با مشاهده میکروپلاستیک ها در قطب جنوب که تا پیش از این آلوده نشده بود میکروپلاستیک ها به یکی از تیترهای اصلی اخبار تبدیل شده اند. در صنایع نساجی و پوشاک، میکروپلاستیک ها اغلب در پساب ها وجود دارند اما وظیفه ما در مقابل این پساب های مضر چیست؟
به گزارش سرویس اطلاعرسانی نساجی امروز، در این مقاله به تحقیقی که توسط دکتر راجانی سرینیواسان در مورد استفاده از فلوکولانت های بر پایه گیاه برای حذف میکروپلاستیک ها از پساب های نساجی انجام شده، می پردازیم.
در طول سال های گذشته شواهد زیادی مبنی بر آسیب رساندن میکروپلاستیک ها به محیط زیست وانسان ها به دست آمده است. کمیسیون اروپا حتی در استراتژی اتحادیه اروپا برای منسوجات پایدار و گردشی تمرکز خود را بر روی "لزوم رسیدگی به مشکل جدا شدن غیرعمدی میکروپلاستیک ها از منسوجات" گذاشته است.
در حال حاضر بیش از هر زمان دیگری وجود راهکاری برای رفع این معضل ضروری به نظر می رسد، با این حال یافتن راهکاری برای میکروپلاستیک ها که خود باعث آسیب به محیط زیست شود، بی فایده است.
دکتر راجانی سرینیواسان، استادیار شیمی و رییس دپارتمان شیمی، زمین شناسی و فیزیک دانشگاه ایالتی تارلتون، تگزاس به فکر راه حلی بود که ارزشش را داشته باشد. او در سال 1999 کار بر روی مواد اولیه بر پایه گیاهان را به عنوان بخشی از پایان نامه دکترای خود آغاز کرد.
وی در ابتدا در مورد استفاده از مواد اولیه گیاهی مختلف برای حذف آلودگی ها از پساب های نساجی تحقیق می کرد و همین نقطه شروع تحقیقاتش بر روی حذف انواع آلاینده ها در زمانی شد که صحبتی از میکروپلاستیک ها نبود. تصور او و تیمش این بود که چرا به جای اضافه کردن مواد سمی بیشتر به محیط زیست از پلیمرهای بر پایه مواد غذایی که غیرسمی و دوستدار محیط زیست هستند، استفاده نشود.
سرینیواسان در میانه این تحقیقات کشف کرد که گیاه بامیه بهترین عملکرد را برای حذف میکروپلاستیک ها از پساب ها دارد.
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فرایند
در فرایند جداسازی میکروپلاستیک ها که فلوکولاسیون نام دارد در واقع نقش اصلی را بخش پلی ساکارید گیاه بامیه ایفا می کند که باعث حذف میکروپلاستیک ها از پساب های نساجی می شود. به این فرایند مکانیزم پل زدن نیز گفته می شود چون پلی ساکاریدها میکروالیاف را به خود جذب می کنند. با بزرگ تر شدن و سنگین تر شدن گروه های میکروالیاف متصل به پلی ساکاریدها، آن ها هرچه بیشتر به ته جریان پساب فرو می روند و در نهایت حذف می شوند.
این روش مشابه عملکرد فلوکولانت های گیاهی مختلف است اما بسته به نوع پلیمر به کاررفته روش دیگر یعنی چنگالش یا همان ترکیب یک یون فلزی و یک ملکول یا یون نیز جواب می دهد. آزمایشات بیشتر نشان دهنده نتایج مشابهی با انواع مختلف آب می باشد.
طبیعتا استفاده از جایگزین های گیاهی مزایای زیادی به همراه دارد که یکی از آن ها غیرسمی بودن است. سرینیواسان می گوید: "معمولا اتفاقی که در جداسازی ناخالصی یا آلودگی به ویژه از مواد بر پایه آب می افتد این است که اگر از هر نوع ماده سمی برای این کار استفاده شود، آن ماده در آب باقی خواهد ماند. در صورت تجزیه شدن آن مواد اولیه سمی در محیط آبی رها می شوند که بر روی ارگانیسم های آبی تاثیر خواهند داشت اما در صورت استفاده از جایگزین های گیاهی از آن جایی که پلی ساکاریدهای پلاستیک نیستند، حتی اگر تجزیه نشوند هم مشکلی نخواهد بود. به همین دلیل است که ما فکر می کنیم جایگزین های گیاهی انتخاب های بهتری هستند."
