Yiziphi izinhlobo zezingxenye ezakhiwe eziyize?

YiniIzigaba Ezihlelekile Zesakhiwo?

Izigaba zesakhiwo eziyize (HSS) zimele isigaba samaphrofayili ensimbi ajwayele ukwenziwa ngensimbi ebandayo, ahlelwe ekuhlelweni kwe-tubular. Le fomu elihlukile liphumela emaphethelweni avulekile, angafakwanga agijima kulo lonke ubude bebha yensimbi, abathola enye ingxenye ye-monikers "ibhokisi" kanye "nengxenye yezempi." Ukutholwa kwe-HSS kufinyeleleke kakhulu ngenxa yefomu layo elibulalayo, ukuguquguquka, kanye nobuqotho bezinhlekelele, okwenza kube yindlela ethile yokusungula imiqondo yokuqamba nokucabanga phambili.

Izinhlobo zezingxenye ezihlelekile zezakhiwo:

Izingxenye ezahlukahlukene zezakhiwo zivame ukutholakala ekucushweni okuyisisekelo ezintathu: izingxenye eziyize eziyize (RHS), izingxenye eziyize eziyize (SHS), kanye nezigaba eziyindilinga eziyindilinga (CHS). Ukuhluka ngakunye kweSigaba esize sinikeza izinzuzo ezihlukile, izakhiwo nezinhlelo zokusebenza.

1.Izigaba eziyize eziyize (SHS):

I-SHS inesikwele sesikwele futhi ivame ukusetshenziswa ekwakhiweni kwezakhiwo lapho kukhethwa khona amajamo ayisikwele noma adingekayo. Bavame ukuqashwa okhalweni wokwakha, amakholomu okusekela, kanye nezinye izinhlelo zokusebenza zokwakha.

I-2.RecTectangular Hollow izigaba (RHS):

I-RHS inesiqeshana esingunxande futhi isetshenziswa ezimweni lapho ukwakheka okungunxande kufaneleka kakhulu. Ifana ne-SHS, i-RHS isetshenziswa kakhulu ekwakheni nasekwakhiweni kwezinto ezihlelekile.

3.Chula izigaba eziyize (CHS):

I-CHS inesigaba esisezingeni eliphakeme futhi isetshenziswa kaningi kuzinhlelo zokusebenza lapho ukwakheka kwesiyingi kunesizungu, njengokukhiwa kwamakholomu, izigxobo, nezinye izinhlaka ze-cylindrical. I-CHS yaziwa ngokusetshenziswa kwayo okusebenzayo kokumelana nemithwalo yeTorssional.

Izigaba zesakhiwo eziyize (HSS) embonini yensimbi zigaya izici ezikhona ezibonakalayo:

Izicelo ze-1.Versatile kuyo yonke imboni:

I-HSS ithandeka kabanzi ngobuningi bayo bokukhuthazelela imithwalo enkulu ngezikhathi ezengeziwe. Lokhu kuguqulwa kwenza kube yinto ekhethwayo yamaphrojekthi afuna ukuqina okuqinile. Ukuzivumelanisa nezimo ze-HSS kuvumela ukusetshenziswa kwayo ezindaweni ezahlukahlukene, okwenza kube yindlela enhle kakhulu yamaphrojekthi adinga ukuqina ngokumelene nalezi zinto ezilimazayo noma ezilimazayo.

Amandla okuthwala umthwalo we-2.High:

Enye yezimfanelo ezibalulekile ze-HSS yikhono layo elimangalisayo lokubekezelela imithwalo ephezulu, okwenza kube ukukhetha okuthembekile kwezicelo ezihlelekile lapho amandla ahamba khona.

3.

I-HSS ikhombisa ukuqina ezindaweni ezahlukahlukene, okuvumela ukusetshenziswa kwayo kuzilungiselelo ezahlukahlukene. Lesi sici sikwenza kufanelekile amaphrojekthi avezwe ezimweni ezilonakalayo noma eziyinselele.