İklim ve Hava Hareketleri-8.sınıf fen konu anlatımı

data:image/jpeg;base64,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 
İklim ve Hava Olayları Arasındaki Farklar :
 İklim ve hava olayları birbiri ile ilgili olaylardır. Sıcaklık değişimi, Dünya`nın dönüş hareketleri, levha hareketleri gibi etkilerin, atmosferde ki kısa sürede oluşan etkileri hava olaylarını, uzun sürede oluşan etkileri iklim çeşitlerini oluşturur.
 İklim
 1-) Özellikleri geniş bir bölgede geçerlidir.
 2-) Çok uzun zaman içinde aynı kalan ortalama hava şartlarıdır (atmosfer olaylarının ortalamasıdır).
 3-) İklim olaylarını inceleyen bilim dalına klimatoloji (iklim bilim) denir.
 4-) Klimatoloji ile uğraşan bilim insanlarına iklim bilimci denir.
 5-) En az 30 – 35 yıllık hava durumuna ait ortalama veriler ile belirlenir.
 6-) Değişkenlik azdır.
 7-) İklimden bahsedilirken kurak, yağışlı, soğuk, sıcak gibi ifadeler kullanılır.
 8-) İklim kesinlik bildirir.

 Hava Olayları
 1-) Özellikleri dar (belirli) bir bölgede geçerlidir.
 2-) Kısa bir süre içinde (günlük, haftalık gibi) etkili olan hava şartlarıdır.
 3-) Hava olaylarını inceleyen bilim dalına meteoroloji denir.
 4-) Meteoroloji ile uğraşan bilim insanlarına meteorolog denir.
 5-) Günün 07.00, 14.00 ve 21.00 olmak üzere farklı saatlerinde yapılan günlük gözlemlerle belirlenir.
 6-) Değişkenlik fazladır.
 7-) Hava olaylarından bahsedilirken güneşli, rüzgârlı, yağmurlu gibi ifadeler kullanılır.
 8-) Hava olayları tahminidir.

Yorumlar