Ngā ara iahiko pūnga raupapa me ngā ara iahiko whakarara – ngā raruraru me ngā otinga

Ngā ara iahiko pūnga raupapa me ngā ara iahiko whakarara – ngā raruraru me ngā otinga

1. He aha te tapeke utu i roto i te ngā ara iahiko pūnga i raro iho (1 μF = 10-6 F)

Mōhiotia:

Pūnga 1 (C1) = 3 µFNgā ara iahiko pūnga raupapa me ngā ara iahiko whakarara – ngā raruraru me ngā otinga 1

Pūnga 2 (C2) = 3 µF

Pūnga 3 (C3) = 3 µF

Pūnga 4 (C4) = 2 µF

Pūnga 5 (C5) = 3 µF

Ngaohiko (V) = 3 Ngaohiko

E hiahiatia ana: Te tapeke utu i roto i ngā ara iahiko pūnga (Q)

Rongoā:

Te pūnga taurite

Pūnga C1, C2 me C3 ka honoa raupapa. Ko te pūnga taurite:

1/C123 = 1/C1 + 1/C2 + 1/C3 = 1/3 + 1/3 + 1/3 = 3/3

C123 = 3/3 = 1 µF

Pūnga C123 me C4 e hono ana i roto i te whakararaKo te pūnga taurite:

C1234 = C123 + C4 = 1 + 2 = 3 µF

Pūnga C1234 me C5 ka honoa raupapa. Ko te pūnga taurite:

1/C = 1/C1234 + 1/C5 = 1/3 + 1/3 = 2/3

C = 3/2 μF

C = 3/2 x 10-6 F

Ngā utu katoa:

Ko ngā utu katoa i roto i te pūnga rite = ngā utu katoa i roto i ngā ara iahiko pūnga:

Q = VC = (3 Ngā Āhua)(3/2 x 10-6 Farad) = 9/2 x 10-6 Coulomb

Q = 9/2 maikoroumu = 9/2 μC

Q = 4.5 μC

2. Mena ko C1 = C2 = 2 µF, C3 = C4 = 1 μF me C5 = 4 μF, tātaihia ngā utu katoa i roto i ngā ara iahiko pūnga e whakaaturia ana i te pikitia i raro nei (1 μF = 10-6 F)

Mōhiotia:

Pūnga 1 (C1) = 2 µF

Pūnga 2 (C2) = 2 µF

Pūnga 3 (C3) = 1 µFNgā ara iahiko pūnga raupapa me ngā ara iahiko whakarara – ngā raruraru me ngā otinga 2

Pūnga 4 (C4) = 1 µF

Pūnga 5 (C5) = 4 µF

Ngaohiko (V) = 1.5 Ngaohiko

E hiahiatia ana: Te tapeke o ngā utu i roto i ngā ara iahiko (Q)

Rongoā:

Ko te pūnga taurite:

Pūnga C3 me C4 ka honoa whakarara. Ko te pūnga taurite:

C34 = C3 + C4 = 1 + 1 = 2 µF

Pūnga C5, C1, C2 me C34 ka honoa raupapa. Ko te pūnga taurite:

1/C = 1/C5 + 1/C1 + 1/C2 + 1/C34

1/C = 1/4 + 1/2 + 1/2 + 1/2

1/C = 1/4 + 2/4 + 2/4 + 2/4

1/C = 7/4

C = 4/7 μF

C = 4/7 x 10-6 F

Ngā utu katoa:

Ko ngā utu katoa i roto i te pūnga rite = ngā utu katoa i roto i ngā ara iahiko pūnga:

Q = VC = (1.5 Ngā Āhua)(4/7 x 10-6 Farad) = 6/7 x 10-6 Coulomb

Q = 6/7 maikoroumu

Q = 6/7 μC

3. Tātaihia ngā utu katoa i roto i ngā ara iahiko pūnga e whakaaturia ana i te pikitia i raro nei.

Mōhiotia:

Pūnga 1 (C1) = 3 µFNgā ara iahiko pūnga raupapa me ngā ara iahiko whakarara – ngā raruraru me ngā otinga 3

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Pūnga 2 (C2) = 3 µF

Pūnga 3 (C3) = 4 µF

Pūnga 4 (C4) = 4 µF

Pūnga 5 (C5) = 8 µF

Ngaohiko (V) = 10 Ngaohiko

E hiahiatia ana: Te utu katoa i roto i ngā ara iahiko (Q)

Rongoā:

Ko te pūnga taurite:

