{"id":5538,"date":"2025-11-24T09:58:00","date_gmt":"2025-11-24T09:58:00","guid":{"rendered":"https:\/\/canelatools.com\/loesungen-fuer-die-industrie\/"},"modified":"2026-02-05T11:20:36","modified_gmt":"2026-02-05T11:20:36","slug":"loesungen-fuer-die-industrie","status":"publish","type":"page","link":"https:\/\/canelatools.com\/de\/loesungen-fuer-die-industrie\/","title":{"rendered":"L\u00f6sungen f\u00fcr die industrie"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"5538\" class=\"elementor elementor-5538 elementor-34\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5697958 e-flex e-con-boxed e-con e-parent\" data-id=\"5697958\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-2b2570f elementor-widget elementor-widget-heading\" data-id=\"2b2570f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">L\u00f6sungen f\u00fcr die industrie<\/h1>\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-16b7216 e-grid e-con-boxed e-con e-parent\" data-id=\"16b7216\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-eeea25b elementor-widget elementor-widget-button\" data-id=\"eeea25b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#aeroespacial\">\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\">Luft- und Raumfahrt<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a801433 elementor-widget elementor-widget-button\" data-id=\"a801433\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#industria-ferroviaria\">\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\">Eisenbahnindustrie<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5a2385a elementor-widget elementor-widget-button\" data-id=\"5a2385a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#energia-aeolica\">\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\">Windkraftenergie<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-72a56c6 elementor-widget elementor-widget-button\" data-id=\"72a56c6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#automocion\">\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\">Automobilindustrie<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-120705a elementor-widget elementor-widget-button\" data-id=\"120705a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#molde-matiz\">\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\">Werkzeug &amp; Formenbau<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a26142b elementor-widget elementor-widget-button\" data-id=\"a26142b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#general\">\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\">Allgemeines Ingenieurwesen<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-fc07243 e-flex e-con-boxed e-con e-parent\" data-id=\"fc07243\" data-element_type=\"container\" data-e-type=\"container\" id=\"aeroespacial\" data-settings=\"{&quot;background_background&quot;:&quot;slideshow&quot;,&quot;background_slideshow_gallery&quot;:[{&quot;id&quot;:5533,&quot;url&quot;:&quot;https:\\\/\\\/canelatools.com\\\/wp-content\\\/uploads\\\/2025\\\/11\\\/aeroespacial-scaled-1.jpg&quot;}],&quot;background_slideshow_loop&quot;:&quot;yes&quot;,&quot;background_slideshow_slide_duration&quot;:5000,&quot;background_slideshow_slide_transition&quot;:&quot;fade&quot;,&quot;background_slideshow_transition_duration&quot;:500}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5d86985 elementor-widget elementor-widget-heading\" data-id=\"5d86985\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Luft- und Raumfahrt<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-904e7b5 elementor-widget elementor-widget-text-editor\" data-id=\"904e7b5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p><span data-metadata=\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiU2t3Sk42RlZqVVZteFVEeURSUzlsUSIsInBhc3RlSUQiOjExODU1OTEwMzcsImRhdGFUeXBlIjoic2NlbmUifQo=(\/figmeta)--&gt;\"><\/span><span 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(\/figma)--&gt;\"><\/span><span style=\"white-space-collapse: preserve;\">Die Werkstoffe und Produktionstechnologien in der Luft- und Raumfahrtindustrie \u00e4ndern sich schnell und kontinuierlich. Die Verwendung von schwer zu zerspanenden Materialien wie Titan und mit Kohlenstofffaser verst\u00e4rktem Kunststoff hat aufgrund der Anforderungen der Industrie an die Gewichtsreduzierung ebenso zugenommen wie die Verwendung von Aluminiumlegierungen.