Hanyar don kera na'urar ƙugiya ta ƙarfe

A zamanin yau, ana amfani da ƙugiya na ƙarfe sosai a cikin sassan da ake buƙatar ja don cimma tasirin kamawa.Don ƙara ƙa'idodin samfurin, ana yin allurar filastik a kan bangon waje na ƙugiya.A cikin aiwatar da wannan tsari, babu takamaiman na'ura.Don gyara ƙugiya, yana da wuya a gyarawa, yana haifar da allurar filastik ba daidai ba a lokacin aikin aiki, wanda ya haifar da haɓakar damuwa na ciki a cikin filastik, ba za a iya tabbatar da ingancin ba, kuma raguwa yana da girma.
Bisa la'akari da gazawar da ke cikin fasahar da ta gabata, manufar ƙirƙira ta yanzu ita ce samar da na'urar gyara don ƙugiya na ƙarfe wanda ke da sauƙi don gyarawa kuma yana da ƙananan raguwa.An aiwatar da tsarin fasaha na ƙirar mai amfani kamar haka: na'urar ƙugiya mai ƙugiya ta ƙarfe ta haɗa da tushe, tushe ya haɗa da shimfidar wuri da gyare-gyare, an ba da wuri tare da wani yanki na ƙugiya don daidaitawa, da kuma gyaran fuska An samar da maganadisu.A cikin sa, ɓangaren madaidaicin rami ne makaho, kuma tsakiyar tsakiyar rami an jera shi a tsaye.Ta hanyar ɗaukar bayanan fasaha na sama, an samar da takamaiman na'urar gyara ƙugiya, kuma magnet ɗin yana tallata ƙugiya yadda ya kamata a kan tushe, kuma an saita sashin sanyawa tare da rami makaho, wanda ke daidaita ƙugiya ta ƙarfe a tsaye, yana tabbatar da daidaitaccen matsayi na ƙugiya da yin filastik Tsarin allura ya fi daidai, wanda ke kawar da damuwa na ciki na filastik kuma yana rage yawan raguwa.An ƙaddamar da samfurin mai amfani kamar haka: an shirya wani ɓangaren gyarawa a kan gyaran gyare-gyare, kuma sashin gyaran gyare-gyare shine zoben rataye.Ta hanyar yin amfani da makircin fasaha na sama, yana dacewa da tushe don shigar da kayan aikin allura, kuma ana ɗaukar zoben rataye azaman ɓangaren shigarwa, tsarin yana da sauƙi kuma mai sauƙin ganewa.An ƙara daidaita samfurin kayan aiki kamar haka: tushe yana cikin siffar siffar rectangular parallelepiped, wurin da aka sanya shi shine ƙananan saman na rectangular parallelepiped, kuma gyaran kafa shine saman saman na rectangular parallelepiped.Ta hanyar yin amfani da tsarin fasaha na sama, an saita tushe a cikin siffar rectangular parallelepied, shimfidar wuri ya fi dacewa, tsarin yana da sauƙi, kuma yana da sauƙin ganewa.

Don ƙarin bayani a sarari mafita na fasaha a cikin ƙirar ƙirar kayan aiki na yanzu ko fasahar da ta gabata, masu zuwa za su gabatar da taƙaitaccen zanen da ake buƙatar amfani da su a cikin kwatancen kayan aikin ko fasahar da ta gabata.Babu shakka, zane-zanen da ke cikin bayanin da ke biyowa Waɗannan wasu abubuwa ne kawai na ƙirƙira na yanzu.Ga masu fasaha na yau da kullum a cikin fasaha, za a iya samun wasu zane-zane bisa ga waɗannan zane-zane ba tare da aikin kirkira ba.

