Hava kanalları - Basınç
<p><span style="font-family: Arial;">5.8.1 Pozitif basınç</span></p><p><span style="font-family: Arial;">İlgili deney elemanı, deney yapılan kanalın malzemesine uygun herhangi bir araçla hava geçirmeyecek</span><span style="font-family: Arial;">şekilde numunenin uçları kapatılarak yatay olarak yerleştirlir. Daha sonra, bir uç pozitif basınç kaynağınavenbsp;</span><span style="font-family: Arial;">bağlanır.</span></p><p><span style="font-family: Arial;">Numune, ps, pr+’ya eşit olarak Çizelge 4’te belirtilen deney işlemine maruz kalır.</span></p><p><span style="font-family: Arial;"><br></span></p><img src="data:image/png;base64,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" style="width: 1303px;"><p><span style="font-family: Arial;">5.8.2 Negatif basınç</span></p><p><span style="font-family: Arial;">Madde 5.8.1’de açıklanana benzer referans deney elemanı kullanılır, ancak uç kapaklar, kanalın anmavenbsp;</span><span style="font-family: Arial;">uzunluğunda kalmasını sağlayan sabit bir bağlantıya tutturulur. Negatif basınç kaynağı bir uca bağlanır vevenbsp;</span><span style="font-family: Arial;">ilgili test elemanı negatif deney basıncı ile Çizelge 4’te belirtilen deney işlemine maruz kalır.</span></p>

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