بافندگی حلقوی بدون درز از نزدیک به بیست سال پیش و زمانی که برای نخستین بار معرفی شد، به عنوان یک روش تولید که دارای ضایعات کمتری بوده و نیاز کمتری به نیروی انسانی دارد شناخته شده می باشد.
ترجمه: آزاده موحد
به گزارش سرویس اطلاعرسانی نساجی امروز، در سال های اخیر حتی به دلیل اعتباری که از نقطه نظر پایداری به آن داده شد، محبوبیت بیشتری نیز پیدا کرده است. به همین دلیل برندهای استارتاپ نظیر آن مید و فاکتور 22 و همچنین شرکت های جهانی نظیر یونیکلو همگی به این روش روی آورده اند.
اما سوالی که پیش می آید این است که آیا بافندگی بدون درز واقعا تمام موارد بالا را در بر می گیرد؟ برای پاسخ به این پرسش انواع مختلف فناوری های بافندگی بدون درز در زیر شرح داده شده و از متخصصان سوال شده که آیا این فناوری ها واقعا پایدار، سودآور و در دسترس هستند یا خیر.
بافندگی حلقوی بدون درز چیست؟
پیش از هر چیز لازم است تا با اصطلاحات مختلفی که در این بخش از آن استفاده می شود، آشنا شویم.
کانی هوفا، مهندس نساجی و موسس کمپانی فب دیزاینز می گوید: "منسوجات بدون درز قطعا وجود دارند اما تعریف افراد از این منسوجات با یکدیگر متفاوت است."
برای مثال بعضی از افراد واژه "بدون درز" را برای پوشاک کشبافی که واقعا هیچ درزی ندارند به کار می برند؛ لباس هایی که به صورت یک تکه کشبافی شده اند و بدون هیچ درزی به صورت لباس درآمده اند. این روش به نام "سه بعدی" نیز شناخته می شود چون کل لباس به صورت یک تکه سه بعدی بافته می شود.
بعضی دیگر ممکن است گاهی واژه بدون درز را با لباس های "فولی فشند" اشتباه بگیرند؛ لباس هایی که از پنل هایی که به صورت جداگانه بافته و شکل داده شده اند و بعدا به هم وصل می شوند، تشکیل شده است(برای مثال برای درست کردن یک لگینگ دو لنگه آن به صورت جداگانه درست و سپس به هم وصل می شوند).
از آن جایی که این پنل ها جداگانه شکل داده می شوند میزان ضایعات تولید شده در مقایسه با روش برش و دوخت کمتر است. در نتیجه در این حالت، بدون درز به واقع به معنی "ضایعات کمتر" می باشد.
امروزه سه فناوری اصلی برای بافندگی حلقوی بدون درز در دسترس است: بافندگی حلقوی پودی گردباف بدون درز، بافندگی حلقوی پودی تخت باف بدون درز و بافندگی حلقوی تاری بدون درز.
سزار چیتریو، رییس و مدیر عامل کمپانی سیفرا عقیده دارد که هیچ کدام از این فناوری ها از دیگری بهتر یا بدتر نیست بلکه هر کدام از آن ها تنها دارای کاربردهای متفاوت است.
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)
بافندگی حلقوی پودی گردباف بدون درز
شاید بافندگی حلقوی پودی گردباف پرکاربردترین روش تولید پوشاک بدون درز باشد. تولیدکنندگان پیشرو این دسته از ماشین آلات مانند سانتونی، کولوسیو و لوناتی که پیش از این در بخش جوراب بافی فعالیت می کردند، تکامل یافته و به تولید لباس زیر، لباس شنا، لباس ورزشی و غیره پرداخته اند. با این حال هوفا می گوید این روش به جز در موارد تولید منسوجاتی مانند جوراب، "کاملا بدون درز" نیست.
به گزارش سرویس اطلاعرسانی نساجی امروز، هوفا این گونه شرح می دهد که در تولید پوشاک بدون درز بر روی ماشین آلات گردباف که پارچه در آن به صورت لوله ای تولید می شود، اندازه لباس از روی محیط ماشین تعیین می گردد. یک ماشین به طور جداگانه به تولید لوله های پارچه با اندازه های مختلف می پردازد.
