Psixrometr: Redaktələr arasındakı fərq

Silinən məzmun Əlavə edilmiş məzmun
Redaktənin izahı yoxdur
Teqlər: Mobil redaktə Mobil veb redaktə
Redaktənin izahı yoxdur
Teqlər: Mobil redaktə Mobil veb redaktə
Sətir 2:
{{Takson
| adı = Psixrometr
| şəkil = 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
}}
'''Havanın nisbi rütubətini təyin etməyə imkan verən cihazlardan biri də psixrometrdir.