طیبه مرادی : بازار پلیمرها و بهطور کلی بازار محصولات پتروشیمیایی با تنشهای بسیار جدی روبه رو شده است. این تنشها باعث شده است که این روزها اوضاع کلی متعادلی را شاهد نباشیم. شاید از نگاه یک فعال بازار و تولیدکننده، مهمترین اتفاقی که در این بازار درحال خودنمایی است رشد قیمتها و رکوردشکنیهای متعاقب نرخ است که بعضا با برخی از بازیها امکان ایجاد فضای تنفسی در برابر رشد قیمتها ایجاد شود. اگرچه بهصورت کلی و در یک روند مستمر این موارد هم چندان به چشم نمیآید و بازهم رشد قیمتهای کلی را شاهد هستیم. از طرف دیگر درکنار افزایش قیمتهای پایه بحث رقابتهای قیمتی در بورس کالا را باید درنظر گرفت که بر این رشد نرخها دامن میزند. اما اگر بازار محصولات پتروشیمیایی را بهعنوان یک موجود در نظر بگیریم نوسان نرخ یکی از ویژگیهای مهم این بازار است.
سکان تغییر فاز در دستان حجم معاملات
از نگاه یک مدیر یا یک تحلیلگر مهمترین دادهای که لازم است به آن توجه کنیم حجم معاملات است. زیرا نشاندهنده واقعیتهای زیرپوستی این بازار است. حتی در مورد نوسان قیمتها ممکن است که بازار بعضا دچار اشتباه یا با تغییر سریع بهای ارز تغییر جدی در روند قیمتها ایجاد شود. اما بحث معاملات بحثی دیگر است که شاید از اهمیت قیمتها بالاتر باشد. نگاهی به نمودار حجم معاملات پلیمرها در سال جاری نشان میدهد که از یک روند مستمر برخوردار بودیم و حجم دادوستد از نوسان چندانی بهصورت کلی برخوردار نبود و رقمی بیش از ۶۵ هزار تن در اکثر هفتههای سال جاری برای حجم معاملات به ثبت رسیده است. البته در ۶ ماه نخست امسال که در حال حاضر ۳ هفته از این زمان میگذرد شاهد هستیم که حجم معاملات به نسبت سال گذشته رشد ۱۴ درصدی را تجربه کرده است که به خودی خود دادهای قابل قبول به شمار میرود. از طرف دیگر حجم معاملات سال جاری نسبت به میزان دادوستدهای سال ۹۷ نیز افزایشی بوده که این امر نشاندهنده تغییر وضعیت تولید به سمت و سوی بهبود است. اگرچه در سال ۹۷ با پیچیدگیهای زیادی همراه بودیم که حتی قاچاق مواد اولیه را نیز شاهد بودیم. اما برای سال جاری این ویژگیها باتوجه به فاصله قیمت آزاد و نیمایی ارز متصور نیست و در کنار آن رشد حجم معاملات نشاندهنده این است که واقعیتهای این بازار بهصورت بنیادین درحال تغییر است. البته این را باید در نظر گرفت که روند افزایشی بهای ارز که متعاقب آن رشد قیمتها را به همراه دارد، خرید مواد اولیه از طریق کارخانهها را افزایش میدهد تا برای پوشش ریسک افزایش قیمت، مواد اولیه بیشتری را در واحدهای تولیدی خود داشته باشند.
۴+۱ فاکتور اثرگذار در بازار پتروشیمیاییها
البته در یک بازه زمانی مثلا ۷ ماهه این میزان سرشکن میشود، براین اساس میتوانیم بگوییم که بهصورت کلی و باتوجه به متوسط حجم معاملات تولید در صنایع تکمیلی به نسبت سالهای گذشته وضعیت بهتری دارد. حالا اینکه در قیمت دلار بالای ۳۱ هزار تومان این ویژگی ثبت میشود نیازمند دقت بیشتری است. اکنون بهجز حجم معاملات، حجم عرضه، حجم تقاضا و وضعیت قیمتی را اگر چهار فاکتور اصلی در بازار به حساب بیاوریم، باید یک فاکتور دیگر را نیز به آن اضافه کنیم و آن فاصله قیمتی میان بهای آزاد و نیمایی ارز است. هرچقدر قیمت دلار افزایش یابد به معنی آن است که سودآوری صادرات در بازارهای منطقهای و جهانی تقویت میشود. بنابراین یکی از مهمترین دلایلی که صنایع مرتبط با پلیمرها در روزهای سخت فعلی با کاهش حجم معاملات روبهرو نیستند همین داده است یعنی بخش مهمی از تولیدات آنها به کشورهای منطقهای صادر میشود که با توجه به فاصله قیمتی دلار آزاد و نیمایی یک فضای تنفسی مجددی به این بازارها و این صنایع ارائه شده است.
تهدید کرونایی صادرات
درحال حاضر بحث صادرات اگر وجود نداشت شاید فعالیت خیلی از شرکتهای تولیدی ما تعطیل میشدند و البته اکنون میتوانیم بگوییم انتظار برای رونق بیشتر تولید در نیمه دوم سال هم متصور است. بهصورت عرف در بازار نیمههای اول سال و روزهای گرم سال روزهایی برای پایینتر بودن حجم تقاضا و نیمه دوم سال زمانی برای رونق بالاتر تولید است. بنابراین از هماکنون انتظار داریم که برای نیمه دوم سال وضعیت تولید بهتر شود. هرچند که این موضوع را نمیتوانیم با قطعیت بگوییم، زیرا دادههای اثرگذار متفاوتی بر این بازار تاثیر میگذارد. شیوع موج بعدی کرونا در اقصی نقاط جهان ترس از نگرانیهای تجاری را بازهم افزایش داده که احتمال کاهش نرخ را در بازارهای جهانی به همراه دارد. این را هم باید بهعنوان یک ریسک مهم درنظر بگیریم. در ابتدای سال جاری بسیاری از واحدهای تجاری تعطیل شدند و باتوجه به این شرایط که تجربهای دربرابر این وضعیت نداشتند با مشکل جدی روبهرو شدند اما اکنون شرایط متفاوت است. باتوجه به این موارد باید صادرات را بهعنوان یکی از سوپاپهای اطمینان صنایع تکمیلی به شمار بیاوریم، اما صادرات هم یک روند مستمر به شمار نمیرود. بهعنوان مثال اگر برای خرید در بورس کالا رقابت ۲۰یا ۲۵ درصد به بالا ثبت شود، دیگر قیمت تمام شده تولید حتی با احتساب بازگشت ارز حاصل از صادرات بهصورت فیزیکی و رفع تعهد ارزی با نرخ سنا هم مزیت خاصی را برای تولیدکننده به همراه ندارد، بنابراین این امر را باید بهعنوان یک ریسک مهم در نظر گرفت. در هر حال وضعیت فعلی، منطقی نیست و لازم است که برای این شرایط فکر کرد.
الزام همبستگی زنجیره تولید و تجارت
البته لازم است که بازار را به دو گروه گریدهای جذاب و گریدهای رایج طبقهبندی کنیم که مشکلات غالبا در گریدهای جذاب خودنمایی میکنند و برای این گریدها نیز افزایش ظرفیت تولید را در کوتاهمدت متصور نیستیم. ولی رشد تقاضا محتمل خواهد بود. بنابراین بخشی از نیاز داخلی را باید از طریق واردات تامین کرد. متاسفانه چیزی که انتظار داریم در بازار محصولات پتروشیمیایی ایجاد نشده است یعنی توالی زنجیره تولید و تجارت کامل نیست و این امر نگرانی خاصی را به همراه خواهد داشت. یعنی در زمانهایی که نیازمند عرضه مواد اولیه وارداتی هستیم غالبا با سرعت عمل انجام نمیشود و بعضا در بوروکراسیهای اداری با مشکل مواجه میشود و به تعویق میافتد. بهطوری که نتیجه آن به زیان تولید خواهد بود. انتظار داریم که بخشهای مختلف تجاری در این بازار همبستگی بیشتری با هم پیدا کنند تا فرآیند تولید مواد اولیه تا تجارت محصول نهایی در بازار داخلی و بازارهای صادراتی با قدرت بیشتری همراه باشد.
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)
لینک مطلب:
https://www.eranico.com/fa/content/127641