یکی از محدودیت های این نوع از ماشین آلات این است که بیشتر آن ها این قابلیت را ندارند تا با جا انداختن و حذف حلقه ها عرض لوله ها را کم کنند مگر انواع مشخص مانند ماشین MEC-MOR تولید کمپانی سانتونی.
به جای آن تکه های سه بعدی لوله ای شکل به صورت جداگانه و مستقیما از نخ ها بافته می شوند و هیچ درزی ندارند. این لوله ها سپس برش داده شده و به شکل مورد نظر در می آیند و به سایر قسمت های لباس دوخته می شوند و در نهایت عملیات تکمیلی بر روی لبه آن ها انجام می شود.
بافندگی گردباف بدون درز نیز مانند تمامی روش ها دارای مزایا و معایبی است. این روش هرچند که کاملا بدون درز نیست اما باعث حذف تعدادی از درزها از لباس و در نتیجه افزایش راحتی لباس می شود. برای مثال برای درست کردن یک بلوز آستین بلند، دو بازوی آن به قسمت تنه وصل می شود که یک درز در قسمت سرشانه ایجاد می کند اما قسمت کناره تنه بلوز فاقد درز است.
این روش همچنین باعث کاهش ضایعات می شود که همین آن را به یک فرایند تولیدی پایدار تبدیل کرده است ضمن این که در زمان نیز صرفه جویی می کند. در واقع با استفاده از این روش می توان در عرض تنها چند دقیقه نخ را به لباس تبدیل کرد که برای تولید در حجم بالا ایده آل است.
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)
هوفا می گوید: "هرچند که در این روش همچنان مقداری از منسوجات به صورت ضایعات دور ریخته می شود اما سرعت و کیفیت آن باعث خلق زیباترین لباس ها در جهان می شود."
محدودیت در طراحی و این که محصولات در صورت گیر کردن به آسانی باز می شوند، از معایب این روش است. در مورد فیت نبودن لباس هایی مانند سوتین های ورزشی و محصولات طبی که بر روی قسمت های مشخصی از بدن کیپ می شوند مانند زانوبند و غیره نیز انتقاداتی وجود دارد.
بافندگی حلقوی تاری بدون درز
بافندگی حلقوی تاری بدون درز برخلاف روش قبل چندان شناخته شده نیست. در واقع تنها یک کمپانی شناخته شده در این زمینه وجود دارد: کارل مایر.
لباس های تولید شده به روش بافندگی حلقوی بدون درز لباس هایی کاملا بدون درز هستند. گابریلا شنلنر، مدیر توسعه و نوآوری بخش بافندگی حلقوی تاری کارل مایر می گوید این محصولات به صورت لوله هایی بافته و شکل داده می شوند وسپس برش می خورند و به شکل محصول نهایی در می آیند.
چیتریو که برای تولید محصولات بدون درز حلقوی تاری(WKS) برند خود از ماشین آلات کارل مایر استفاده می کند، می گوید: "در این ماشین دو ست از سوزن ها مقابل یکدیگر قرار گرفته اند، قسمت پهلوی لباس نشان دهنده بدون درز بودن لباس است."
"با این روش این امکان وجود دارد که هم زمان منسوجاتی با قطرهای مختلف تولید کرد. در این ماشین می توان انتخاب کرد که انتهای لوله کجا باشد و سپس تنه و آستین ها را بافت. در ماشینی که حدود 12000 سر نخ وجود دارد می توان هم زمان سه بلوز آستین بلند تولید کرد؛ هر کدام از آن ها دارای حدود 4000 سرنخ و 4 میلیون گره یا حلقه می باشد."
هرچند که در این روش درزها به طور کامل حذف می شوند اما از آن جایی که محصول باید از روی لوله پارچه برش داده شود و به محصول بعدی موجود در خط متصل شود، همچنان ضایعات وجود دارد. البته ناگفته نماند که میزان ضایعات تولید شده همچنان در مقایسه با روش برش و دوخت کمتر است و همچنین به گفته شینلنر می توان با استفاده از طراحی به کمک کامپیوتر(CAD) این میزان را نیز به حداقل رساند.
