Ngā whariki whakarara – ngā raruraru me ngā otinga

Ngā whariki whakarara – ngā raruraru me ngā otinga

1. Ka whakamāramahia he whatanga kei roto he 4000 ngā kohao mō ia henimita , ā, ka puta te rārangi kanapa tuarua i te koki 30°. He aha te roanga ngaru o te mārama i whakamahia? (1 Å = 10 -10 m)

Mōhiotia:

Ko te tawhiti i waenga i ngā āputa (d) = 1 / (4000 āputa / cm) = 0.00025 cm = 2.5 x 10 -4 cm = 2.5 x 10 -6 mita

Raupapa (n) = 2

Sin 30 o = 0.5

1 Å = 10 -10 m

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Ngā Tukinga Kore-whakapūmau

Ngā Tukinga Kore-whakapūmau

Kāore e pā te ture tiaki pūngao nekeneke ki ngā tukinga kore-whakapūmau. Ka pā te ture tiaki o te nekehanga ki ngā tukinga kore-whakapūmau mēnā kāore he kaha o waho e pā ki ngā mea e rua e tukinga ana. I roto i te tukinga kore-whakapūmau, ka piri ngā mea e rua tetahi ki tetahi, ka piri rānei tetahi ki tetahi i muri i te tukinga.

Tauira pātai 1.

E rua ngā mea he rite te taumaha, arā, 1 kg. Ka neke te mea 1 i runga i te papa papatahi i te tere o te 10 m/s, ā, ka tukinga ki te mea tuarua e takoto kau ana. I muri i te tukinga, ka piri tahi ngā mea e rua. He aha te tere o ngā mea e rua i muri i te tukinga?

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Ngā tukinga ā-wāhanga

Ngā tukinga ā-wāhanga

I roto i ngā tukinga ā-wāhanga elastic, ka whai mana te ture tiaki o te nekehanga, engari kāore e whai mana te ture tiaki o te pūngao nekeneke. I te wā e puta ai he tukinga, ka hurihia ētahi pūngao nekeneke hei pūngao oro, hei pūngao wera, hei pūngao ā-roto hoki. Ko te whakamahinga o te kupu elastic e tohu ana i muri i te tukinga, kāore ngā mea e rua e piri tahi engari e pekepeke atu.

Ko tētahi tauira o te tukinga ngāwari ā-wāhanga ko te tukinga kotahi-ahu o ngā māpere e rua, o ngā pōro puna kaukau rānei e rua.

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Te tiakitanga o te nekehanga raina

Te tiakitanga o te nekehanga raina

E mea ana te ture tiaki i te nekehanga rārangi, ki te kore he kaha o waho e pā ana ki ngā mea e rua e tukinga ana, ka ōrite te nekehanga o ngā mea i mua i te tukinga ki te nekehanga o ngā mea i muri i te tukinga.

p 1 + p 2 = p 1 ' + p 2 ' ………………….. Whārite 1.4

m 1 v 1 + m 2 v 2 = m 1 v 1 ' + m 2 v 2 '

Ki te piri ngā mea e rua i muri i te tukinga,

m 1 v 1 + m 2 v 2 = (m 1 + m 2 ) v'

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Ngā tukinga tino ngāwari

Ngā tukinga tino ngāwari

Ka kiia te tukinga o ngā mea e rua he tukinga tino pīwariwari mēnā he ōrite te nekehanga, te pūngao nekeneke rānei o ia mea i mua i te tukinga ki te nekehanga me te pūngao nekeneke o ia mea i muri i te tukinga. Arā, ka tika te ture tiaki nekehanga me te ture tiaki pūngao nekeneke i roto i ngā tukinga tino pīwariwari. Ko te whakamahinga o te kupu pīwariwari e tohu ana i muri i te tukinga, kāore ngā mea e rua e piri tahi, kāore rānei e piri tetahi ki tetahi, engari ka peke atu. Ka tiakina te nekehanga o ia mea.

Ka tiakina te nekehanga o ia mea.

