He aha ngā mahi a ngā taputapu Epicyclic?

Ngā taputapu epicyclice mōhiotia ana ko ngā pūnaha taputapu aorangi, e whakamahia whānuitia ana puta noa i ngā momo ahumahi nā te hoahoa kiato, te tino whai hua, me te maha o ngā whakamahinga.

Ko te nuinga o te wā ka whakamahia ēnei taputapu ki ngā mahi he iti te wāhi, engari he mea nui te kaha o te taipana me te rerekētanga o te tere.

1. Ngā Tukunga Waka: He wāhanga matua ngā taputapu epicyclic i roto i ngā tukunga aunoa, e whakarato ana i te whakawhiti taputapu maeneene, te taipana teitei i ngā tere iti, me te whakawhiti mana whai hua.
2. Ngā Mīhini Ahumahi: E whakamahia ana ēnei i roto i ngā mīhini taumaha nā te mea ka taea e rātou te whakahaere i ngā kawenga teitei, te tohatoha i te taipana kia ōrite, me te mahi pai i roto i ngā wāhi kiato.
3. Rererangi: He mea nui te mahi a ēnei taputapu i roto i ngā miihini rererangi me ngā rotor o te hērakapa, kia tika ai te whakahaere me te whakahaere nekehanga i raro i ngā āhuatanga uaua.
4. Te Robotics me te Aunoatanga: I roto i te robotics, ka whakamahia ngā taputapu epicyclic hei whakatutuki i te whakahaere nekehanga tika, te hoahoa kiato, me te taipana teitei i roto i ngā wāhi iti.

He aha ngā huānga e whā o te huinga taputapu Epicyclic?

He huinga taputapu epicyclic, e mōhiotia ana ko tetaputapu aorangi he pūnaha tino whai hua, he pūnaha kiato hoki e whakamahia whānuitia ana i roto i ngā tuku waka, ngā mahi karetao, me ngā mīhini ahumahi. E whā ngā huānga matua o tēnei pūnaha:

1. Taputapu RāKei waenganui o te huinga taputapu, ko te taputapu rā te kaiārahi matua, te kaiwhiwhi rānei o te nekehanga. Ka hono tika atu ki ngā taputapu o te aorangi, ā, he maha ngā wā ka mahi hei tāuru, hei putanga rānei o te pūnaha.

2. Ngā Taputapu AorangiHe maha ngā taputapu e hurihuri ana i te taputapu rā. Ina whakanohoia ki runga i te kawe aorangi, ka honoa ki te taputapu rā me te taputapu mowhiti. Ka tohatoha ōritetia te kawenga e ngā taputapu aorangi, ka taea ai e te pūnaha te whakahaere i te taipana teitei.

3.Kaikawe AorangiKa pupuri tēnei wāhanga i ngā taputapu o te aorangi ki tōna tūranga, ā, ka tautoko i tā rātou hurihanga huri noa i te taputapu o te rā. Ka taea e te kaikawe aorangi te mahi hei wāhanga whakauru, hei wāhanga whakaputa, hei wāhanga tūmau rānei, i runga i te whirihoranga o te pūnaha.

4.Taputapu MowhitiHe taputapu nui o waho tēnei e karapoti ana i ngā taputapu o te ao. Ka hono ngā niho o roto o te taputapu mowhiti ki ngā taputapu o te ao. Pērā i ngā huānga kē atu, ka taea e te taputapu mowhiti te mahi hei tāuru, hei tāpui, hei noho pūmau rānei.

Mā te taunekeneke o ēnei huānga e whā ka taea te whakatutuki i ngā ōwehenga tere rerekē me ngā huringa ahunga i roto i tētahi hanganga kiato.

Me pēhea te tatau i te ōwehenga taputapu i roto i te huinga taputapu Epicyclic?

Ko te ōwehenga taputapu o tētahihuinga taputapu epicyclic kei runga i ngā wāhanga pumau, ngā wāhanga whakauru, me ngā wāhanga whakaputa. Anei tētahi aratohu taahiraa-i-te-taahiraa mō te tatau i te ōwehenga taputapu:

1. Kia Mārama ki te Whirihoranga Pūnaha:

Tāutuhia ko tēhea huānga (te rā, te aorangi, te mowhiti rānei) e tū ana.

Te tautuhi i ngā wāhanga whakauru me ngā wāhanga whakaputa.

2. Whakamahia te Whārite Tauwehenga Taputapu Taketake: Ka taea te tatau i te tauwehenga taputapu o tētahi pūnaha taputapu epicyclic mā te whakamahi i:

GR = 1 + (R / S)

Kei hea:

GR = Ōwehenga Taputapu

R = Te maha o ngā niho i runga i te taputapu mowhiti

S = Te maha o ngā niho i runga i te taputapu rā

Ka pā tēnei whārite ina ko te kawe aorangi te putanga, ā, e tū ana te rā, te taputapu mowhiti rānei.

3.Whakatikatika mō ētahi atu whirihoranga:

• Mena kei te tū tonu te taputapu rā, ka pāngia te tere putanga o te pūnaha e te ōwehenga o te taputapu mowhiti me te kawe aorangi.
• Mena kei te tū tonu te taputapu mowhiti, ka whakatauhia te tere putanga e te whanaungatanga i waenga i te taputapu rā me te kawe aorangi.

4. Ōwehenga Taputapu Whakamuri mō te Putanga ki te Whakauru: Ina tatauhia te whakahekenga tere (te whakaurunga teitei ake i te putanga), he māmā noa te ōwehenga. Mō te whakarea tere (te putanga teitei ake i te whakaurunga), hurihia te ōwehenga kua tatauhia.

Tauira Tātaitanga:

Me kī kei roto i tētahi huinga taputapu:

Taputapu Mowhiti (R): 72 niho

Taputapu Rā (S): 24 niho

Mena ko te kawe aorangi te putanga, ā, kei te tū tonu te taputapu rā, ko te ōwehenga taputapu ko:

GR = 1 + (72 / 24) GR = 1 + 3 = 4

Ko te tikanga o tēnei ka 4 ngā wā pōturi ake te tere putanga i te tere tāuru, ka puta he ōwehenga whakaiti 4:1.

Mā te mārama ki ēnei mātāpono ka taea e ngā kaihangarau te hanga i ngā pūnaha whai hua, whai tikanga hoki e hāngai ana ki ngā tono motuhake.