Pūnga C1 me C2 ka honoa whakarara. Ko te pūnga taurite:

C12 = C1 + C2 = 3 + 3 = 6 µF

Pūnga C3 me C4 ka honoa raupapa. Ko te pūnga taurite:

1/C34 = 1/C3 + 1/C4 = 1/4 + 1/4 = 2/4

C34 = 4/2 = 2 µF

Pūnga C12, pūngahiko C34 me te pūnga C5 ka honoa whakarara. Ko te pūnga taurite:

C = C12 + C34 + C5 = 6 + 2 + 8 = 16 μF = 16 x 10-6 Farad

Te tapeke o ngā utu hiko:

Ko ngā utu katoa i roto i te pūnga rite = ngā utu katoa i roto i ngā ara iahiko pūnga:

Q = VC = (10 Ngā Āhuatanga)(16 x 10-6 Farad) = 160 x 10-6 Coulomb

Q = 160 maikoroumu = 160 μC

20 ngā pātai ariā me ngā whakautu e pā ana ki ngā ara iahiko pūnga raupapa me ngā ara iahiko pūnga whakarara:

1. Pātai: Me pēhea te hono i ngā pūnga iahiko i roto i te whirihoranga raupapa?

whakahoki: I roto i te whirihoranga raupapa, ka honoa ngā pūnga hiko mai i te pito ki te pito, nō reira ka rere te iahiko kotahi i roto i ngā pūnga hiko katoa.

2. Pātai: Me pēhea te hono i ngā pūnga iahiko i roto i te whirihoranga whakarara?

whakahoki: I roto i te whirihoranga whakarara, ka honoa ngā pūnga hiko puta noa i ngā pūwāhi noa, i ngā hononga rānei, e tuku ana i ngā iahiko rerekē kia puta i ia pūnga engari kia mau tonu te ngaohiko ōrite puta noa i a rātou.

3. Pātai: Me pēhea te tatau i te kaha ōrite mō ngā pūnga hiko raupapa?

whakahoki: Ko te tauutuutu o te kaha ōrite i roto i te hononga raupapa ko te tapeke o ngā tauutuutu o ngā kaha takitahi: 1/Cₑq = 1/C₁ + 1/C₂ + … + 1/Cₙ.

4. Pātai: Me pēhea te tatau i te kaha ōrite mō ngā kaha whakarara?

whakahoki: Ko te kaha ōrite i roto i te hononga whakarara ko te tapeke o ngā kaha takitahi: Cₑq = C₁ + C₂ + … + Cₙ.

5. Pātai: Ka ahatia te kaha katoa ina tāpirihia ngā kaha i roto i te raupapa?

whakahoki: Mā te tāpiri raupapa i ngā pūnga iahiko ka whakaitihia te kaha katoa, te kaha ōrite rānei.

6. Pātai: Ka ahatia te kaha katoa ina tāpirihia ngā kaha i te wā kotahi?

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whakahoki: Mā te tāpiri whakarara i ngā pūnga iahiko ka whakanuia te kaha katoa, te kaha ōrite rānei.

7. Pātai: Me pēhea te penapena i te utu i runga i ngā pūnga iahiko ina honoa raupapatia?

whakahoki: He rite tonu te utu e rongoatia ana i runga i ia pūnga i roto i te hononga raupapa nā te mea he rite tonu te ia e rere ana i roto i a rātou katoa.

8. Pātai: Me pēhea te tohatoha o te ngaohiko puta noa i ngā pūnga iahiko e honoa raupapa ana?

whakahoki: Ka wehea te ngaohiko katoa ki waenga i ngā pūnga iahiko i roto i te raupapa, ā, ko te ngaohiko puta noa i ia pūnga iahiko he rite whakamuri ki tōna kaha.

9. Pātai: He pēhea te whakataurite o te pūngao e rongoa ana i roto i tētahi huinga raupapa, whakarara rānei o ngā pūngao ki te pūngao e rongoa ana i roto i ngā pūngao takitahi?

whakahoki: Ko te pūngao katoa e rongoatia ana i roto i te huinga o ngā pūngao ko te tapeke o te pūngao e rongoatia ana i roto i ngā pūngao takitahi, ahakoa he raupapa, he whakarara rānei.

10. Pātai: He pēhea te whakataurite o te ngaohiko pakaru o tētahi huinga raupapa o ngā pūnga iahiko ki ngā pūnga iahiko takitahi?

whakahoki: I roto i te huinga raupapa, ko te ngaohiko pakaru ka whakatauhia e te pūnga whai ngaohiko pakaru iti rawa.