علاوه بر آن با وجود این که محصول پس از برش خوردن آماده پوشیدن است اما معمولا نیاز به یک عملیات تکمیلی دارد چون مصرف کننده از لبه های لباس که به حال خود رها شده باشد، خوشش نمی آید. به گزارش سرویس اطلاعرسانی نساجی امروز، چیتریو می گوید هرچند که گره های ایجاد شده در طول فرایند بافندگی حلقوی تاری مانع از باز شدن بافت و به عبارتی دررفتن لباس می شوند اما مصرف کنندگان حس می کنند که این گره ها از زیبایی محصول نهایی کم می کند.
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)
این روش همچنین نیازمند دانش تخصصی بوده و تنها برای محصولاتی که از یک یا دو رنگ تشکیل می شوند مناسب است که این باعث ایجاد محدودیت در طراحی می شود. ناگفته نماند که وجود الگوهای ساختاری متنوع محدودیت در انتخاب رنگ را جبران می کند.
از سوی دیگر این روش برای نخ های الاستیک و نایلون قابل استفاده بوده و می توان با آن محصولاتی نظیر لباس شنا و بیس لیر که فیت بدن هستند را تولید کرد. علاوه بر آن از آن جایی که نیاز به پارچه های اضافه و دوختن لباس نیست، در زمان نیز صرفه جویی می شود. چیتریو و شینلنر هر دو عقیده دارند که فرایند بافندگی حلقوی تاری بدون درز برای تولید لباس بر اساس تقاضا مناسب است؛ یک مدل تجاری که به زودی همه گیر شده و باعث کاهش بیشتر ضایعات و افزایش پایداری می شود.
شینلنر می گوید: "پتانسیل فناوری بافندگی حلقوی تاری بدون درز هنوز به طور کامل کشف نشده است. هرچه افراد بیشتری در زنجیره ارزش صنایع نساجی از فناوری ها و فرصت های جدید اینچنینی استقبال کنند، بهتر است."
بافندگی حلقوی پودی تخت باف بدون درز
آخرین فناوری بافندگی حلقوی بدون درز شاید بحث برانگیزترین آن است: بافندگی حلقوی پودی تخت باف بدون درز. این فناوری بیشتر با نام های تجاری آن شناخته شده است: هول گارمنت(شیما سیکی) و نیت اند ویر(اشتول).
در این روش که کاملا بدون درز است، محصولات به صورت تکه های جداگانه کشبافی می شوند به این معنی که برای مثال یک بلوز به معنای واقعی کلمه به صورت کامل و تکمیل شده از ماشین کشبافی خارج می شود. تولیدکنندگان ماشین آلات نام آن را ماشین کاهش دهنده ضایعات گذاشته اند.
ماساکی کاروسونو، مدیر بازاریابی کمپانی شیما سیکی می گوید: "در فناوری هول گارمنت امکان بافندگی و اتصال تکه های لوله ای به یکدیگر و همچنین تزیینات مشخص بر روی ماشین وجود دارد بدون آن که نیاز به فرایندهای بعدی دوخت و اتصال باشد. طبیعت این روش باعث می شود تا ضایعات، زمان و هزینه به میزان چشمگیری کاهش پیدا کند. در روش هول گارمنت تنها از همان مقدار نخی که برای تولید یک کالای مشخص مورد نیاز است، استفاده می شود."
کاراسونو می گوید: "امکان تولید بر اساس تقاضا در این روش همچنین تضمین می کند که تنها کالاهایی که حتما به فروش می رسند تولید شوند و در نتیجه از تولید اضافی و ضایعاتی که در پی آن تولید خواهد شد جلوگیری می شود. اگر موجودی کالا در انبار کم شود، برای این که فرصت فروش از دست نرود تولید مازاد صورت می گیرد و در نتیجه بیشترین سود ممکن در طول فصل حاصل خواهد شد. حذف فرایند دوخت در این روش امکان تولید کالاها را در عرض چند ساعت یا چند روز فراهم می کند و باعث می شود زمان برگشت یا گردش کار چند هفته ای یا چند ماهه که مربوط به روش های تولید متداول بود، کم شود ضمن این که در نیروی کار انسانی صرفه جویی شده و به دلیل کاهش خطای انسانی در کنترل کیفیت، ضرر و زیان تولید کاهش پیدا می کند."
