1. He pōro e piri ana ki te pito o te taura whakapae, e hurihia ana i roto i tētahi porowhita he 20 cm te whānui. E 360 te porowhita o te pōro.o ia hēkona. Whakatauhia te rahi o te whakaterenga pokapū!
Mōhiotia:
Tere koki (ω) = 360o/hēkona = 1 hurihanga/hēkona = 6.28 rātiana/hēkona
Pūtoro (r) = 20 henemita = 0.2 m
E hiahiatia ana: Te whakaterenga ā-pokapū (ar)
Rongoā:
ar = v2 /r —> v = r ω
ar = (r ω)2 / r = r2 ω2 /r
ar =r ω2
as = te whakaterenga ā-pokapū, v = te tere rārangi, r = te pūtoro, ω = tere nekehanga
Te rahi o te whakaterenga pokapū :
ar =r ω2 ar = (0,2 m)((6.28 rāti/h)
ar = 1.256m/s2
2. E hurihuri ana tētahi wira, he 30 cm te whānui o tōna radius, i te tere o te 180 rpm. Tātaihia te whakaterenga ā-pokapū o tētahi pūwāhi i te taha o te wira!
Mōhiotia:
Pūtoro (r) = 30 henimita = 0.3 m
Te tere koki (ω) = 180 hurihanga / 60 hēkona = 3 hurihanga / hēkona = (3)(6.28 rātiana) / hēkona = 18.84 rātiana/hēkona
E hiahiatia ana: te whakaterenga pokapū (ar) o r = 0.3 m
Rongoā:
Te rahi o te whakaterenga pokapū:
ar =r ω2
ar = (0.3 mita)(18.84 rāti/s)
ar = 5.65m/s2
3. E neke ana tētahi waka reihi i runga i tētahi ara porowhita he 50 mita te whānui. Mena he 72 km/h te tere o te waka, tautuhia te kaha o te whakaterenga ā-pokapū!
Mōhiotia:
Pūtoro (r) = 50 mita
Tere (v) = 72 km/h = (72)(1000 mita) / 3600 hēkona = 20 mita/hēkona
hiahia : te rahi o te whakaterenga ā-pokapū (ar)
Rongoā:
ar = v2 / r = 202 / 50 = 400 / 50 = 8 m/s2
4. Ko te tere whakaterenga pūrua mōrahi o tētahi motuka he 10 m/s2, kia taea ai e te motuka te huri me te kore e paheke i waho i te ara piko. Mena kei te neke te motuka i te tere pumau 108 km/h, he aha te radius o te piko kore-pareparenga?
Mōhiotia:
Te whakaterenga ā-pokapū (ar) = 10 m/s2
Te tere o te motuka (v) = 108 kiromita/h = (108)(1000) / 3600 = 30 mitas/second
E hiahiatia ana: pūtoro (r)
Rongoā:
r = v2 / her
r = 302 / 10 = 900 / 10 = 90 mitas
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- Te huri i ngā waeine koki hei tauira mō ngā raruraru me ngā otinga
- Ngā tauira raruraru me ngā otinga mō te nekehanga koki me te nekehanga rārangi
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