Mana hiko

Te Mārama ki te Mana Hiko

Ko te mana, e ai ki te wāhanga mahi me te pūngao, e whakamāramahia ana ko te mahi e mahia ana i roto i tētahi wā motuhake. Ko te mahi te tukanga hurihanga pūngao, nō reira ka taea te mārama ko te mana te huringa o te pūngao i roto i tētahi wā motuhake.

Ko te mana hiko te huringa o te pūngao hiko i roto i tētahi wā motuhake. E whakamārama ana te kōrero mō te pūmanawa hiko ka puta ngā huringa o te pūngao pūmanawa hiko ina haere te utu hiko mā roto i tētahi rerekētanga pūmanawa hiko.

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Waehere tae ātete

Ko te ātete he wāhanga o tētahi ara iahiko hiko e whakahaere ana i te nui o te iahiko hiko . Ko ngā ātete e whakamahia ana i ngā ara iahiko hiko he porotaka te āhua, he waea kei ngā pito e rua. Ko te uara ātete o tētahi ātete e tohuhia ana e tētahi waehere tae, ā, e whakaaturia ana ki te mata o te ātete.

Ka taea te whakatau i te uara ātete o te ātete mā te whakamārama i te waehere tae o te ātete . Hei mārama ki tēnei, tirohia te ripanga e whai ake nei, kātahi ka ako i te tauira raruraru hei whakatau i te uara ātete o te ātete.

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Ātete hiko

Tātai Ātete Hiko

I roto i te tuhinga mō te ture a Ohm, kua puta he tātai e whakaatu ana i te whanaungatanga i waenga i te ngaohiko hiko (V), te iahiko hiko (I) me te ātete hiko (R). Mā te pāngarau, ka whakaaturia mā te whārite:

Ātete hiko 1 - te tātai ture a Ohm

E whakaatu ana tēnei whārite he rite tonu te ātete hiko (R) ki te ngaohiko (V) me te rite whakamuri ki te iahiko (I). Ko te nui ake o te ngaohiko, ko te nui ake o te ātete. I tetahi atu taha, ko te nui ake o te iahiko, ko te nui ake o te ātete. Ka whakamāramahia e tēnei whārite te ture a Ohm ina pumau te ātete (R). Mena kāore te ātete i te pumau, kāore tēnei whārite e whakamārama i te ture a Ohm engari e whakamārama ana i te ātete o te kaiārahi hiko.

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Ngā tauira pātai mō te pūnga – ngā ara iahiko raupapa me ngā ara iahiko whakarara

11 Ngā tauira o ngā raruraru pūnga – ngā ara iahiko raupapa me ngā ara iahiko whakarara

1. Toru pūngahiko he hononga raupapa-whakarara e ai ki te pikitia i raro nei. Mēnā ko C1 = 2 µF, C2 = 4 µF, C3 = 4 μF, kātahi ko te kaha whakakapinga ko…
Ngā pātai tauira mō te pūnga – ngā ara iahiko raupapa me ngā ara iahiko whakarara 1Kōrero
E mōhiotia ana:
Pūnga C1 = 2 µF
Pūnga C2 = 4 µF
Pūnga C3 = 4 µF
I pātaihia: Te kaha whakakapinga (C)

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He tauira o ngā pātai mō te pūngao pūmanawa hiko

Tauira o ngā Pātai Pūngao Pūmanawa Hiko

1. Ka whakaterea te tere o tētahi irahiko mai i te okioki mā roto i tētahi rerekētanga pūmanawa o te 12 volts. He aha te panonitanga o te pūngao pūmanawa o te irahiko?
Tauira o te pātai pūngao hiko pūmanawa 1Kōrero
E mōhiotia ana:
Utaina 1 irahiko (e) = -1,60 x 10-19 Coulomb
Rerekētanga pūmanawa hiko = ngaohiko hiko (V) = 12 Volts
I pātaihia: Te huringa o te pūngao pūmanawa irahiko (ΔEP)
Whakautu:
ΔEP = q V = (-1,60 x 10-19 C)(12 V) = -19,2 x 10-19 Joule
Ko te tohu kino te tikanga pūngao pūmanawa hiko ka heke. Ina tata ki te pereti utu kino, ka eke te kaha hiko o te irahiko ki tōna taumata teitei. I muri i te taenga ki te pereti utu pai, ka eke te kaha hiko o te irahiko ki tōna taumata iti rawa.

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Tauira o te pūngao nekeneke hurihuri

5 Ngā tauira o ngā pātai mō te pūngao nekeneke hurihuri

1. He 1 kg m² te tere o te nekehanga o tētahi mea e hurihuri ana i runga i tētahi tuaka pumau me te tere koki o te 2 rad/s. He aha te pūngao nekeneke hurihuri o te mea?

Kōrero
E mōhiotia ana:
Te wā o te korekore (I) = 1 kg m2
Tere koki (ω) = 2 rad/s
I pātaihia: Pūngao nekeneke hurihuri (EK)
Whakautu:
Te tātai pūngao nekeneke hurihuri:

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He tauira o te ture tuarua a Newton mō te nekehanga hurihuri

E rima ngā tauira o te ture tuarua a Newton mō te nekehanga hurihuri

1. Ka takaihia te taura ki te taha o tētahi rango tuwhera, kātahi ka tōia te pito o te taura ki te kaha F kia huri ai te rango i runga i tōna tuaka. Mena wā o te kāhua he 2 Nm me te wā o te korekore he 1 kg m te rahi o te rango2, tautuhia te whakaterenga koki o te rango!
Kōrero
Tauira o te ture tuarua a Newton mō te nekehanga hurihuri 1E mōhiotia ana:
Te kaha o te kaha (τ) = 2 Nm
Te wā o te korenga o te kaha (I) = 1 kg m2
I pātaihia: Te whakaterenga koki o te rango!
Whakautu:
Te tātai ture tuarua a Newton mō te nekehanga hurihuri:

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