Ka ikaika maʻamau - nā pilikia a me nā hoʻonā

Nā pilikia i hoʻoponopono ʻia ma nā kānāwai neʻe o Newton - Ka ikaika maʻamau 

1. He mea e kau ana ma luna o kahi papaʻaina, i hōʻike ʻia ma ke kiʻi ma lalo nei. ʻO ke kaumaha o ka mea he 1 kg. ʻO ka wikiwiki o ka umekaumaha he 9.8 m/s 2. E hoʻoholo i ka ikaika maʻamau i hoʻokau ʻia ma luna o ka mea e ka papaʻaina.

Nā pilikia-a-me-nā-hoʻonā-ikaika-maʻamau-1-1

ʻIke ʻia:

Nuipaʻa (m) = 1 kg

Ka wikiwiki o ke koʻikoʻi (g) = 9.8 m/s 2

Kaumaha (w) = mg = (1 kg)(9.8 m/s² ) = 9.8 kg m/s² = 9.8 Newtons

Makemake ʻia: ka ikaika maʻamau (N)

Lōlā:

Ka ikaika maʻamau - nā pilikia a me nā hoʻonā 2

Ua hoʻomaha ka mea ma luna o ka papaʻaina, no laila ʻo ka ikaika ʻupena ma luna o ka mea he ʻole (ke kānāwai mua a ʻelua paha o Newton). Hana pololei ke kaumaha o ka mea i lalo, i ke kikowaena o ka Honua. Pono kekahi ikaika ʻē aʻe ma luna o ka mea e kaulike ai i ka ikaika umekaumaha . Ke hoʻomaha nei ka mea ma luna o ka papaʻaina, i hiki ai i ka papaʻaina ke hoʻopuka i kēia ikaika i luna. ʻO ka ikaika i hoʻopuka ʻia e ka papaʻaina ua kapa pinepine ʻia he ikaika maʻamau (N). ʻO ke ʻano maʻamau he kū pololei.

E koho i ke kuhikuhi i luna ma ke ʻano he kuhikuhi y maikaʻi. ʻO ka ikaika upena ma luna o ka mea:

∑ Fy = 0

N – w = 0

N = w

N = mg

N = 9.8 Newton

ʻO ka ikaika maʻamau ma luna o ka mea, i hoʻokau ʻia e ka papaʻaina he 9.8 N i luna.

ʻAʻole maopopo

2. ʻElua mau mea e kau ana ma luna o kahi papaʻaina. ʻO ke kaumaha o ka mea 1 (m1 ) = 1 kg, ke kaumaha o ka mea 2 (m2 ) = 2 kg, ka wikiwiki ma muli o ke koʻikoʻi (g) =9.8 m/s2 . E hoʻoholo i ka nui a me ke kuhikuhi o ka ikaika maʻamau i hoʻokau ʻia e m2 ma ka m1 a me ka ikaika maʻamau i hoʻokau ʻia e ka papaʻaina ma ka m2.

Ka ikaika maʻamau - nā pilikia a me nā hoʻonā 3

pāʻoihana

Ka ikaika maʻamau - nā pilikia a me nā hoʻonā 4

ʻIke ʻia:

Ka nuipa o ka mea 1 (m1 ) = 1 kg

Ka nuipa o ka mea 2 (m2 ) = 2 kg

Ka wikiwiki o ke koʻikoʻi (g) = 9.8 m/s 2

Kaumaha o ka mea 1 (w 1 ) = m 1 g = (1)(9.8 m/s 2 ) = 9.8 kg m/s 2 = 9.8 Newtons

Kaumaha o ka mea 2 (w 2 ) = m 2 g = (2)(9.8 m/s 2 ) = 19.6 kg m/s 2 = 19.6 Newtons

Makemake ʻia: N 1 a me N 2

Lōlā:

(a) Ka ikaika maʻamau i hoʻokau ʻia e m 2 i ka m 1 (N 1 )

N 1 = w 1 = 9.8 Newton

Piʻi ke kuhikuhi o N 1 .

(b) Ka ikaika maʻamau i hoʻokau ʻia e ka papa ma luna o ka m 2 (N 2 )

N 2 = w 1 + w 2 = 9.8 Newton + 19.6 Newton = 29.4 Newton

Piʻi ke kuhikuhi o N 2 .

ʻAʻole maopopo

3. He mea e kau ana ma luna o ka papa ʻaina. ʻO ke kaumaha o ka mea he 2 kg, ʻo ka wikiwiki ma muli o ke koʻikoʻi he 9.8 m/s 2. ʻO ka nui o ka ikaika F he 10 Newtons. E huli i ka nui a me ke kuhikuhi o ka ikaika maʻamau i hoʻokau ʻia e ka papa ʻaina ma luna o ka mea.

