| ãáÊÞì ÇáÝíÒíÇÆííä ÇáÚÑÈ > ÞÓã ÇáãäÇåÌ ÇáÏÑÇÓíÉ > ÝíÒíÇÁ ÇáãÑÍáÉ ÇáÌÇãÚíÉ. | ||
| ÚÑæÖ Ýí ÇáÚãá æÇáØÇÞÉ | ||
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ÃÏæÇÊ ÇáãæÖæÚ | ÇäæÇÚ ÚÑÖ ÇáãæÖæÚ |
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#1
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ÈÓã Çááå ÇáÑÍãä ÇáÑÍíã ÃÞÏã áßã åÐå ÇáÚÜÜÜÑæÖ ááÚãá æÇáØÇÞÉ Úãá ÞæÉ ËÇÈÊÉ Úãá ãÌãæÚÉ Þæì äÙÑíÉ ÇáÚãá/ÇáØÇÞÉ ÇáÍÑßíÉ Úãá ãÌãæÚÉ Þæì ÇáãáÝÇÊ ÊÌÏæäåÇ Ýí ÇáãÑÝÞÇÊ |
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#2
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Work done by gravity Work done by a variable force Work done by spring |
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#3
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Work done by a variable force in 3D Newton's gravitational force Conservative forces Potential Energy Conservation of energy Non-conservative forces |
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#4
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Example problems Vertical springs Power |
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#5
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Çááå íÚØíß ÇáÚÇÝíÉ |
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#6
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#7
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Çááå íÚØíß ÇáÚÇÝíÉ ÃÎí ÇáßäÌ æíÌÒÇß ÇáÝÑÏæÓ ÇáÃÚáì ...
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#8
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Potential Energy and Force Potential Energy Diagrams Equilibrium System of Particles Center of mass Linear Momentum æÇáÓáÇã Úáíßã æÑÍãÉ Çááå ÊÚÇáì æÈÑßÇÊå |
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#9
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#10
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íÚØíß ÇáÚÇÝíå æÈÇÑß Çááå Ýíß æÌÒÇß Çááå ÎíÑÇð ¡¡¡
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| ÇáÐíä íÔÇåÏæä ãÍÊæì ÇáãæÖæÚ ÇáÂä : 1 ( ÇáÃÚÖÇÁ 0 æÇáÒæÇÑ 1) | |
| ÇäæÇÚ ÚÑÖ ÇáãæÖæÚ |
ÇáÇäÊÞÇá Åáì ÇáÚÑÖ ÇáÚÇÏí |
ÇáÚÑÖ ÇáãÊØæÑ |
ÇáÇäÊÞÇá Åáì ÇáÚÑÖ ