پس از مدتها تثبیت نرخ ارز از طریق سیاستهای بانک مرکزی، در روزهای اخیر این بازار با روند صعودی مواجه شده که یک کارشناس اقتصادی معتقد است تا زمانی که نرخ تورم در کشور بالا است، نرخ ارز هم روند صعودی خواهد داشت و در این زمینه نباید سعی کرد تا نرخ ارز را سرکوب یا کنترل کرد بلکه با اصلاح سیاستهای پولی و نرخ تورم، ارز هم به ثبات خواهد رسید.
محمد صادقالحسینی درباره تحولات اخیر نرخ ارز، گفت: افزایش نرخ ارز در اقتصادی که دارای تورم بالایی است یک امر طبیعی و قطعی است و باید دولتها نرخ ارز را نسبت به تورم داخلی و خارجی افزایش بدهند.
وی با انتقاد به سیاست بانک مرکزی در زمینه کنترل و ثبات نرخ ارز، توضیح داد: اگر دولت میخواهد سیاست پولی مستقل داشته باشند، نباید به دنبال سیاست ارزی مستقل باشد زیرا، این امر باعث میشود تا منابع ارزی کشور از بین برود. سیاست ارزی باید تابع سیاستهای پولی باشد.
احتمال نقش هدفگذاری تورم در افزایش نرخ ارز
صادقالحسینی افزود: باید به تدریج نرخ ارز را متناسب با نرخ تورم افزایش بدهیم و اگر بانک مرکزی به دنبال هدفگذاری تورم است، هرگز نمیتواند سیاست ارزی مستقل را دنبال کند و شاید میتوان گفت یکی از دلایل افزایش نرخ ارز سیاست هدفگذاری تورم باشد.
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)
تبعات اقتصادی کنترل نرخ ارز
در ادامه این کارشناس اقتصادی با بیان اینکه افزایش نرخ ارز متناسب با نرخ تورم امر مطلوبی برای اقتصاد است، اظهار کرد: تثبیت نرخ ارز در یک مدار مشخص توسط بانک مرکزی موجب میشود تا واردات کاهش پیدا کند زیرا، زمانی که نرخ ارز سرکوب شود، واردات نیز هر روز ارزانتر میشود و تولید داخلی هم به دلیل تورم هر روز گرانتر خواهد شد. همچنین، سرکوب نرخ ارز باعث ازبین رفتن پتانسیل اشتغال در کشور میشود زیرا، منابع صرف پایین نگه داشتن نرخ ارز میشود و بدین گونه صنعت کشوری که منابع طبیعی دارد و میخواهد ارز را تثبیت کند اما تورم بالایی دارد، از بین خواهد رفت.
وی در پایان سخنانش تاکید کرد: تا زمانی که نرخ تورم در کشور بالا باشد، نرخ ارز هم روند صعودی خواهد داشت و در این زمینه نباید نرخ ارز را سرکوب یا رها کنیم بلکه باید سیاستهای پولی و تورم را اصلاح کنیم که در پی این امر نرخ ارز هم ثابت خواهد شد.
لینک مطلب:
https://www.eranico.com/fa/content/118664