{"id":57690,"date":"2025-10-17T14:15:30","date_gmt":"2025-10-17T07:15:30","guid":{"rendered":"https:\/\/www.pirelli.in.th\/?p=57690"},"modified":"2025-10-17T17:00:39","modified_gmt":"2025-10-17T10:00:39","slug":"cut-vertical-round-tires-en","status":"publish","type":"post","link":"https:\/\/www.pirelli.in.th\/en\/cut-vertical-round-tires-en\/","title":{"rendered":"Vertical cuts around the tire circumference"},"content":{"rendered":"<div data-elementor-type=\"wp-post\" data-elementor-id=\"57690\" class=\"elementor elementor-57690\" data-elementor-post-type=\"post\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-8f9db34 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"8f9db34\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t\t<div class=\"elementor-container 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\"><\/image><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">EN<\/span>\n\t\t\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\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-c956e7d elementor-section-stretched elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"c956e7d\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[],&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-40c9b0a\" data-id=\"40c9b0a\" data-element_type=\"column\" data-e-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-c46c609 elementor-widget elementor-widget-text-editor\" data-id=\"c46c609\" data-element_type=\"widget\" data-e-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>Vertical cuts around the tire circumference<\/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-201e2b4 elementor-widget elementor-widget-image\" data-id=\"201e2b4\" data-element_type=\"widget\" data-e-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=\"1920\" height=\"900\" src=\"https:\/\/www.pirelli.in.th\/wp-content\/uploads\/2019\/09\/pd-cut-vertical-round-tires-V3.png\" class=\"attachment-full size-full wp-image-7238\" alt=\"\" srcset=\"https:\/\/www.pirelli.in.th\/wp-content\/uploads\/2019\/09\/pd-cut-vertical-round-tires-V3.png 1920w, https:\/\/www.pirelli.in.th\/wp-content\/uploads\/2019\/09\/pd-cut-vertical-round-tires-V3-600x281.png 600w, https:\/\/www.pirelli.in.th\/wp-content\/uploads\/2019\/09\/pd-cut-vertical-round-tires-V3-300x141.png 300w, https:\/\/www.pirelli.in.th\/wp-content\/uploads\/2019\/09\/pd-cut-vertical-round-tires-V3-768x360.png 768w, https:\/\/www.pirelli.in.th\/wp-content\/uploads\/2019\/09\/pd-cut-vertical-round-tires-V3-1024x480.png 1024w, https:\/\/www.pirelli.in.th\/wp-content\/uploads\/2019\/09\/pd-cut-vertical-round-tires-V3-260x122.png 260w, https:\/\/www.pirelli.in.th\/wp-content\/uploads\/2019\/09\/pd-cut-vertical-round-tires-V3-50x23.png 50w, https:\/\/www.pirelli.in.th\/wp-content\/uploads\/2019\/09\/pd-cut-vertical-round-tires-V3-150x70.png 150w\" sizes=\"(max-width: 1920px) 100vw, 1920px\" \/>\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-c3e78e4 elementor-hidden-mobile elementor-widget elementor-widget-spacer\" data-id=\"c3e78e4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\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-742d192 elementor-widget elementor-widget-text-editor\" data-id=\"742d192\" data-element_type=\"widget\" data-e-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><span style=\"font-family: Kanit, sans-serif; font-size: 18px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: 0px;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <\/span>Long vertical lines running around the tire surface that appear as if the tire is splitting apart are, in fact, thin marks caused by normal use and friction with the road surface or other objects.<br data-start=\"233\" data-end=\"236\" \/>This condition can generally be classified into two cases.<\/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-d33e727 elementor-widget elementor-widget-text-editor\" data-id=\"d33e727\" data-element_type=\"widget\" data-e-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>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Case 1<\/strong> : Separation marks on the tire compound<\/p><div id=\"gtx-trans\" style=\"position: absolute; left: 98px; top: 37px;\"><div class=\"gtx-trans-icon\">\u00a0<\/div><\/div>\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-501bb3c elementor-widget elementor-widget-text-editor\" data-id=\"501bb3c\" data-element_type=\"widget\" data-e-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>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 For many motorcycle tire models from Pirelli, the tire consists of <strong data-start=\"104\" data-end=\"131\">two different compounds<\/strong> within a single tire.<br data-start=\"153\" data-end=\"156\" \/>In some new models, this can be clearly observed by the <strong data-start=\"214\" data-end=\"259\">difference in color between the compounds<\/strong>, while in others, the transition is so smooth that it&#039;s barely noticeable.<\/p><p>In this case, <strong data-start=\"357\" data-end=\"408\">tire wear from regular use is completely normal<\/strong>. However, on some occasions, when riding on the road, <strong data-start=\"463\" data-end=\"496\">small stones or sharp objects<\/strong> may cut exactly along the <strong data-start=\"523\" data-end=\"563\">joint line between the two compounds<\/strong>.<\/p><p>Combined with the fact that the <strong data-start=\"601\" data-end=\"636\">side compound is usually softer<\/strong> than the center compound and therefore wears faster, the separation line may appear more visible.<\/p><p><strong data-start=\"743\" data-end=\"781\">This type of mark is not dangerous<\/strong> \u2014 it is merely a <strong data-start=\"799\" data-end=\"842\" data-is-only-node=\"\">normal trace resulting from regular use<\/strong> of the tire.<\/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-dc0e07f elementor-widget elementor-widget-text-editor\" data-id=\"dc0e07f\" data-element_type=\"widget\" data-e-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><span style=\"font-family: Kanit, sans-serif; font-size: 18px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: 0px;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <\/span><strong>Case 2<\/strong> Deep scratch marks<\/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-9310b23 elementor-widget elementor-widget-text-editor\" data-id=\"9310b23\" data-element_type=\"widget\" data-e-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>\u00a0 \u00a0<strong> \u00a0 \u00a0 Prevention:<\/strong> Regularly check your tire pressure and avoid riding with underinflated tires. Low tire pressure can cause the tire structure to become too soft, increasing the risk of cracking or tearing. It is also advisable to avoid riding over curbs or reflective road markers.<\/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>","protected":false},"excerpt":{"rendered":"<p>TH EN Vertical cuts around the tire circumference \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Long vertical lines running around the tire surface that appear as if the tire is splitting apart are, in fact, thin marks caused by normal use and friction with the road surface or other objects.This condition can generally be classified into two [&hellip;]<\/p>\n","protected":false},"author":12,"featured_media":7239,"comment_status":"closed","ping_status":"open","sticky":false,"template":"elementor_header_footer","format":"standard","meta":{"footnotes":""},"categories":[215],"tags":[224],"class_list":["post-57690","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-tyre-problems","tag-224"],"yoast_head":"<!-- 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