowing manufacturers to test multiple packaging designs and find the best fit for their products.<\/p><\/li><li><p><strong>Digital Display for Accurate Readings<\/strong>: The machine comes with a digital display that provides real-time data on the test, making it easy to track the compression process and see when the box reaches its limit.<\/p><\/li><\/ol>\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<section class=\"elementor-section elementor-top-section elementor-element elementor-element-553da18 elementor-section-full_width elementor-section-stretched elementor-section-height-default elementor-section-height-default\" data-id=\"553da18\" data-element_type=\"section\" data-settings=\"{&quot;stretch_section&quot;:&quot;section-stretched&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-c9a1e43\" data-id=\"c9a1e43\" 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-3f8ec31 elementor-widget elementor-widget-heading\" data-id=\"3f8ec31\" 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<h4 class=\"elementor-heading-title elementor-size-default\">Importance of Box Compression Testing<\/h4>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d596523 elementor-widget elementor-widget-text-editor\" data-id=\"d596523\" 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>The importance of <em>box compression testing<\/em> cannot be overstated, especially for companies that deal with product shipping and storage. Here\u2019s why:<\/p><ul><li><p><strong>Ensures Product Safety<\/strong>: Properly tested boxes protect the products inside, reducing the risk of damage during transport. This is especially important for fragile items like electronics, glassware, and delicate machinery.<\/p><\/li><li><p><strong>Cost-Effective Packaging Solutions<\/strong>: With data from the <a href=\"https:\/\/labscienceinstruments.com\/index.php\/box-compression-strength-tester-digital\/\"><strong><em>Labscienceinstruments Box Compression Tester<\/em><\/strong><\/a>, companies can optimize their packaging materials. This helps in reducing the amount of material used without compromising on safety, ultimately cutting down on costs.<\/p><\/li><li><p><strong>Sustainability<\/strong>: Reducing the material used in packaging also contributes to sustainability efforts by minimizing waste. Companies can use lighter materials while ensuring they\u2019re strong enough for their needs, aligning with global efforts to reduce carbon footprints.<\/p><\/li><li><p><strong>Compliance with Industry Standards<\/strong>: Many industries have strict guidelines and standards when it comes to packaging. Using a box compression tester ensures compliance with these standards, which is essential for businesses that operate on a global scale.<\/p><\/li><\/ul>\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<section class=\"elementor-section elementor-top-section elementor-element elementor-element-b2603d8 elementor-section-full_width elementor-section-stretched elementor-section-height-default elementor-section-height-default\" data-id=\"b2603d8\" data-element_type=\"section\" data-settings=\"{&quot;stretch_section&quot;:&quot;section-stretched&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-9944707\" data-id=\"9944707\" 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-ad38232 elementor-widget elementor-widget-heading\" data-id=\"ad38232\" 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<h5 class=\"elementor-heading-title elementor-size-default\">Applications of Labscienceinstruments Box Compression Tester<\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4078fcd elementor-widget elementor-widget-text-editor\" data-id=\"4078fcd\" 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>The <a href=\"https:\/\/labscienceinstruments.com\/index.php\/box-compression-strength-tester-digital\/\"><strong><em>Labscienceinstruments Box Compression Tester<\/em><\/strong><\/a> is widely used in various industries, including:<\/p><ul><li><strong>Packaging Industry<\/strong>: To ensure boxes can handle the stress during shipping and handling.<\/li><li><strong>Logistics and Shipping<\/strong>: Ensuring that boxes used for long-distance transport can endure stacking and heavy loads.<\/li><li><strong>Food and Beverage Industry<\/strong>: For testing the strength of cartons and boxes used for food packaging, which often have to endure different storage conditions.<\/li><li><strong>Pharmaceuticals<\/strong>: Packaging for medicines needs to be sturdy, as the products are often sensitive to environmental factors.