<br><br><span style=\"white-space-collapse: preserve;\">Canela arbeitet eng mit den Kunden zusammen, um Werkzeuge zu liefern, die strenge Anforderungen und hohe Sicherheitsstandards erf\u00fcllen. Dabei werden wesentlich h\u00f6here Geschwindigkeiten und Vorsch\u00fcbe sowie eine h\u00f6here verf\u00fcgbare Leistung erreicht, um gleichbleibende Ergebnisse und eine l\u00e4ngere Lebensdauer der Werkzeuge zu erzielen.<\/span><\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8844005 elementor-widget elementor-widget-button\" data-id=\"8844005\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/canelatools.com\/de\/luft-und-raumfahrt\/\">\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\">Mehr sehen<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-e1e256a e-flex e-con-boxed e-con e-parent\" data-id=\"e1e256a\" data-element_type=\"container\" data-e-type=\"container\" id=\"industria-ferroviaria\" data-settings=\"{&quot;background_background&quot;:&quot;slideshow&quot;,&quot;background_slideshow_gallery&quot;:[{&quot;id&quot;:5464,&quot;url&quot;:&quot;https:\\\/\\\/canelatools.com\\\/wp-content\\\/uploads\\\/2025\\\/11\\\/slider-ferroviaria.jpg&quot;}],&quot;background_slideshow_loop&quot;:&quot;yes&quot;,&quot;background_slideshow_slide_duration&quot;:5000,&quot;background_slideshow_slide_transition&quot;:&quot;fade&quot;,&quot;background_slideshow_transition_duration&quot;:500}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-78a907f elementor-widget elementor-widget-heading\" data-id=\"78a907f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Eisenbahnindustrie<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-86f1923 elementor-widget elementor-widget-text-editor\" data-id=\"86f1923\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p class=\"p1\">Das Drehen von Eisenbahnr\u00e4dern ist gekennzeichnet durch die Bearbeitung gro\u00dfvolumiger Bauteile und gro\u00dfer Schnitttiefen. Durch die verschiedenen Zugtypen haben diese R\u00e4der sehr unterschiedliche Eigenschaften und Anforderungen. F\u00fcr das Drehen neuer R\u00e4der sind Hochdruck-Werkzeughalter mit Innenk\u00fchlung und Wendeschneidplatten verf\u00fcgbar, die die Bearbeitung des gesamten Profils eines beliebigen Eisenbahnrads erm\u00f6glichen, w\u00e4hrend f\u00fcr das Nachdrehen verschlissener R\u00e4der Werkzeughalter und spezifische Wendeschneidplatten verf\u00fcgbar sind, die deren Bearbeitung erm\u00f6glichen und sie wieder wie neu machen.  <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ada5dca elementor-widget elementor-widget-button\" data-id=\"ada5dca\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/canelatools.com\/de\/eisenbahnindustrie\/\">\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\">Mehr sehen<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-372e4b9 e-flex e-con-boxed e-con e-parent\" data-id=\"372e4b9\" data-element_type=\"container\" data-e-type=\"container\" id=\"energia-aeolica\" data-settings=\"{&quot;background_background&quot;:&quot;slideshow&quot;,&quot;background_slideshow_gallery&quot;:[{&quot;id&quot;:5534,&quot;url&quot;:&quot;https:\\\/\\\/canelatools.com\\\/wp-content\\\/uploads\\\/2025\\\/11\\\/slider-eolica.jpg&quot;}],&quot;background_slideshow_loop&quot;:&quot;yes&quot;,&quot;background_slideshow_slide_duration&quot;:5000,&quot;background_slideshow_slide_transition&quot;:&quot;fade&quot;,&quot;background_slideshow_transition_duration&quot;:500}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-cb55b2e elementor-widget elementor-widget-heading\" data-id=\"cb55b2e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Windkraftenergie<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9b3562c elementor-widget elementor-widget-text-editor\" data-id=\"9b3562c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p>Unser Angebot an Schneidwerkzeugen f\u00fcr die Schwerzerspanung umfasst Produkte zum Fr\u00e4sen und Drehen. Hier konzentrieren wir uns auf das Entfernen der ersten