در این مقاله فرضیه استفاده از چاپ سه بعدی به عنوان روشی جایگزین برای تولید سنتی کفش مورد بررسی قرار می گیرد.
ترجمه: آزاده موحد
به گزارش سرویس اطلاعرسانی نساجی امروز، در سال 2020، 20/5 میلیارد جفت کفش در سراسر جهان تولید شد. علی رغم تلاش های صورت گرفته برای جلوگیری از تبدیل کفش های ناخواسته به ضایعات برای مثال توسعه بازار پوشاک دست دوم و فناوری های ردیابی، سرنوشت حدود 90 درصد این کفش ها زمین های دفن زباله است.
سهامداران صنعتی و دانشگاهیان برای حل این معضل، بازیافت و آپسایکل یا بهیافت کفش را به عنوان یکی از روش های موجود پیشنهاد می دهند اما بازیافت مشکلات خاص خودش را دارد (بازیافت کفش نیازمند جداسازی اجزای کفش بوده و جداسازی بعضی از ترکیبات الیاف نیز دشوار است). علاوه بر آن بازار کفش های بهیافت شده هنوز چنان که باید پرقدرت نیست.
اما یکی از راه های کاهش ردپای زیست محیطی این صنعت به نقطه آغاز زنجیره تامین کفش برمی گردد تا از این طریق هم تاثیر فرایندهای تولید کفش بر محیط زیست کم شود و هم مواد اولیه جایگزین مورد استفاده قرار گیرد. با در نظر گرفتن روش های تولید جایگزین مانند تولید بر اساس تقاضا می توان می توان کارایی را افزایش و مصرف انرژی و مواد اولیه و در نتیجه تولید ضایعات را کاهش داد. با این کار بعضی از فراگیرترین مسایل و مشکلات این صنعت حل خواهد شد. با تولید کفش بر اساس تقاضا ضایعات کفش تا حد بسیار زیادی کاهش می یابد.
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)
علاوه بر آن تولید افزودنی که به آن چاپ سه بعدی نیز می گویند یکی از روش هایی است که توجه متخصصان فناوری و برندها را به خود جلب کرده است.
تولید جایگزین
در سال جاری(2022) تیمی از دانشجویان کارشناسی ارشد تلاش کردند تا کارایی کفش های چاپ سه بعدی را ثابت کنند. دکتر ماریان چرتو از مرکز بازرگانی و محیط زیست دانشگاه ییل در ایالات متحده آمریکا به همراه دانشجویانش با یک تولیدکننده کفش آمریکایی به نام هیلوس که دارای ضایعات صفر می باشد، همکاری کرده اند. هیلوس در سال 2021 راه اندازی شد و از آن زمان با برند کفش هلم برای ایجاد تحول در فرایند تولید کفش همکاری کرده است. این کمپانی ادعا می کند که در عرصه تولید کفش به روش چاپ سه بعدی و بر اساس تقاضا پیشرو بوده و روش جدید می تواند به طور کامل باعث حذف موجودی انبار و ضایعات شود.
هیلوس برای دفاع از ادعای خود با دانشجویان دانشگاه ییل همکاری کرده است. تیم تحقیقاتی با استفاده از داده های به دست آمده از شرکای زنجیره تامین هیلوس(کمپانی BASF Forward AM، تامین کننده راهکارهای تولید افزودنی و چاپ سه بعدی و کمپانی AMT، تامین کننده فناوری های تولید افزودنی)، تاثیر هرکدام از کفش های هیلوس بر محیط زیست را بررسی کرده است. هیلوس در گزارشی می نویسد که در حال حاضر تولید صنعتی کفش به روش متداول بر اساس تولید مواد اولیه ضایعاتی و تولید بیش از حد است. برندها برای ساخت کالاهایی هزینه می کنند که ممکن است حتی به نقطه خرید هم نرسد، در بعضی مواقع تولید بیش از ظرفیت تا 35 درصد و ضایعات تا 76 درصد مواد اولیه می باشد.
از آن جایی که تقریبا هر کفش دارای یک ساختار چندلایه است، چاپ سه بعدی این امکان را برای تولیدکنندگان فراهم می کند تا به جای چسباندن چند لایه به یکدیگر به روش قدیمی با استفاده از پلی یورتان یک جزء واحد را از یک ماده اولیه و بر اساس تقاضا خلق کنند.
به گفته هیلوس این فرایند که ذاتا بر پایه تولید بر اساس تقاضاست باعث کاهش تولید بیش از حد و ایجاد ضایعات می شود. از آن جایی که کفش های سه بعدی تنها از یک ماده اولیه یعنی پلی یورتان تهیه می شوند، احتمالا بازیافت کفش پس از پایان عمر مفید آن نیز ساده تر است. به گزارش سرویس اطلاعرسانی نساجی امروز، با این حال نقدی که به این روش وارد می شود این است که پلی یورتان یک ماده آلاینده می باشد چون باعث آزاد شدن میکروپلاستیک ها در محیط زیست می شود اما نتایج به دست آمده از این پروژه نشان می دهد که این فرایند در مقایسه با فرایند قدیمی در مجموع زیست سازگارتر است.
طرح کلی پروژه
در ابتدا مروری خواهیم داشت بر مصرف آب و انتشارات کربن زنجیره تامین مرتبط با فرایند تولید کفش سه بعدی هیلوس یعنی کفش موله Emmett.