Cikakkun hanyoyin
Abubuwan da ke biyo baya za su bayyana a sarari kuma gabaɗaya hanyoyin fasaha na fasaha a cikin ƙirar ƙirar kayan aiki na yanzu tare da la'akari da zane-zanen da ke rakiyar a cikin ƙirar ƙirar kayan aiki na yanzu.Babu shakka, sifofin da aka kwatanta wani ɓangare ne kawai na ƙirar ƙirar kayan aiki na yanzu, ba duk aiwatarwa ba.misali.Dangane da sifofin samfurin kayan aiki na yanzu, duk sauran abubuwan da aka samu ta hanyar masu fasaha na yau da kullun ba tare da aikin ƙirƙira ba za su faɗi cikin iyakokin kariya na ƙirar kayan aiki na yanzu.Kamar yadda aka nuna a hoto na 1, ƙirar mai amfani yana bayyana na'urar gyara don ƙugiya ta ƙarfe.A cikin wani nau'i na musamman na samfurin mai amfani, ya haɗa da tushe 1. Ƙaƙwalwar 1 ya haɗa da matsayi na 11 da gyaran kafa 12. Ƙaƙƙarfan matsayi na 11 An ba da sashi na 2 don gyara ƙugiya a kan gyaran kafa 12, kuma an shirya magnet 3 akan madaidaicin 12. Matsayin matsayi na 2 rami ne makaho, tsakiyar axis na ramin makaho an shirya shi a tsaye, kuma an ba da takamaiman na'urar gyara ƙugiya, kuma magnet ɗin an haɗa shi da kyau akan ƙugiya. tushe, kuma an saita sashin madaidaicin tare da rami makaho, wanda daidai yake gyara ƙugiya ta ƙarfe a tsaye, yana tabbatar da daidaitaccen matsayi na ƙugiya, sanya allurar filastik ta zama iri ɗaya, kawar da damuwa na ciki na filastik, da rage yawan tarkace.A cikin ƙayyadaddun tsarin ƙirƙira na yanzu, tushe na 1 yana da nau'in rectangular parallelepiped, wuri na 11 shine ƙasan ƙasa na madaidaiciyar madaidaiciyar madaidaiciyar madaidaiciyar madaidaiciyar madaidaiciyar madaidaiciyar madaidaiciyar 12 ita ce saman sama na rectangular parallelepiped, kuma an ba da madaidaiciyar saman 12. tare da bangaren gyarawa.A cikin wannan nau'in, kayan gyaran gyare-gyaren shine rataye zobe 4, wanda ya dace da tushe 1 da za a shigar da shi a kan kayan aikin gyare-gyaren allura, kuma ana amfani da zoben rataye 4 a matsayin ɓangaren hawan, wanda ke da tsari mai sauƙi kuma yana da sauƙi. aiwatar;tushe na 1 an saita shi a cikin siffar rectangular layi daya, kuma tsarin ya fi dacewa , Tsarin yana da sauƙi kuma mai sauƙin aiwatarwa.Bayanan da ke sama fitattun sifofi ne kawai na ƙirar kayan aiki na yanzu kuma ba a yi niyya don iyakance ƙirar mai amfani na yanzu ba.Duk wani gyare-gyare, daidaitaccen canji, haɓakawa, da dai sauransu da aka yi a cikin ruhi da ƙa'idar ƙirar kayan aiki za a haɗa su a cikin iyakar kariyar ƙirar mai amfani.
Da'awar 1. Na'urar daidaitawa don ƙugiya na ƙarfe, wanda aka kwatanta a cikin cewa ya ƙunshi tushe, tushe ya haɗa da wuri mai daidaitawa da kuma gyarawa, an samar da filin da aka tsara tare da wani yanki don gyara ƙugiya na ƙarfe, kuma wurin gyara shi ne. aka bayar da maganadisu.
2. Na'urar gyaran ƙugiya na ƙugiya na ƙarfe bisa ga da'awar 1, inda aka samar da kayan gyarawa a kan madaidaicin wuri, kuma abin da aka gyara shi ne zoben rataye.
3. Na'urar gyaran ƙugiya ta ƙarfe bisa ga da'awar 1 ko 2, wanda aka kwatanta a cikin haka: ɓangaren matsayi shine rami makaho, kuma tsakiyar axis na makaho yana shirya a tsaye.
4. Na'urar gyaran ƙugiya ta ƙarfe bisa ga da'awar 1 ko 2, wanda aka kwatanta a cikin wannan: tushe yana da layi na rectangular parallelepiped, matsayi na matsayi shine ƙananan farfajiya na rectangular.
5. Na'urar gyaran ƙugiya ta ƙarfe bisa ga da'awar 3, inda tushe ya kasance mai layi na rectangular parallelepiped, matsayi na matsayi shine ƙananan farfajiya na rectangular.


Lokacin aikawa: Afrilu-12-2021