Te pendulum māmā - ngā raruraru me ngā otinga

1. E rua ngā pendulum māmā kei ngā wāhi rerekē e rua. Ko te roa o te pendulum tuarua he 0.4 ngā wā o te roa o te pendulum tuatahi, ā, ko te whakaterenga o te kaha ā-papatipu e pā ana ki te pendulum tuarua he 0.9 ngā wā o te whakaterenga o te kaha ā-papatipu e pā ana ki te pendulum tuatahi. Whakatauhia te whakataurite i te auau o te pendulum tuatahi ki te pendulum tuarua.

A. 2/3

B. 3/2

C. 4/9

D. 9/4

Mōhiotia:

Ko te roa o te taura o te pendulum tuatahi (l 1 ) = 1

Ko te roa o te taura o te pendulum tuarua (l 2 ) = 0.4 (l 1 ) = 0.4 (1) = 0.4

Te whakaterenga nā te kaha o te pendulum tuatahi (g 1 ) = 1

Te whakaterenga nā te kaha o te taumaha o te pendulum tuarua (g 2 ) = 0.9 (1) = 0.9

E hiahiatia ana: Te whakataurite i te auau o te pendulum tuatahi (f 1 ) ki te pendulum tuarua (f 2 )

Rongoā:

Pendulum māmā - ngā raruraru me ngā otinga 1

Te whakataurite i te auau o te pendulum tuatahi (f 1 ) ki te pendulum tuarua (f 2 ):

Pendulum māmā - ngā raruraru me ngā otinga 2

Ko te whakautu tika ko A.

2. Ka iri tētahi mea i tētahi pito o te taura , kātahi ka mahi i tētahi nekehanga harmony māmā me te auau o te 0.5 Hertz. Mēnā ka whakanuia te roa o te taura kia whā ngā wā i te roa tīmatanga, tātaihia te wā o te nekehanga harmony.

A. ¼ hēkona

B. ½ hēkona

C. 2 hēkona

D. 4 hēkona

Mōhiotia:

Auautanga o te pendulum (f) = 0.5 Hz

E hiahiatia ana: Tāutuhia te wā (T) o te pendulum mēnā e whā ngā whakarea o te roa o te taura (l) i te roa tīmatanga.

Rongoā:

Te wā o te pendulum tuatahi:

Pendulum māmā - ngā raruraru me ngā otinga 3

Te roa tīmatanga o te taura:

Pendulum māmā - ngā raruraru me ngā otinga 4

Mena ka whakanuia te roa o te taura kia whā ngā wā i te roa tīmatanga:

Pendulum māmā - ngā raruraru me ngā otinga 5

Kātahi ko te wā o te pendulum:

Pendulum māmā - ngā raruraru me ngā otinga 6

Ko te roa o te nekehanga he 4 hēkona.

Ko te whakautu tika ko D.

3. E rua ngā pendulum he rite te roa o tō rāua taura, engari ko te taumaha o te pendulum tuarua e whā ngā wā te taumaha o te pendulum tuatahi. Mena ko f 1 te auau o te pendulum tuatahi, ā, ko f 2 te auau o te pendulum tuarua, whakatauhia te whanaungatanga i waenga i te f 1 me te f 2.

A. f 1 = f 2

B. f 1 = 2 f 2

C. f 2 = 2 f 1

D. f 1 = 4 f 2

Rongoā:

Te whārite o te auau o te pendulum māmā:

Pendulum māmā - ngā raruraru me ngā otinga 7

f = auau, g = whakaterenga nā te kaha ā-papa, l = te roa o te taura

I runga i te whārite i runga ake nei, ka taea e tātou te whakatau kāore te papatipu e pā ki te auau o te pendulum māmā.

Ko te whakautu tika ko A.

4. Ko ngā rahinga i raro nei kāore e pā ki te wā o te pendulum māmā ko…

A. te roa o te taura me te papatipu o te mea

B. te roa o te taura me te whakaterenga nā te kaha ā-papatipu

C. te papatipu o te mea me te koki tīmatanga

D. te roa o te taura me te koki tīmatanga

Rongoā:

Ko te whārite o te wā o te pendulum māmā:

Pendulum māmā - ngā raruraru me ngā otinga 8

T = wā, g = whakaterenga nā te kaha ā-papa, l = roa o te taura

I runga i te tātai i runga ake nei, ka taea te whakatau ko te roa o te tokotoko (l) me te whakaterenga o te kaha ā-papa (g) ka pā ki te wā o te pendulum māmā . Ki te kore, kāore te papatipu o te mea me te koki tīmatanga e pā ki te wā o te pendulum māmā m.

Ko te whakautu tika ko C.

5. He mea hanga te taura o te pendulum māmā ki te nairona. Kei tetahi pito o te taura he taumaha 10 karamu te taumaha, ā, ko te roa o te taura he 1 mita. Mena he rua te auau i te auau tuatahi, me whakarerekē te roa o te taura ki…

A. 0.25 mita

B. 0.50 mita

C. 2.0 mita

D. 4.0 mita

Mōhiotia:

Kāore te papatipu e pā ki te auau o te pendulum māmā.

Ko te roa o te taura o te pendulum māmā (l) = 1 mita

E hiahiatia ana: whakatauria te roa o te taura mēnā he rua te auau o te auau tīmatanga

Rongoā:

Ko te auau tīmatanga o te pendulum māmā:

Pendulum māmā - ngā raruraru me ngā otinga 9

Ko te auau o te pendulum māmā he rua te auau tīmatanga:

Pendulum māmā - ngā raruraru me ngā otinga 10

Kia takiruatia ai te auau whakamutunga , me whakarerekē te roa o te pendulum ki te 0.25 mita.

Ko te whakautu tika ko A.

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