داده های جمع آوری شده در این بررسی شامل استخراج پلی یورتان به عنوان ماده اولیه خام برای عملیات چاپ، انجام عملیات مخصوص پوست های چرمی بر روی ماده اولیه خام، انتقال مواد اولیه به کارخانه هیلوس، تولید، بازگشت در پایان عمر مفید و بازیافت می باشد.
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)
هیلوس فرایند تولید کفش خود را از نظر زیره و رویه چرمی کفش و میزان انشتار کربن با کفش های کاملا چرمی کمپانی وجا مقایسه کرده است.
هیلوس در فرایند تولید کفش خود از پودر پلی یورتان ترموپلاستیک اولتراسینت کمپانی BASFT و پرینتر سه بعدی مولتی جت فیوژن اچ پی استفاده کرده است. با استفاده از این فناوری چهار قسمت کفش یعنی کفی کفش، زیره میانی، زیره و پاشنه تولید می شود. این قسمت ها همه در قالب یک بخش ساخته می شوند و سپس با استفاده از فناوری AMT عمل شده و با آستر و رویه چرم دباغی شده گیاهی سرهم می شوند.
یافته ها
در روش سنتی سرهم کردن کفش نیاز به 65 قطعه مجزا می باشد که سرهم کردن آن ها دارای 360 مرحله است. در فرایند تولید کفش امت برای هر کفش تنها به 5 قطعه و برای سرهم کردن آن به 12 مرحله نیاز است.
بر اساس یافته های به دست آمده در روش تولید کفش با استفاده از چاپ سه بعدی در مقایسه با روش سنتی، میزان مصرف آب تا 99 درصد و میزان انتشار دی اکسید کربن تا 48 درصد کاهش می یابد.
با این حال هزینه قطعات در این پروژه در مقایسه با روش متداول بالاتر است. مقایسه جزء چاپ شده به روش سه بعدی با تولید زیره و زیره میانی به روش قالب گیری تزریقی نشان می دهد که میزان انتشارات در روش سنتی در واقع 10 تا 17 درصد بالاتر از روش چاپ سه بعدی است. تنها زمانی که کل فرایند سرهم کردن کفش را در نظر بگیریم، کاهش انتشارت دی اکسید کربن در روش چاپ سه بعدی برجسته می شود. چاپ سه بعدی با کم کردن تعداد قطعات و ساده سازی سرهم کردن محصول، میزان انشتار دی اکسید کربن را تا 48 درصد کاهش می دهد.
هیلوس در رابطه با تولید بیش از حد می گوید: "چاپ سه بعدی جلوی تولید ضایعات را از همان ابتدا می گیرد چون این روش در واقع تولید بر اساس تقاضا بوده که ضمن حذف مقوله تولید بیش از حد و کاهش ضایعات مواد اولیه بر روی خود محصول سرمایه گذاری بیشتری می کند."
فرصت ها
کمپانی هیلوس می گوید این مطالعه موردی سه ماهه باعث شد تا درک مثبت و ارزشمندی از اهمیت هریک از عوامل تاثیرگذار بر ردپای زیست محیطی فرایند تولید کفش به روش چاپ سه بعدی داشته باشیم. ما نمی دانستیم که در انتظار چه نتیجه ای باید باشیم. در این پروژه نکات بسیار ظریفی وجود دارد. نتایج به دست آمده نشان می دهد که روش جدید در مقایسه با روش سنتی تولید کفش نه تنها سریع تر و ارزان تر بوده و محصول بادوام تری را به دست مصرف کننده می رساند بلکه پایداری آن نیز به مراتب بیشتر است.
علاوه بر آن هیلوس عقیده دارد که مدل تجاری چاپ سه بعدی کفش دارای تاثیرات مثبتی دیگری نیز می باشد. برای مثال می تواند باعث تشویق به سرمایه گذاری بیشتر بر روی مواد اولیه و تاکید بر کارایی شود و در عین حال برای رفع تقاضای شدید حاضر برای تولید پایدار، بر روی روش های تولید جایگزین تمرکز کند.
کمپانی هیلوس می گوید یکی از یافته های مهم در این روش مربوط به تولید بر اساس تقاضا و در نتیجه کاهش ضایعات بوده است. تولید بر اساس تقاضا می تواند باعث افزایش کارایی در طول زنجیره تامین شود به نحوی که حتی مواد اولیه پایدار و فرایند بازیافت نیز نمی توانند در این حد کارایی را افزایش دهد.
این پروژه همچنین نشان می دهد که چطور فناوری های جدید که در کنار انقلاب صنعتی چهارم و دیجیتالیزاسیون ظهور کرده اند می توانند افق های جدیدی را پیش روی این صنعت قرار دهند. تا به امروز هیچ گاه چنین ابزار دقیق و کاملی برای ارزیابی، آزمایش و به کارگیری فناوری ها و مواد اولیه جدید برای خلق یک محصول وجود نداشته است.
امکان صرفه جویی در مواد اولیه و منابع مالی باعث دلگرمی برندها به آینده تولید دیجیتال و توانایی آن برای تغییرشکل اساسی زنجیره های تامین می شود.
هیلوس می گوید صنعت مد چهارمین صنعت آلاینده در جهان و مسوول 10 درصد انتشارات کربن و 20 درصد آلودگی آب ها و یک چهارم مواد شیمیایی مصرف شده در جهان می باشد. در عصر ما ممکن است جمعیت کره زمین به 10 میلیارد نفر برسد. ما باید بتوانیم بیشتر تولید و کمتر مصرف کنیم.