یکی دیگر از مزایای راهکار سرینیواسان این است که نیاز به هیچ گونه تغییر ساختار یا مواد افزودنی نیست که باعث افزایش هر چه بیشتر پایداری این روش می شود. او می گوید: "از هر روشی که تا به حال برای تصفیه پساب ها استفاده می کردید می توایند همان را ادامه دهید؛ تنها کاری که لازم است انجام دهید جایگزین کردن مواد مصنوعی با مواد اولیه پیشنهادی ماست. همین و بس. بنابراین چنانچه فردی مایل به سرمایه گذاری بر روی روش ما باشد باید بداند که زیرساخت ها به همان شکل سابق باقی خواهد ماند."
معایب
هرچند که سرینیواسان عقیده دارد روش پیشنهادی او بدون عیب می باشد اما یک چیز باعث آزارش شده است. او می گوید: "از آن جایی که این یک ماده اولیه جدید است، به بازار آمدن آن اندکی زمان می برد چون همه به مواد اولیه مصنوعی عادت کرده اند. با این حال بعضی از این مواد در حال حاضر به صورت تجاری در دسترس هستند برای مثال صمغ تمر هندی و زغال اخته. تجاری کردن و وارد کردن مواد اولیه جدید به بازار کار دشواری نیست، چیزی که سخت است آگاهی و اشتیاق افراد برای تغییر است."
تاثیرات صنعتی
در حال حاضر تاثیر حقیقی میکروپلاستیک ها آشکار شده است. اکنون متوقف کردن هر فرایند تولیدی در صنایع نساجی و پوشاک که باعث تولید میکروپلاستیک ها می شود، منطقی به نظر می رسد(در یک جهان ایده آل).
سرینیواسان می گوید: "صنایع نساجی یک صنعت بسیار بزرگ و مهم است و بدون شک مدت زمان زیادی باقی خواهد ماند. بنابراین حذف مواد اولیه مصنوعی با اثرات سمی و جایگزین کردن آن با مواد بهتر منطقی است. برای کاهش چشمگیر آلودگی و یا حذف آن نیاز به تصویب و اعمال قوانین سختگیرانه تری می باشد."
با این حال از آن جایی که هر کشور قوانین و مقررات خود را در رابطه با پایداری دارد، حرف زدن در مورد آن آسان تر از عمل کردن است. علاوه بر آن ترندهای مد فصلی است که به برندهای پارچه دیکته می کند که از چه موادی استفاده کنند.
به گفته سرینیواسان روش طولانی مدت کاهش میکروپلاستیک ها در صنعت کاهش تدریجی مصرف آن هاست برای مثال می توان با کاهش 5 تا 10 درصدی شروع کرد. او همچنین استفاده دوباره از یک پلاستیک را پیشنهاد می دهد که خود باعث کاهش تولید پلاستیک و در نهایت کاهش مقدار میکروپلاستیک ها می شود.
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)
قوانین پیش رو برای محدود کردن دسترسی صنایع نساجی و پوشاک به پلی اتیلن ترفتالات به دست آمده از بطری های پلاستیکی نیز احتمالا به کاهش میکروپلاستیک ها کمک خواهد کرد و همچنین به این معناست که تولیدکنندگان باید برای جبران کمبود مواد اولیه به توسعه راهکارهای جدید اقدام کنند.
او اضافه می کند که چندین کشور در جهان موفق به تولید پلاستیک های زیست تجزیه پذیر و یا به عبارتی غیرپلاستیک شده اند که از مواد اولیه مختلفی دقیقا شبیه پلاستیک تشکیل می شود. او استفاده از این مواد را که در حال حاضر در دسترس نیز هستند، توصیه می کند.
برنامه های آینده
در حال حاضر سرینیواسان در حال بررسی حذف سایر آلاینده ها مانند پلی فلورو آلکیل ها با استفاده از فلوکولانت های بر پایه گیاهان نظیر آلوئه ورا می باشد. با این حال ترجیح می دهد ابتدا فناوری استفاده از گیاه بامیه برای حذف میکروپلاستیک ها را وارد بازار کند.
او می گوید: "این فناوری در حال حاضر آماده ورود به بازار می باشد و تنها مانعی که بر سر راه آن وجود دارد تولید انبوه آن است. بنابراین گام بعدی جستجو برای شرکت هایی است که مایل به سرمایه گذاری بر روی آن باشند تا بتوان آن را زودتر به مرحله تولید تجاری رساند."
مرجع:
Cara Dudgeon, “Using plants to remove wastewater microplastics”, WTIN, January 2023