<\/li><\/ul><p><span style=\"color: #000000;\"><strong>Conclusion<\/strong><\/span><\/p><p>The <a href=\"https:\/\/labscienceinstruments.com\/index.php\/box-compression-strength-tester-digital\/\"><strong><em>Labscienceinstruments Box Compression Tester<\/em><\/strong><\/a> is an essential tool for manufacturers who want to ensure their packaging materials meet the required strength and safety standards. By using this tester, companies can improve the durability of their boxes, reduce costs, and contribute to sustainability efforts. Whether in the packaging, shipping, or food industry, having reliable data on box compression strength is critical to maintaining product quality during transport.<\/p><p>Investing in a <em>Labscienceinstruments Box Compression Tester<\/em> means investing in better packaging solutions, customer satisfaction, and long-term profitability.<\/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<section class=\"elementor-section elementor-top-section elementor-element elementor-element-6d86216 elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"6d86216\" 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-22c841b\" data-id=\"22c841b\" 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-fe163ef elementor-widget elementor-widget-text-editor\" data-id=\"fe163ef\" 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><img decoding=\"async\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"\" width=\"59\" height=\"58\" \/> <span style=\"color: #000000;\">Kindly fill this form to demand a call-back to from our client support boss with esteeming and details.<\/span><\/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-fcbc8f9 elementor-button-align-stretch elementor-widget elementor-widget-form\" data-id=\"fcbc8f9\" data-element_type=\"widget\" data-settings=\"{&quot;step_next_label&quot;:&quot;Next&quot;,&quot;step_previous_label&quot;:&quot;Previous&quot;,&quot;button_width&quot;:&quot;100&quot;,&quot;step_type&quot;:&quot;number_text&quot;,&quot;step_icon_shape&quot;:&quot;circle&quot;}\" data-widget_type=\"form.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<form class=\"elementor-form\" method=\"post\" name=\"New Form\">\n\t\t\t<input type=\"hidden\" name=\"post_id\" value=\"6158\"\/>\n\t\t\t<input type=\"hidden\" name=\"form_id\" value=\"fcbc8f9\"\/>\n\t\t\t<input type=\"hidden\" name=\"referer_title\" value=\"\" \/>\n\n\t\t\t\n\t\t\t<div class=\"elementor-form-fields-wrapper elementor-labels-\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-type-text elementor-field-group elementor-column elementor-field-group-name elementor-col-100\">\n\t\t\t\t\t\t\t\t\t\t\t\t<label for=\"form-field-name\" class=\"elementor-field-label elementor-screen-only\">\n\t\t\t\t\t\t\t\tName\t\t\t\t\t\t\t<\/label>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<input size=\"1\" type=\"text\" name=\"form_fields[name]\" id=\"form-field-name\" class=\"elementor-field elementor-size-sm  elementor-field-textual\" placeholder=\"Name\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-type-email elementor-field-group elementor-column elementor-field-group-email elementor-col-100 elementor-field-required\">\n\t\t\t\t\t\t\t\t\t\t\t\t<label for=\"form-field-email\" class=\"elementor-field-label elementor-screen-only\">\n\t\t\t\t\t\t\t\tEmail\t\t\t\t\t\t\t<\/label>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<input size=\"1\" type=\"email\" name=\"form_fields[email]\" id=\"form-field-email\" class=\"elementor-field elementor-size-sm  elementor-field-textual\" placeholder=\"Email\" required=\"required\" aria-required=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-type-tel elementor-field-group elementor-column elementor-field-group-field_d5273f4 elementor-col-100\">\n\t\t\t\t\t\t\t\t\t\t\t\t<label for=\"form-field-field_d5273f4\" class=\"elementor-field-label elementor-screen-only\">\n\t\t\t\t\t\t\t\tMobile Number\t\t\t\t\t\t\t<\/label>\n\t\t\t\t\t\t\t\t<input size=\"1\" type=\"tel\" name=\"form_fields[field_d5273f4]\" id=\"form-field-field_d5273f4\" class=\"elementor-field elementor-size-sm  elementor-field-textual\" placeholder=\"Mobile Number\" pattern=\"[0-9()#&amp;+*-=.]+\" title=\"Only numbers and phone characters (#, -, *, etc) are accepted.