Simba regiravhiti Kurema - Matambudziko neMhinduro

5 Simba regiravhiti Kurema - Matambudziko neMhinduro

1. Chii chinonzi simba regiravhiti rinoshanda pachinhu chiri pamusoro peNyika? Huremu hwenyika = 5.98 x 10 24 kg, huremu hwechinhu = 1000 kg, nharaunda yeNyika i6.38 x 10 6 m.

Zvinozivikanwa:

Huremu hwepasi (m E ) = 5.98 x 10 24 kg

Huremu hwechinhu (m o ) = 1000 kg

Nharaunda yePasi (r E ) = 6.38 x 10 6 m

Chisingachinji chepasi rose (G) = 6.67 x 10 -11 N m 2 / kg 2

Kukurumidza kunokonzerwa negiravhiti (g) = 9.8 m/s 2

Kudiwa: Simba reGravity

Solution:

Simba regiravhiti, huremu - matambudziko nemhinduro 1

w = huremu, F = simba, G = chinhu chisingachinji, m E = Huremu hwePasi , m o = Huremu hwechinhu , r = chinhambwe chiri pakati pepakati pePasi nechinhu.

Chinhu chiri pamusoro peNyika, saka r = t iyo radius yeNyika

Simba regiravhiti, huremu - matambudziko nemhinduro 2

Kurema kwechinhu ( mutemo wechipiri waNewton wekufamba ):

w = mg

w = (1000 kg)(9.8 m/s 2 )

w = 9800 N

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2. Chii chinonzi simba regiravhiti rinoshanda pachinhu chiri pamamita zviuru gumi pamusoro penyika? Huremu hwenyika = 5.98 x 10 24 kg, huremu hwechinhu = 1000 kg, nharaunda yeNyika ndeye 6.38 x 10 6 m.

Solution:

Simba regiravhiti, huremu - matambudziko nemhinduro 3

3. Huremu hwemuchadenga ndi w. Kana D = dhayamita yePasi, tsvaga huremu hwemuchadenga kana muchadenga uri pa2D pamusoro pePasi.

Zvinozivikanwa:

D = Dhayamita yePasi,

R = nharaunda yePasi

1 D = 2 R, 2 D = 4 R

Zvinodiwa: huremu hwemuchadenga pa2D pamusoro penyika?

Solution:

Simba regiravhiti, huremu - matambudziko nemhinduro 4

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4. Chiyero chehukuru hwepuraneti A nepuraneti B i2 : 3, ukuwo chiyero cheradius yepuraneti A nepuraneti B chiri 1 : 2. Kana huremu hwechinhu chiri papuraneti A huri w, huremu hwechinhu chiri papuraneti B chii.

Zvinozivikanwa:

Huremu hwepuraneti A (m A ) = 2

Huremu hwepuraneti B (m B ) = 3

Nharaunda yepasi A (r A ) = 1

Nharaunda yepasi B (r B ) = 2

Huremu hwechinhu = m

Kurema kwechinhu chiri pasi pano A = w

Zvinodiwa: Kurema kwechinhu papuraneti B

Solution:

Kuenzanisa kwesimba rehuremu kubva kumutemo waNewton wegiravhiti:

Huremu - matambudziko nemhinduro 1

w = huremu, G = simba rinokwevera pasi, M = huremu hwepuraneti, m = huremu hwechinhu, r = chinhambwe chiri pakati pechinhu nepuraneti. Kana chinhu chiri pamusoro pepuraneti chiri pamusoro pepuraneti r = radius yepuraneti.

Kurema kwechinhu papuraneti A:

Huremu - matambudziko nemhinduro 2

Kurema kwechinhu papuraneti B:

Huremu - matambudziko nemhinduro 3

Huremu hwechinhu hwakafanana saka zvinotsiva m ne w/2G.

Huremu - matambudziko nemhinduro 4

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5. Roketi ine huremu hwe w inoburitswa yakatwasuka kubva pamusoro peNyika. D ndiyo dhayamita yeNyika. Kana roketi iri pakakwirira kwe0.5 D pamusoro peNyika, saka huremu hweroketi chii.

Zvinozivikanwa:

Kurema kweroketi = w

Nharaunda yeNyika = daro kubva pakati peNyika = R

Dhayamita yeNyika = D = 2R

Zvinodiwa: Huremu hweroketi kana roketi iri pakakwirira kwe0.5 D pamusoro penyika.

Solution:

0.5 D = 0.5 (2R) = R

Kureba kweroketi kubva pakati peNyika = nharaunda yeNyika + nharaunda yeroketi kubva pamusoro peNyika = R + R = 2R

Kurema isimba rinokwevera zvinhu pasi rinoita basa pachinhu. Simba rinokwevera zvinhu pasi (F) rinoenderana nechikamu chedaro kubva pakati penyika (R) zvekuti uremu hwacho hunoenderana nechikamu chedaro.

Huremu - matambudziko nemhinduro 5

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