2021 Yıllık Sanayi Ürün (PRODCOM) İstatistikleri
Ülkemizde 1 milyon 64 bin 226 adet otomobil üretildi
Ülkemizde 2021 yılında 1 milyon 64 bin 226 adet otomobil, 12 milyon 80 bin 549 adet ev tipi buzdolabı ve dondurucu, 1 milyon 171 bin 608 adet kombi (hermetik), 80 milyon 568 bin 682 litre kolonya, 243 milyon 581 bin 864 ton hazır beton ve 5 milyar 410 milyon 849 bin 833 TL’lik tıbbi ilaçlar üretildi.
Seçilmiş sanayi ürünlerinin üretimi, 2017-2021
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Üretimden yapılan satışlar 4 trilyon 213 milyar 804 milyon TL oldu
Girişimlerin ürettikleri ürünlerden yaptıkları satış 2021 yılında 4 trilyon 213 milyar 804 milyon TL oldu. Bu değer 2020 yılında 2 trilyon 495 milyar 658 milyon TL iken 2019 yılında 2 trilyon 36 milyar 761 milyon TL olarak gerçekleşti.
Sanayi ürünlerinin toplam üretim ve satış değerleri, 2017-2021
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Üretimden yapılan satışların %14,2’sini ana metal sanayi ürünleri oluşturdu
Girişimlerin 2021 yılında ürettikleri ürünlerden yapılan satış tutarının %14,2’sini ana metal sanayi ürünleri oluşturdu. Bunu %12,4 ile gıda sanayi ürünleri, %8,4 ile tekstil sanayi ürünleri ve %8 ile motorlu kara taşıtı, treyler (römork) ve yarı treyler (yarı römork) imalatı takip etti.
Satış değerine göre en yüksek paya sahip ilk dört sanayi bölümü, 2017-2021
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Satış değerine göre en yüksek paya sahip ilk on sanayi bölümü (Nace Rev.2), 2017-2021
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Üretimden yapılan satışların %3’ünü yüksek teknoloji ürünleri oluşturdu
İmalat sanayinde 2021 yılında üretilen ürünler teknoloji düzeylerine göre sınıflandırıldığında, yüksek teknoloji sınıfındaki ürünlerin toplam satış değerinin %3’ünü oluşturduğu görüldü. Düşük ve orta-düşük teknoloji gruplarının toplamı %71,3 olurken orta-yüksek teknoloji grubunun payı %25,6 olmuştur.
Teknoloji düzeyine göre ürünlerin oransal dağılımı, 2017-2021
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Ana sanayi gruplarında, ara malları %50,3 ile ilk sırada yer aldı
İmalat sanayinde 2021 yılında üretilen ürünler ana sanayi gruplarına göre sınıflandırıldığında; toplam satış değerinin %50,3’ünü ara malların, %21,4’ünü dayanıksız tüketim mallarının oluşturduğu görüldü. Enerjinin payı ise %5,6’da kaldı.
Ana sanayi gruplarının satış değerine göre oransal dağılımı, 2017-2021
Ülkemizde 8 milyar 354 milyon adet maskenin üretimden satışı gerçekleşti
Ülkemizde 2021 yılında, 8 milyar 354 milyon 13 bin 780 adet maskenin ve 73 milyon 190 bin 943 litre kolonyanın üretimden satışı yapılmıştır. Sabun ve organik yüzey aktif ürünler vb. maddelerin üretimden satış miktarı 372 milyon 914 bin 772 kilogram iken dezenfektanın ise 55 milyon 262 bin 912 kilogram (aktif edilen maddelerin kilogramı) olmuştur. Benzer şekilde maske üretiminde de kullanılan dokusuz kumaşın üretimden yapılan satış miktarı 695 milyon 671 bin 603 kilogram olmuştur.
Pandemi sürecinde öne çıkan ürünlerde üretimden yapılan satış miktarları, 2018-2021
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AÇIKLAMALAR
Türkiye’de sanayi ürünlerinin detaylı üretim düzeylerini ortaya koymak amacıyla TÜİK tarafından 2005 referans yılından itibaren sanayi ürün istatistikleri çalışmasının sonuçları yayımlanmaktadır. 2019 referans yılı çalışmasından itibaren PRODTR 2017-2018 sınıflaması kullanılmaktadır. Sınıflama değişikliğine bağlı olarak 2005-2018 döneminde yayınlanan bütün seri PRODTR 2017-2018 sınıflamasına göre revize edilmiştir. Çalışma sonuçlarına TÜİK internet sayfasının “İstatistik Veri Portalı” kısmından da erişilmektedir.
Kaynak: TÜİK