Muenzaniso wekufamba wakamira kumusoro

3 Mienzaniso yemibvunzo yekufamba yakamira kumusoro

1. Bhora rinokandwa rakamira kumusoro nekumhanya kwekutanga kwe20 m/s. Sarudza kukwirira kwakanyanya kwebhora. g = 10 m/s2
Kukurukurirana
Mukufamba kwakamira kumusoro, kana chinhu chikakwira kumusoro, chinodzika, uye kana chikadzika pasi, chinokurumidza. Saka, kufamba kwakamira kumusoro zvakare muenzaniso weGLBB.
Fomura yeGLBB :
vt =vo + pa
s = vo t + ½ pa2
vt2 =vo2 + maekisero maviri

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Muenzaniso wekufamba kwakadzika pasi

3 Mienzaniso yemibvunzo yekufamba yakatwasuka ichidzika pasi

1. Bhora rinokandirwa pasi rakamira kubva pachivako chine nhurikidzwa dzakawanda rine kumhanya kwekutanga kwe10 m/s uye rinosvika pasi mushure memasekonzi maviri. Kumhanya kwebhora kunorevei kana rarova pasi? g = 10 m/s2
Kukurukurirana
Zvinozivikanwa kuti:
vo = 10 m/s
t = masekondi maviri
g = 10 m/s2
Akabvunzwa:

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Mienzaniso yehuwandu hwakatorwa, chiyero chepasi rose uye mafomura eyuniti

4 Mienzaniso yehuwandu hwakatorwa, chiyero chepasi rose uye mafomura eyuniti

Huwandu hwakatorwa Fomura Mari huru inoumbwa nei? Zviyero zvehuwandu hwakatorwa Huwandu hweZvikamu zveNyika Dzese Hwakawanikwa
mwedzi Kureba x upamhi Kureba (2) [L2] m2
Vhoriyamu ye cuboid Kureba x upamhi x kukwirira Kureba (3) [L3] m3
Kuwanda kwevanhu Huremu / Vhoriyamu Huremu (1), kureba (3) [M] / [L]3] = [M][L-3] Makirogiramu / m3
Kecepatan Kureba / nguva Hurefu (1), nguva (1) [L] / [T] = [L] [T]-1] m / s
Kukurumidzisa Kumhanya / nguva Hurefu (1), nguva (2) [L] [T]-1] / [T] = [L] [T]-2] m / s2
Gaya Kukwidza kwehuremu x Huremu (1), kureba (1), nguva (2) [M][L][T]-2] Kg m/s2
Bhizinesi Simba x kusuduruka Huremu (1), kureba (2), nguva (2) [M][L][T]-2][L] = [M][L2][T-2] kg m2/s2

Kuti uwane huwandu hwehuwandu hwekutanga, tanga watora fomura yehuwandu hwakawanikwa.

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Kuedza kwemutemo kwaArchimedes

Mirayiridzo yekuyedza mutemo yaArchimedes

Chinangwa chekuedza kwemutemo kwaArchimedes:

- Vadzidzi vanogona kuyera huwandu nehuremu hwemvura yakabviswa nechinhu chakanyudzwa mumvura.
- Vadzidzi vanogona kuziva nekunzwisisa mutemo waArchimedes
Zvishandiso nezvinhu:
– Mudziyo wepakati nepakati (1)
– Kadhi diki (1)
– Dynamometer (1)
– Rodha (1)

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Mutemo waPascal

Kunzwisisa Mutemo waPascal

Jeki/lift ye hydraulic inoshanda sei kana ichishandiswa kusimudza mota? Mabhureki e hydraulic anoshanda sei kana ichishandiswa kunonotsa mota?

Sezvatakadzidza munyaya yeFluid Pressure , mvura yega yega inomanikidza zvinhu zvese zvainosangana nazvo. Mvura yatinoisa mugirazi inomanikidza madziro egirazi. Saizvozvowo, patinogeza mudziva rekushambira kana mumvura yegungwa, mvura inomanikidza muviri wedu wese.

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Muenzaniso wemutemo waPascal

Mienzaniso 9 yeMutemo waPascal

1. Nzvimbo ye hydraulic jack yega yega ine 0,04 m2 uye 0,10 m2Kana simba rekuisa riri maNewton matanhatu, simba rekuisa guru chii?
Kukurukurirana:
Zvinozivikanwa kuti:
A1 = 0,04 XNUMX m2
A2 = 0,10 XNUMX m2
F1 = 5N
Akabvunzwa: F2 ?
Mhinduro:

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Kuenzana kwemiviri yakaoma

Muchidzidzo chefizikisi chakapfuura, takadzidza misoro yesimba rezvikamu uye simba rekufamba . Musimba rezvikamu, takadzidza zvidimbu mukufamba kwekushandura ( kufamba kwemutsara , kufamba kwedenderedzwa , kufamba kweparabolic ). Musimba rekufamba, takadzidza miviri yakatsiga inotenderera. Munyaya iyi, takadzidza zvinhu mukuenzanisa. Kune mhando mbiri dzesimba, dzinoti static equilibrium uye dynamic equilibrium. Sekureva kwemutemo wekutanga waNewton, chinhu chiri mu static equilibrium kana chinhu chiri pazororo uye chinhu chiri mu dynamic equilibrium kana chinhu chiri kufamba nevelocity isingachinji. Pepa iri rinonyanya kutarisana nekukurukurirana kwe static equilibrium (zvinhu zvakamira).

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