کاهش دی اکسید کربن و ایجاد ارزش
دی اکسید کربن ممکن است به صورت یخ خشک، گاز، مایع یا سیال فوق بحرانی بسته به فشار و دما وجود داشته باشد.
کاهش دی اکسید کربن و ایجاد ارزش
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جذب دی اکسید کربن
به دلیل احتراق سوختهای فسیلی، نیروگاهها و فرآیندهای صنعتی گازهای خروجی تولید میکنند که حاوی سطوح بالایی از دی اکسید کربن هستند. برای کاهش انتشار دی اکسید کربن می توان از روش های مختلفی استفاده کرد:
جذب قبل از احتراق: دی اکسید کربن قبل از احتراق از گازهای سنتز حذف می شود
جذب پس از احتراق: دی اکسید کربن پس از احتراق با هوا از گازهای دودکش حذف می شود.
جذب سوخت اکسیژن: دی اکسید کربن پس از احتراق با اکسیژن از گازهای دودکش حذف می شود.
دریچههای گلوب و دوار توسط SAMSON در حال حاضر در این روشها در سراسر جهان استفاده میشوند. SAMSON سوپاپ های ویژه ای را برای فرآیند جذب سوخت اکسیژن عرضه می کند
انتقال دی اکسید کربن
دی اکسید کربن حذف شده باید قبل از حمل و نقل تمیز شود. با حذف آب از مخلوط گاز می توان از خوردگی در حین حمل و نقل جلوگیری کرد. برای انتقال واقعی، گاز غنی شده با CO2 فشرده یا خنک می شود تا زمانی که مایع شود یا به فاز فوق بحرانی خود برسد. در حین حمل و نقل، فشار و دما باید دقیقاً کنترل شود تا از انتقال فاز جلوگیری شود و دی اکسید کربن از رسیدن به نقطه سه گانه خود جلوگیری کند (زمانی که تعادل فاز بین فاز گاز، مایع و جامد وجود دارد).
طیف محصولات SAMSON شامل شیرهای مختلف با کاربرد اثبات شده و مقاوم در برابر خوردگی برای مدیریت پیش تصفیه دی اکسید کربن و انتقال واقعی دی اکسید کربن است. شیرهای ضد ولتاژ، شیرهای برودتی، شیرهای قطع کننده ویژه HIPPS و شیرهای ESD راه حل های قابل اعتمادی برای این کاربردها هستند.
ذخیره سازی دی اکسید کربن
در فرآیندهای CCS،
دی اکسید کربن حذف شده به دهانه چاه وارد می شود و به طور دائم در لایه های سنگی در اعماق زیر زمین ذخیره می شود. برای عملکرد صحیح در محیط نقطه تزریق، شیرها در چنین کاربردهایی باید ناهموار باشند تا در سخت ترین شرایط مقاومت کنند و دارای قابلیت های میدانی باشند.
دریچه های SAMSON مجهز به تریم سوپاپ بهینه شده برای شرایط فرآیند این الزامات را برآورده می کنند.
استفاده از دی اکسید کربن
در فرآیندهای CCU،
دی اکسید کربن جذب شده بیشتر مورد استفاده قرار می گیرد. به عنوان مثال، به عنوان ماده اولیه در صنایع شیمیایی و پتروشیمی برای تولید پلیمرها، مصالح ساختمانی و سوخت های مصنوعی استفاده می شود. پس از خالص سازی کافی، دی اکسید کربن می تواند در تولید مواد غذایی و نوشیدنی نیز استفاده شود.
صنایع شیمیایی و صنایع غذایی در میان بازارهای کلیدی SAMSON قرار دارند. SAMSON به عنوان یک فروشگاه تک مرحله ای، شیرهای سبک و سنگین را برای فرآیندهای شیمیایی فراهم می کند تا تمام نیازها را برآورده کند. همین امر در مورد کارهای خاص مانند فرآیندهای بهداشتی یا استریل صدق می کند.
لوازم جانبی نوآورانه شیر، مانند موقعیتگیرها و شیرهای برقی، طیف محصولات SAMSON را کامل میکند. ابزارهای هوشمند از جمله پوزیشنرهای با قابلیت ارتباط ما امکان مدیریت کارآمد دارایی و نگهداری پیش بینی را فراهم می کند.
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