Ahmet Bey merhabalar,
Örneğin 100/100 bir kolon için dış etriye sarıldıktan sonra iç kısımlardaki etriye ya da çiroz kolları 25*fi etriye olmak zorunda. Bu kolların tamamı çiroz yapılabilir mi yoksa belli miktar iç etriye belli miktar çiroz diye bir durum söz konusu mu. Yani toplam 10 kola ihtiyacımız var ve dış etriyeden sonra geriye 8 kol kalmaktadır.Bu 8 kolun hepsini çiroz mu yapsak ya da 4 çiroz 2 etriye(4 kol) mi yapsak daha uygun olur.
Ben iç kısmada bir etriye daha sarılmasının daha iyi olacağını düşünüyorum. Cevabınız için teşekkür ederim.
Ahmet Bey, bu şekilde dış etriye dizilimi olur mu.Birde buna cevap verebilir misiniz.Büyük tek bir dış etriye değil de iki farklı etriye birbirine bindirerek resimdeki gibi dış etriye yapmak da uygun mudur?(//http://data:image/png;base64,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)
Gorselleri goremedim. Disa bir etriye atip, donati burkulmalarini da onledikten sonra ic kollari isterseniz cirozla isterseniz ic etriyelerle saglayabilirsiniz. Yonetmelik cirozlarinda ettiye kolu vaxifedini gotecegimi soyluyor(uygun sekilde atarsaniz)
Hocam wetransfer ile gönderdim. Başka türlü ekleyemedim resmi buraya yalnızca bir resim bakabilirseniz çok sevinirim. İki adet birbirine geçmeli dış etriye. Yani etriyenin biri kolonun yarısını diğeri ise kolonun öteki yarısını sarıyor. Bu şekilde de dış etriye yapmanın mahsuru var mıdır?
https://we.tl/t-JfrnejApj3
Alıntı yapılan: mahvetti - May 17, 2021, 02:58 ösHocam wetransfer ile gönderdim. Başka türlü ekleyemedim resmi buraya yalnızca bir resim bakabilirseniz çok sevinirim. İki adet birbirine geçmeli dış etriye. Yani etriyenin biri kolonun yarısını diğeri ise kolonun öteki yarısını sarıyor. Bu şekilde de dış etriye yapmanın mahsuru var mıdır?
https://we.tl/t-JfrnejApj3
Ciziminizi elle yspip wsaptan stabilirsiniz. 0545 401 95 15