\">\n\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-type-textarea elementor-field-group elementor-column elementor-field-group-message elementor-col-100\">\n\t\t\t\t\t\t\t\t\t\t\t\t<label for=\"form-field-message\" class=\"elementor-field-label elementor-screen-only\">\n\t\t\t\t\t\t\t\tMessage\t\t\t\t\t\t\t<\/label>\n\t\t\t\t\t\t<textarea class=\"elementor-field-textual elementor-field  elementor-size-sm\" name=\"form_fields[message]\" id=\"form-field-message\" rows=\"4\" placeholder=\"Message\"><\/textarea>\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-group elementor-column elementor-field-type-submit elementor-col-100 e-form__buttons\">\n\t\t\t\t\t<button class=\"elementor-button elementor-size-sm\" type=\"submit\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Send<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/button>\n\t\t\t\t<\/div>\n\t\t\t<\/div>\n\t\t<\/form>\n\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<section class=\"elementor-section elementor-top-section elementor-element elementor-element-b2b3e95 elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"b2b3e95\" 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-8d49246\" data-id=\"8d49246\" 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-4a29804 elementor-widget elementor-widget-heading\" data-id=\"4a29804\" 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<h3 class=\"elementor-heading-title elementor-size-default\">+91 7838067878<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-af36f3e elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"af36f3e\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-phone-square-alt\"><\/i>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tCall  Now\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t+91 7838067878\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\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<section class=\"elementor-section elementor-top-section elementor-element elementor-element-ed7dbde elementor-section-full_width elementor-section-stretched elementor-section-height-default elementor-section-height-default\" data-id=\"ed7dbde\" data-element_type=\"section\" data-settings=\"{&quot;stretch_section&quot;:&quot;section-stretched&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-b30966c\" data-id=\"b30966c\" 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-c7dbb5c elementor-widget elementor-widget-heading\" data-id=\"c7dbb5c\" 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<h5 class=\"elementor-heading-title elementor-size-default\">Hot Selling Testing Machine<\/h5>\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-section elementor-top-section elementor-element elementor-element-b823610 elementor-section-full_width elementor-section-stretched elementor-section-height-default elementor-section-height-default\" data-id=\"b823610\" data-element_type=\"section\" data-settings=\"{&quot;stretch_section&quot;:&quot;section-stretched&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-58c88bd\" data-id=\"58c88bd\" 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-4663e2f elementor-skin-carousel elementor-arrows-yes elementor-pagination-type-bullets elementor-pagination-position-outside elementor-widget elementor-widget-media-carousel\" data-id=\"4663e2f\" data-element_type=\"widget\" data-settings=\"{&quot;slides_per_view&quot;:&quot;3&quot;,&quot;skin&quot;:&quot;carousel&quot;,&quot;effect&quot;:&quot;slide&quot;,&quot;show_arrows&quot;:&quot;yes&quot;,&quot;pagination&quot;:&quot;bullets&quot;,&quot;speed&quot;:500,&quot;autoplay&quot;:&quot;yes&quot;,&quot;autoplay_speed&quot;:5000,&quot;loop&quot;:&quot;yes&quot;,&quot;pause_on_hover&quot;:&quot;yes&quot;,&quot;pause_on_interaction&quot;:&quot;yes&quot;,&quot;space_between&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:10,&quot;sizes&quot;:[]},&quot;space_between_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:10,&quot;sizes&quot;:[]},&quot;space_between_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:10,&quot;sizes&quot;:[]}}\" data-widget_type=\"media-carousel.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-swiper\">\n\t\t\t<div class=\"elementor-main-swiper swiper-container\">\n\t\t\t\t<div class=\"swiper-wrapper\">\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-slide\">\n\t\t\t\t\t\t\t<a href=\"https:\/\/labscienceinstruments.com\/index.php\/melt-flow-index-tester-mfi\/\">\t\t<div class=\"elementor-carousel-image\" role=\"img\" aria-label=\"Melt Flow Index tester - Advance Digital Model\" style=\"background-image: url(&#039;https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/08\/melt-flow-index-tester-digital.jpg&#039;)\">\n\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t<\/a>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-slide\">\n\t\t\t\t\t\t\t<a href=\"https:\/\/labscienceinstruments.com\/index.php\/colour-matching-cabinet\/\">\t\t<div class=\"elementor-carousel-image\" role=\"img\" aria-label=\"cmc machine\" style=\"background-image: url(&#039;https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/08\/colour-Matching-Cabinet.jpg&#039;)\">\n\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t<\/a>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-slide\">\n\t\t\t\t\t\t\t<a href=\"https:\/\/labscienceinstruments.com\/index.php\/hot-air-oven-digital-product\/\">\t\t<div class=\"elementor-carousel-image\" role=\"img\" aria-label=\"Hot Air Oven\" style=\"background-image: url(&#039;https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/08\/Hot-Air-Oven.jpg&#039;)\">\n\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t<\/a>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-slide\">\n\t\t\t\t\t\t\t<a href=\"https:\/\/labscienceinstruments.com\/index.php\/humidity-chamber-conditioining\/\">\t\t<div class=\"elementor-carousel-image\" role=\"img\" aria-label=\"The Importance of Conditioning Chambers in Quality Assurance\" style=\"background-image: url(&#039;https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/08\/Humidity-Chamber.jpg&#039;)\">\n\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t<\/a>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-slide\">\n\t\t\t\t\t\t\t<a href=\"https:\/\/labscienceinstruments.com\/index.php\/box-compression-strength-tester-digital\/\">\t\t<div class=\"elementor-carousel-image\" role=\"img\" aria-label=\"box compression tester\" style=\"background-image: url(&#039;https:\/\/labscienceinstruments.com\/wp-content\/uploads\/2024\/08\/Box-Compression.jpg&#039;)\">\n\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t<\/a>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"swiper-pagination\"><\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-swiper-button elementor-swiper-button-prev\" role=\"button\" tabindex=\"0\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"eicon-chevron-left\"><\/i>\t\t\t\t\t\t\t<span class=\"elementor-screen-only\">Previous<\/span>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-swiper-button elementor-swiper-button-next\" role=\"button\" tabindex=\"0\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"eicon-chevron-right\"><\/i>\t\t\t\t\t\t\t<span class=\"elementor-screen-only\">Next<\/span>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\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<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Labscienceinstruments Box Compression Tester: An Essential Tool for Packaging Industry Categories Paper &amp; Packaging Testing Pet Bottle &amp; Preform Textile [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"no-sidebar","site-content-layout":"","ast-site-content-layout":"full-width-container","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"disabled","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"disabled","ast-breadcrumbs-content":"disabled","ast-featured-img":"disabled","footer-sml-layout":"","theme-transparent-header-meta":"default","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"set","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"two_page_speed":[],"footnotes":""},"categories":[1],"tags":[600,65,595,594,601,474,596,599,597,62,477,602,484,603,593,598],"class_list":["post-6158","post","type-post","status-publish","format-standard","hentry","category-blog","tag-automatic-box-compression-tester","tag-box-compression-strength-tester","tag-box-compression-test-machine","tag-box-compression-tester","tag-box-compression-tester-for-packaging","tag-box-compression-tester-price","tag-box-compression-testing-equipment","tag-box-strength-testing-machine","tag-cardboard-box-compression-tester","tag-corrugated-box-compression-tester","tag-digital-box-compression-tester","tag-heavy-duty-box-compression-tester","tag-industrial-box-compression-tester","tag-lab-box-compression-tester","tag-labscienceinstruments-box-compression-tester-an-essential-tool-for-packaging-industry","tag-packaging-box-compression-tester"],"_links":{"self":[{"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/posts\/6158","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/comments?post=6158"}],"version-history":[{"count":7,"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/posts\/6158\/revisions"}],"predecessor-version":[{"id":6169,"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/posts\/6158\/revisions\/6169"}],"wp:attachment":[{"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/media?parent=6158"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/categories?post=6158"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/labscienceinstruments.com\/index.php\/wp-json\/wp\/v2\/tags?post=6158"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}