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Te kaupapa mahi-pūngao mīhini

Te kaupapa mahi-pūngao mīhini

E mea ana te ariā pūngao mahi-nekeneke he rite te mahi kupenga, te mahi rānei i mahia e te kaha kupenga, ki te huringa o te pūngao nekeneke.

W kupenga = KI t – KI o = 1⁄2 m(v t 2 – v o 2 )

W kupenga = E rua ngā momo kaha, arā, te kaha pūmau, me te kaha kore-pūmau. Nō reira, ka taea te kī ko te mahi kupenga kei roto ko te mahi i mahia e te kaha pūmau me te mahi i mahia e te kaha kore-pūmau.

W c + W nc = ΔKE

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Te mahi i mahia e ngā kaha pūmau Te pūngao pūmanawa

Te mahi i mahia e ngā kaha pūmau Te pūngao pūmanawa

Mātakihia tētahi mea e neke poutū ana ki runga, kātahi ka hoki ki tōna tūranga tīmatanga i muri i te ekenga ki te teitei mōrahi. Ina neke poutū te mea ki runga, ka mahi kino te taumaha ki runga i te mea. Ina neke ake te mea, ka piki te teitei o te mea. Nō reira, ka piki anō hoki te kaha pūmanawa ā-papa o te mea. Ka taea te whakatau ko te mahi kino e mahia ana e te taumaha he rite ki te pikinga o te kaha pūmanawa ā-papa o te mea (PE).

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Te ope tiaki me te ope kore tiaki

Te ope tiaki me te ope kore tiaki

1. Te Rōpū Tiaki

1.1 Taumaha (w)

Te ope tiaki me te ope kore tiaki 1Mātakihia tētahi mea e neke poutū ana ki runga kia tae rā anō ki tōna teitei mōrahi i mua i te neke ki raro ki tōna tūranga tīmatanga. Ina neke poutū ana ki runga mā te h, he rerekē te ahunga o te taumaha i tōna nekehanga. Nō reira, ka mahi kino te taumaha ki runga i te mea. 

W = wh (cos 180 o ) = – wh = – mgh

Kia eke ki te teitei mōrahi, ka neke te mea ki raro ki tōna tūranga tīmatanga mā te h. Ina neke ki raro, ka rite te ahunga o te taumaha ki te nekehanga. Nā te mea kei te rite te ahunga ki te nekehanga, ka mahi pai te taumaha.

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Te mātāpono o te Pūngao Mahi-Kinetika

Te mātāpono o te Pūngao Mahi-Kinetika

Ki te mahi te kaha kupenga ki runga i tētahi mea, ka pāngia te mea e te whakaterenga (ka pāngia te mea e te nekehanga). Ina pāngia te mea e te whakaterenga, ka rerekē te tere o te mea. Arā, ko te mahi i mahia e te kaha kupenga e pā ana ki te tere tīmatanga me te tere whakamutunga o te mea.

Ko te mahi i mahia ki runga i tētahi mea mā te kaha kupenga pumau ko:

W kupenga = ΣF s

E ai ki te ture tuarua a Newton, mēnā he kaha kupenga e mahi ana ki runga i tētahi mea, ka pāngia taua mea e te whakaterenga.

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Ngā mahi i mahia mā te kaha

Ngā mahi i mahia mā te kaha

1.1 Te Whakamāramatanga o te Mahi

Ki te pana koe i tētahi pukapuka ki runga i te mata o tētahi tēpu kia nekehia rā anō te pukapuka, ka kiia koe kua mahi koe i runga i te pukapuka. Ki te taka tētahi mea ki te whenua nā te kukume a te kaha ā-papa, ka kiia te kaha ā-papa kua mahi i runga i te mea. Engari, ki te pana koe i tētahi mea ki tō kaha katoa kia werawera rawa koe, engari kāore te mea e nekeneke ana, ka kiia koe kāore koe i mahi i runga i te mea. I roto i te oranga o ia rā, ka kīia pea e te tangata kua mahi koe i te mahi uaua mā te pana i te mea engari i roto i te Ahupūngao, kāore koe e mahi i runga i te mea nā te mea kāore i nekehia te mea.

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