امروزه صرفه جویی در مصرف انرژی و زمان به ویژه در فرایندهای تولیدی زمان بر و نیازمند صرف انرژی زیاد یک اولویت به حساب می رود.
به گزارش سرویس اطلاعرسانی نساجی امروز، در صنایع نساجی فرایندهایی وجود دارد که در آن از ماشین آلات رنگرزی عظیم مانند اورفلو یا سرریز، جت و سیستم های اتوکلاو استفاده می شود.
این روزها گزارشات خبری حاکی از آن است که برای توقف تاثیر بالا رفتن قیمت های برق و گاز طبیعی بر صنایع، کسب و کارها و خانوارها مداخلاتی صورت گرفته است. در نتیجه آگاهی از این امر که اقدامات هرچند کوچک به منظور صرفه جویی در مصرف انرژی می تواند بسیار تاثیرگذار باشد، خود گام مهمی به شمار می رود.
کمپانی زایتکس برای حدود پنج دهه ارایه دهنده رنگزاها و مواد کمکی دوستدار محیط زیست به کارخانجات رنگرزی، خشکشویی ها و تولیدکنندگان با انگیزه بهینه سازی عملکرد تولید برای آن ها بوده است. زایتکس برای کمک به مشتریان برای مواجهه با چالش کاهش مصرف کلی انرژی ایده موثری ارایه داده که بر روی یکی از مراحل رنگرزی منسوجات اثرگذار است: سفیدگری پنبه.
فرایند سفیدگری پنبه با پراکسید هیدروژن از قدیم در دمای بالا و در شرایط قلیایی شدید انجام می شده است.
متخصصان نساجی در زایتکس موفق به توسعه فرایند سفیدگری پنبه در دمای پایین با نام فرایند EB شده اند. طراحی این فرایند به گونه ای بوده است که امکان سفیدگری غیرپیوسته الیاف سلولزی و ترکیبات آن با الاستان وجود داشته باشد. حداکثر دمای مورد نیاز بین 75 تا c° 85 بوده و PH فرایند نیز خنثی می باشد.
فرایند EB حاوی یک سیستم آنزیمی است که امکان تجزیه همزمان پکتین ها و پیگمنت های طبیعی موجود در الیاف پنبه را فراهم می کند.
اساس فرایند فوق ترکیب دو ماده کمکی با نام های ZETALASE EB و ZETAKIN EB می باشد.
ماده اول باعث ایجاد زیردست نرم و طبیعی در کالاها می شود. با استفاده از این ماده چروک پذیری کاهش می یابد، قابلیت دوخت آن بهتر می شود و استحکام و کشسانی پارچه نیز بهبود پیدا می کند. این ماده باعث می شود زیردست طبیعی و نرم ماده اولیه حفظ شود و هم زمان آبدوستی آن نیز در بهترین مقدار خود باشد.
ماده کمکی دوم یعنی ZETAKIN EB نقش فعال کننده کمکی را در واکنش پراکسید هیدروژن در سفیدگری غیرپیوسته الیاف سلولزی فاقد فلزات سنگین ایفا می کند.
هر دو ماده باید در کنار ZETAPON EB که ترکیبی از عوامل ترکننده، دترجنت، دیسپرس کننده و سختی گیر آب است، مورد استفاده قرار گیرند. این ماده باعث کنترل تجزیه پراکسید هیدروژن، ترکیب با یون های آهن، منیزیوم و کلسیوم، نفوذ بسیار خوب درون پارچه به دلیل ترکنندگی بالا و در نتیجه استخراج ناخالصی های مختلف می شود. علاوه بر آن این ماده تولید فوم نمی کند.
یکی دیگر از نکات مهم فرایند EB، PH نهایی حمام سفیدگری می باشد که یا خنثی است یا کمی اسیدی که باعث می شود نیازی به آبکشی مضاعف پنبه سفیدگری شده به منظور خنثی سازی آن نباشد. در این شرایط تا حد زیادی در مصرف انرژی، آب و زمان صرفه جویی خواهد شد.