Ka ikaika maʻamau - nā pilikia a me nā hoʻonā 5

pāʻoihana

Ka ikaika maʻamau - nā pilikia a me nā hoʻonā 6

ʻIke ʻia:

Ka nuipa o ka mea (m) = 2 kg

Ka wikiwiki ma muli o ke koʻikoʻi (g) = 9.8 m/s 2

Kaumaha (w) = mg = (2 kg)(9.8 m/s² ) = 19.6 kg m/s² = 19.6 Newtons

Ikaika F (F) = 10 Newton

Makemake ʻia : ka nui a me ke kuhikuhi o ka ikaika maʻamau (N)

Lōlā:

ke kuhikuhi o ka ikaika maʻamau i luna.

Ka nui o ka ikaika maʻamau:

∑ F = 0

N – F – w = 0

N = F + w

N = 10 Newton + 20 Newton

N = 30 Newton

ʻAʻole maopopo

4. He mea e kau ana ma luna o kahi papaʻaina. ʻO ke kaumaha o ka mea he 1 kg, ʻo ka wikiwiki ma muli o ke koʻikoʻi he 9,8 m/s² , ʻo ka ikaika F 1 he 10 N a ʻo ka ikaika F 2 he 20 N. E hoʻoholo i ka nui a me ke kuhikuhi o ka ikaika maʻamau i hoʻokau ʻia e ka papaʻaina ma luna o ka mea. g = 9.8 m/ s²

Ka ikaika maʻamau - nā pilikia a me nā hoʻonā 7

pāʻoihana

Ka ikaika maʻamau - nā pilikia a me nā hoʻonā 8

ʻIke ʻia:

Nuipaʻa (m) = 1 kg

Ka wikiwiki o ke koʻikoʻi (g) = 9.8 m/s 2

Kaumaha (w) = mg = (1 kg)(9.8 m/s² ) = 9.8 kg m/s² = 9.8 Newtons

F1 = 10 Newtons

F2 = 20 Newtons

Makemake ʻia: ka nui a me ke kuhikuhi o ka ikaika maʻamau (N)

Lōlā:

Piʻi ke kuhikuhi o ka ikaika maʻamau.

Ka nui o ka ikaika maʻamau:

∑ F = 0

N – F 2 – w + F 1 = 0

N = F 2 + w – F 1

N = 20 Newton + 9.8 Newton – 10 Newton

N = 19.8 Newton

ʻAʻole maopopo

5. ʻO ke kaumaha o ka mea (m) = 2 kg, ka wikiwiki o ke koʻikoʻi (g) = 9.8 m/s² , ke kihi = 30 o . E huli i ka nui a me ke kuhikuhi o ka ikaika maʻamau i hoʻokau ʻia ma luna o ka mea.

Ka ikaika maʻamau - nā pilikia a me nā hoʻonā 9

Lōlā:

Ka ikaika maʻamau - nā pilikia a me nā hoʻonā 10

ʻO w ke kaumaha, ʻo w x ka ʻāpana pae o ke kaumaha, ʻo w y ka ʻāpana kū pololei o ke kaumaha, ʻo N ka ikaika maʻamau.

ʻIke ʻia:

ka nuipaʻa (m) = 2 kg

ka wikiwiki o ke koʻikoʻi (g) = 9.8 m/s 2

kaumaha (w) = mg = (2 kg)(9.8 m/s² ) = 19.6 kg m/s² = 19.6 Newtons

w x = w sin 60 o = (19.6 N)(0.5) √ 3 = 9.8 √ 3 Newtons

w y = w cos 60 = (19.6 N)(0.5) = 9.8 Newtons

Makemake ʻia: ka ikaika maʻamau (N)

Lōlā:

∑ F = 0

N – w y = 0

N = w y

N = 9.8 Newton

ʻAʻole maopopo

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  1. Ka nuipa a me ke kaumaha
  2. Ka ikaika maʻamau
  3. Ke kānāwai ʻelua o ka neʻe ʻana o Newton
  4. ʻO ka ikaika pili
  5. Ka neʻe ʻana ma luna o ka ʻili ākea me ka ʻole o ka ikaika friction
  6. ʻO ka neʻe ʻana o nā kino ʻelua me ka wikiwiki like ma luna o ka ʻili pālahalaha ʻinoʻino me ka ikaika friction
  7. Ka neʻe ʻana ma luna o ka mokulele i hoʻohuli ʻia me ka ʻole o ka ikaika friction
  8. Ka neʻe ʻana ma luna o ka mokulele i hoʻohaʻahaʻa ʻia me ka ikaika friction
  9. Neʻe ʻana i loko o kahi elevator
  10. Hoʻopili ʻia ka neʻe ʻana o nā kino e nā kaula a me nā pulleys
  11. ʻElua mau kino me ka nui like o ka wikiwiki
  12. Ke hoʻopuni ʻana i kahi piʻo pālahalaha - nā dinamika o ka neʻe pōʻai
  13. Ke hoʻopuni ʻana i kahi piʻo panakō - nā dinamika o ka neʻe pōʻai
  14. Neʻe like ʻana ma kahi pōʻai ʻākea
  15. Ka ikaika centripetal i ka neʻe pōʻai like

Waiho i ka manaʻo