Materialschicht von gro\u00dfformatigen Schmiede- und Gu\u00dfteilen. <\/p><p>Unsere Stammkunden sind Zulieferer, die gegossene oder geschmiedete Rohlinge erhalten, die f\u00fcr Werkzeuge ben\u00f6tigt werden, um unter sehr harten Bedingungen arbeiten zu k\u00f6nnen. F\u00fcr sie alle bieten wir Standardwerkzeuge, Sonderwerkzeuge und spezielle Geometrien zur Spankontrolle an, sowie Sorten, die eine zuverl\u00e4ssige Standzeit und Lebensdauer der Werkzeuge gew\u00e4hrleisten. <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-063e6ca elementor-widget elementor-widget-button\" data-id=\"063e6ca\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/canelatools.com\/de\/windkraftenergie\/\">\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\">Mehr sehen<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-47273d6 e-flex e-con-boxed e-con e-parent\" data-id=\"47273d6\" data-element_type=\"container\" data-e-type=\"container\" id=\"automocion\" data-settings=\"{&quot;background_background&quot;:&quot;slideshow&quot;,&quot;background_slideshow_gallery&quot;:[{&quot;id&quot;:5535,&quot;url&quot;:&quot;https:\\\/\\\/canelatools.com\\\/wp-content\\\/uploads\\\/2025\\\/11\\\/slider-automocion.jpg&quot;}],&quot;background_slideshow_loop&quot;:&quot;yes&quot;,&quot;background_slideshow_slide_duration&quot;:5000,&quot;background_slideshow_slide_transition&quot;:&quot;fade&quot;,&quot;background_slideshow_transition_duration&quot;:500}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6edf996 elementor-widget elementor-widget-heading\" data-id=\"6edf996\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Automobilindustrie<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-221e101 elementor-widget elementor-widget-text-editor\" data-id=\"221e101\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p>Werkzeugmanagement ist ebenso wichtig wie die Prozessoptimierung. Und ebenso wichtig ist es, einen Partner zu haben, der diesen Prozess in die Tat umsetzt. Durch Partnerschaften mit diesen Unternehmen k\u00f6nnen wir Trends beobachten, Herausforderungen erkennen und L\u00f6sungen entwickeln, die den anspruchsvollsten Anwendungen in der Branche gerecht werden.   <\/p><p>Canela bietet sowohl kosteneffiziente Werkzeugl\u00f6sungen als auch einen zuverl\u00e4ssigen Kundendienst, alles aus einer Hand. In der Automobilindustrie liegt der einzige Weg zum Erfolg in der Kombination aus gleichbleibender Bauteilqualit\u00e4t und hoher Produktivit\u00e4t. <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0382fe9 elementor-widget elementor-widget-button\" data-id=\"0382fe9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/canelatools.com\/de\/automobilindustrie\/\">\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\">Mehr sehen<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-1f01071 e-flex e-con-boxed e-con e-parent\" data-id=\"1f01071\" data-element_type=\"container\" data-e-type=\"container\" id=\"molde-matiz\" data-settings=\"{&quot;background_background&quot;:&quot;slideshow&quot;,&quot;background_slideshow_gallery&quot;:[{&quot;id&quot;:5536,&quot;url&quot;:&quot;https:\\\/\\\/canelatools.com\\\/wp-content\\\/uploads\\\/2025\\\/11\\\/slider_molde.jpg&quot;}],&quot;background_slideshow_loop&quot;:&quot;yes&quot;,&quot;background_slideshow_slide_duration&quot;:5000,&quot;background_slideshow_slide_transition&quot;:&quot;fade&quot;,&quot;background_slideshow_transition_duration&quot;:500}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-67143d1 elementor-widget elementor-widget-heading\" data-id=\"67143d1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Werkzeug &amp; Formenbau <\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-376aa29 elementor-widget elementor-widget-text-editor\" data-id=\"376aa29\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p class=\"p1\">Der Werkzeug- und Formenbau ist sehr vielf\u00e4ltig und deckt ein breites Spektrum an Komponenten ab. Oft handelt es sich um schwer zu bearbeitende Werkstoffe, die Sonderwerkzeuge f\u00fcr die Bearbeitung mit hohem Vorschub und hohem Materialabtrag erfordern. In den letzten Jahren hat Canela sein Angebot an Wendeschneidplatten und Werkzeugen st\u00e4ndig erweitert, um eine m\u00f6glichst gro\u00dfe Anzahl von L\u00f6sungen f\u00fcr den Werkzeug- und Formenbau anbieten zu k\u00f6nnen.  <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ed8b537 elementor-widget elementor-widget-button\" data-id=\"ed8b537\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/canelatools.com\/de\/werkzeug-formenbau\/\">\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\">Mehr sehen<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4ee3186 e-flex e-con-boxed e-con e-parent\" data-id=\"4ee3186\" data-element_type=\"container\" data-e-type=\"container\" id=\"general\" data-settings=\"{&quot;background_background&quot;:&quot;slideshow&quot;,&quot;background_slideshow_gallery&quot;:[{&quot;id&quot;:5537,&quot;url&quot;:&quot;https:\\\/\\\/canelatools.com\\\/wp-content\\\/uploads\\\/2025\\\/11\\\/slider-ingenieria_general.jpg&quot;}],&quot;background_slideshow_loop&quot;:&quot;yes&quot;,&quot;background_slideshow_slide_duration&quot;:5000,&quot;background_slideshow_slide_transition&quot;:&quot;fade&quot;,&quot;background_slideshow_transition_duration&quot;:500}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1c7c9e7 elementor-widget elementor-widget-heading\" data-id=\"1c7c9e7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Allgemeines Ingenieurwesen<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7a6f92e elementor-widget elementor-widget-text-editor\" data-id=\"7a6f92e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p class=\"p1\">Manche Teile erfordern aufgrund ihrer Menge oder Form besondere Bearbeitungsl\u00f6sungen. Unsere Ingenieure und Zerspanungstechniker \u00fcberpr\u00fcfen den Einsatz von Sonderwerkzeugen nach Ma\u00df und kombinieren sie mit optimierten Fertigungsverfahren, die zu Rekordbearbeitungszeiten pro Teil f\u00fchren und eine sp\u00fcrbare Produktivit\u00e4tssteigerung bewirken.<\/p><p class=\"p1\"><span data-teams=\"true\">Canela bietet Sonderwerkzeugl\u00f6sungen nicht nur f\u00fcr die Bereiche Automobil, Eisenbahn, Luft- und Raumfahrt oder Energie, sondern auch f\u00fcr den allgemeinen Maschinenbau, den Formenbau sowie f\u00fcr die \u00d6l- und Gasindustrie. Die Ingenieure von Canela entwickeln st\u00e4ndig spezielle und kosteneffiziente L\u00f6sungen f\u00fcr die Herausforderungen der Kunden.<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-74787e2 elementor-widget elementor-widget-button\" data-id=\"74787e2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/canelatools.com\/de\/allgemeines-ingenieurwesen\/\">\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\">Mehr sehen<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>L\u00f6sungen f\u00fcr die industrie Luft- und Raumfahrt Eisenbahnindustrie Windkraftenergie Automobilindustrie Werkzeug &amp; Formenbau Allgemeines Ingenieurwesen Luft- und Raumfahrt Die Werkstoffe und Produktionstechnologien in der Luft- und Raumfahrtindustrie \u00e4ndern sich schnell und kontinuierlich. Die Verwendung von schwer zu zerspanenden Materialien wie Titan und mit Kohlenstofffaser verst\u00e4rktem Kunststoff hat aufgrund der Anforderungen der Industrie an die Gewichtsreduzierung [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"elementor_header_footer","meta":{"footnotes":""},"class_list":["post-5538","page","type-page","status-publish","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.0 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>L\u00f6sungen f\u00fcr die industrie - Canela tools<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/canelatools.com\/soluciones-para-la-industria\/\" \/>\n<meta property=\"og:locale\" content=\"de_DE\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"L\u00f6sungen f\u00fcr die industrie - Canela tools\" \/>\n<meta property=\"og:description\" content=\"L\u00f6sungen f\u00fcr die industrie Luft- und Raumfahrt Eisenbahnindustrie Windkraftenergie Automobilindustrie Werkzeug &amp; Formenbau Allgemeines Ingenieurwesen Luft- und Raumfahrt Die Werkstoffe und Produktionstechnologien in der Luft- und Raumfahrtindustrie \u00e4ndern sich schnell und kontinuierlich. 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