11. Pātai: He aha te hiranga o te whakamahi i ngā pūnga hiko he rite te whakatauranga ngaohiko i roto i te whirihoranga whakarara?

whakahoki: Mā te whakamahi i ngā pūnga hiko he rite te whakatauranga ngaohiko i te wā kotahi, ka taea e ia pūnga hiko te whakahaere i te ngaohiko noa puta noa i a rātou, ā, ka ārai i te kino, i te rahunga rānei.

12. Pātai: He aha koe ka whakamahi ai i ngā pūnga hiko i roto i te raupapa?

whakahoki: Ka taea te whakamahi i ngā pūnga hiko raupapa hei whakatutuki i te kaha ōrite iti iho, hei whakanui ake rānei i te ngaohiko pakaru whānui o te huinga.

13. Pātai: He aha koe ka whakamahi ai i ngā pūnga hiko whakarara?

whakahoki: Ka taea te whakamahi i ngā pūnga hiko e mahi whakarara ana hei whakanui ake i te kaha katoa, hei tohatoha rānei i te rokiroki utu puta noa i ngā pūnga hiko maha mō ngā tono e hiahia ana ki te kaha utu nui.

14. Pātai: Me pēhea te tatau i te pūngao katoa e rongoa ana i roto i te huinga pūngao whakarara?

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whakahoki: Ka taea te tatau i te pūngao katoa hei ½ Cₑq V², ko Cₑq te kaha whakarara ōrite, ā, ko V te ngaohiko noa.

15. Pātai: He aha te pānga o te kore ōrite o ngā kaha i roto i te hononga raupapa?

whakahoki: I roto i tētahi hononga raupapa me ngā kaha kore taurite, ka rerekē te tohatoha ngaohiko, ā, ka nui ake te maturuturunga ngaohiko o ngā kaha iti ake.

16. Pātai: Me pēhea te whakamahi i ngā pūnga hiko raupapa me ngā pūnga hiko whakarara i roto i ngā ara iahiko whakahāngai?

whakahoki: Ka taea te whakamahi i ngā whirihoranga raupapa me ngā whirihoranga whakarara o ngā pūnga iahiko hei whakatutuki i ngā auautanga haruru motuhake, i ngā nekehanga ā-wāhanga rānei i roto i ngā ara iahiko whakahāngai, pērā i ngā reo irirangi, i te tukatuka tohu rānei.

17. Pātai: He aha ngā mea ka pā ki te kaha ōrite o tētahi huinga whakarara mēnā ka rahua te ara iahiko poto o tētahi kaha?

whakahoki: Ka tangohia rawatia te pūnga iahiko porowhita-poto e whakarara ana i te ara iahiko, ka heke te kaha ōrite.

18. Pātai: He aha ngā mea ka pā ki te kaha ōrite o tētahi huinga raupapa mēnā ka rahua tētahi kaha i te wā e tuwhera ana te ara iahiko?

whakahoki: Mā te pūnga iahiko tuwhera-porowhita i roto i te raupapa ka pakaru te rere o te iahiko, ka kore ai te pūnga iahiko ōrite.

19. Pātai: He aha te pānga o ngā huinga pūnga raupapa me ngā huinga pūnga whakarara ki te aukati i roto i ngā ara iahiko AC?

whakahoki: Ka whakanui ake ngā huinga raupapa i te aukati, ka whakaitihia e ngā huinga whakarara. Ka taea te whakamahi i tēnei whanonga hei tātari, hei tuku rānei i ngā auau motuhake i roto i ngā ara iahiko AC.

20. Pātai: Ka taea e koe te whakaranu i ngā whirihoranga raupapa me ngā whirihoranga whakarara i roto i te ara iahiko kotahi?

whakahoki: Ae, ka taea te whakaranu i ngā whirihoranga raupapa me ngā whirihoranga whakarara i roto i te ara iahiko kotahi hei whakatutuki i ngā uara me ngā āhuatanga kaha e hiahiatia ana. Ko te tātaritanga me whakamahi i ngā ture mō ngā huinga raupapa me ngā whirihoranga whakarara.

He mea nui te mārama ki ngā āhuatanga me ngā whanonga o ngā pūnga hiko i ngā whirihoranga raupapa me ngā whirihoranga whakarara i roto i te hoahoa me te tātari i ngā ara iahiko hiko, kia taea ai e ngā kaihangarau te whakarite i ngā ara iahiko kia rite ki ngā hiahia me ngā mahi motuhake.