در مجموع فرایند EB دارای مزایایی برای پارچه پنبه ای است نظیر:
- زیردست نرم
- درجه سفیدی قابل قبول برای رنگ های پاستلی
- کاهش زمان سفیدگری
- کاهش وزن از دست رفته ماده اولیه
- کاهش مقاومت از دست رفته
- کاهش مصرف انرژی
- صرفه جویی در زمان و آب و کاهش دمای مورد نیاز
- کاهش قلیایی شدن پساب ها
در حال حاضر فرایند EB در کارخانجات تولیدی متعددی مورد بررسی و آزمایش قرار گرفته و مشخص شده که به کارگیری این فرایند دارای مزایای مهمی از نظر کاهش زمان سفیدگری است. برای مثال با کاهش زمان مورد نیاز برای تکمیل فرایند در مصرف انرژی صرفه جویی شده و بهره وری تولید افزایش پیدا می کند ضمن این که با محدود ساختن چروک پذیری پارچه و مقاومت از دست رفته آن آسیب کمتری به پارچه وارد خواهد شد.
متخصصان زایتکس قصد دارند در مطالعه ای که انجام داده اند تمامی موارد فوق را نشان دهند. آزمایشات متعددی در شرایط مختلف انجام شده است تا از این طریق بتوان نتایج آن ها را با یکدیگر مقایسه کرد. در این مطالعه با در نظر گرفتن نتایج حاصل از انجام فرایند سفیدگری استاندارد که متخصصین آزمایشگاهی آن را به عنوان فرایند مرجع دنبال می کردند، یک پارچه پنبه ای خام استاندارد در شرایط مختلف مورد سفیدگری قرار گرفت که در جدول زیر نشان داده شده است.
جدول-مقایسه مراحل فرایند سفیدگری متداول و فرایند EB
![](data:image/jpeg;base64,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)
این مطالعه شامل سه آزمایش دیگر نیز می شود: دو آزمایش در آزمایشگاه های زایتکس انجام شده که یکی از آن ها در کمترین دمای پیشنهادی (c° 75) و دیگری در بیشترین دمای پیشنهادی فرایند EB (c° 85) بوده است. سومین آزمایش نیز در یک ماشین رنگرزی کوچک که برای آزمایشات پیش از تولید مورد استفاده قرار می گرفت، انجام شد.
این ماشین توسط کمپانی F2 Lavorazioni Tessili -مشتری زایتکس- برای انجام آزمایش در اختیار این کمپانی قرار گرفت. کمپانی لاوراتزیونی تسیلی در شهر اسکیو، ایتالیا واقع شده و در زمینه رنگرزی و تکمیل الیاف طبیعی و بشرساخت فعالیت می کند.
بهترین راه برای بررسی میزان مفید بودن تست های آزمایشگاهی انجام تست در کارخانجات رنگرزی است.
نتایج تمامی آزمایشات انجام شده نشان دهنده سطح قابل قبولی از سفیدی در پنبه سفیدگری شده می باشد ضمن این که PH حام سفیدگری نیز تا حدی اسیدی است. همان طور که گفتیم این میزان از PH باعث می شود نیازی به آبکشی مضاعف برای خنثی سازی پنبه سفیدگری شده نباشد.
نتایج آزمایشات انجام شده در آزمایشگاه های زایتکس و همچنین کارخانه F2 نشان می دهد که با استفاده از فرایند EB می توان به سطح قابل قبولی از سفیدی در پنبه دست پیدا کرد. مزایای این روش صرفه جویی در مصرف آب و انرژی با حذف مرحله آبکشی اضافی و امکان انجام فرایند در دمای پایین تر است.
ملاحظات
در این جا به طور خلاصه داده های جدول 1 را بررسی کرده و بر نتایج حاصل از دستورالعمل استاندارد و همچنین فرایند EB که در ماشین پیش از تولید در کارخانه F2 انجام شده بود، تمرکز خواهیم کرد.
از یک سو مقادیر مربوط به پراکسید هیدروژن باقیمانده نشان دهنده نتایج مشابه برای هر دو آزمایش است.
از سوی دیگر دستورالعمل مربوط به ماشین موجود در کارخانه F2 نشان دهنده زمان کمتر و PH پایین تر در حمام سفیدگری است که نیاز به آبکشی برای خنثی سازی پنبه سفیدگری شده را از بین می برد.
![](data:image/jpeg;base64,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)
در بررسی های انجام شده به چند دلیل بالاتر بودن سطح Stephansen در پنبه سفیدگری شده بر اساس دستورالعمل استاندارد لزوما به معنای نتایج سفیدگری بهتر نیست برای مثال زیردست پارچه یا فاکتورهای مقاومت آن .
از آنجایی که هر یک از فرایندها به صورت موردی باید مورد بررسی قرار گیرد، زایتکس تمرکز خود را بر روی فعالیت های تحقیق و توسعه گذاشته است تا بهترین عملکرد را در آماده سازی، رنگرزی و تکمیل تقریبا تمامی انواع الیاف نساجی و فرایندهای تولیدی داشته باشد.