Để hạ tầng năng lượng đi trước một bước trong kỷ nguyên mới:

Bài 5: Giải bài toán về giá trong phát triển điện khí/LNG
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Chọn Giọng
  • Nữ Miền Bắc
  • Nam Miền Bắc
  • Nam Miền Nam
  • Nữ Miền Nam
Điện khí, đặc biệt là điện khí hóa lỏng (LNG), được xác định là “trụ đỡ” quan trọng trong hệ thống năng lượng quốc gia, đóng vai trò then chốt trong tiến trình chuyển dịch năng lượng. Tuy nhiên, bất chấp tầm nhìn chiến lược này, hầu hết các dự án điện khí/LNG vẫn đang chậm tiến độ hoặc không thể thu hút đầu tư. “Nút thắt” lớn nhất nằm ở bài toán cơ chế giá khí, giá điện và các cam kết mua bán dài hạn, đòi hỏi những giải pháp đồng bộ và quyết liệt hơn nữa từ Chính phủ và các bên liên quan.
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