این روش تولید در عمل نکات مثبت زیادی دارد اما هوفا عقیده دارد به این سادگی هم نیست. او می گوید از نقطه نظر ضایعات، در صورت رخ دادن خطا به جای آن که یک پنل یا لوله دور ریخته شود مشابه آن چه در روش فولی فشند یا بافندگی حلقوی گردباف بدون درز شاهد آن بودیم، کل لباس باید دورر ریخته شود.
هوفا همچنین می گوید کیفیت محصولات تولید شده به این روش پایین تر است چون برای تولید آن ها از نصف گیج استفاده می شود که باعث می شود لباس آزادتر باشد. او می گوید تولید بر اساس تقاضا تنها در صورتی ممکن است که کارخانه دارای فضای کافی باشد چون یک ماشین برای تولید تنها یک طرح تنظیم می شود که برنامه ریزی آن نیازمند زمان زیادی است. در این روش با محدودیت در طراحی نیز روبرو هستیم چون تعداد کمی از افراد از دانش کافی برای گرفتن بیشترین بهره از این ماشین برخوردار هستند.
هوفا می گوید: "تعادل بین توسعه، زمان تولید و نخ در این روش منطقی به نظر نمی رسد."
هوفا برای توضیح بیشتر یک لباس را مثال می زند که از نخ ایتالیایی تهیه شده است و می گوید هزینه توسعه آن با احتساب نیروی کار، مواد اولیه و آسیب ها می تواند 15000 دلار باشد. برای 1000 واحد این هزینه حدود 150 دلار برای هر عدد است. با احتساب بالا رفتن قیمت ها(که می تواند بین 3 تا 6 بار باشد)، قیمت محصول نهایی برای مصرف کننده 450 تا 900 دلار خواهد بود.
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)
بیشتر پروژه های پوشاک بدون درز در صورت افت کیفیت و نبود یک برند مطرح پشت قیمت گذاری آن با شکست روبرو خواهند شد. هوفا می گوید حداقل این چیزی است که ما می بینیم و یکی از دلایلی که از روش بافندگی حلقوی تخت بافی بدون درز دفاع نمی کنیم و به جای آن به روش فولی فشند علاقه نشان می دهیم.
البته هوفا می گوید اگر تولیدکنندگان ماشین آلات بافندگی حلقوی تخت باف بدون درز بتوانند اجزای الکترونیکی به کاررفته در ماشین آلات را ارتقا دهند و فرایند تولید را استانداردسازی کنند و همچنین تکنسین های بیشتری را در این زمینه آموزش دهند، این شکل از بافندگی حلقوی می تواند در دسترس تر و مقرون به صرفه تر باشد.
کاراسونو می گوید: "برای بهبود و ارتقای این روش هنوز فضای زیادی وجود دارد و شیما سیکی در این باره خود را متعهد می داند."
چشم انداز
به طور خلاصه می توان گفت که فناوری های بافندگی بدون درز می توانند پایدار، قابل دسترس و سودآور باشند اما این وابسته به عوامل متعددی است نظیر هزینه های تولید، طراحی، زمان و تخصص. برای مثال بافندگی حلقوی تخت باف بدون درز معایب خود را دارد اما اگر یک برند لوکس این توانایی را داشته باشد که محصولی را به قیمت 900 دلار به فروش برساند، این روش را نیز می توان جزو روش های مناسب قلمداد کرد.
علاوه بر آن توصیه شده است که برندها باید از اصرار به استفاده از پوشاک بدون درز به صرف پایدار بودن آن جلوگیری کنند به ویژه این که سایر راهکارها مانند فولی فشند اغلب انتخابی هوشمندانه تر و با ضایعات کمتر است. درک واژه هایی مانند "سه بعدی" و "بدون درز" ممکن است ساده تر باشد اما مصرف کننده امروزی زمان بیشتری را برای آشنایی با لباس خود می گذارد که این فرصتی است برای آموزش به آن ها در مورد روش های جایگزین و مزایای آن.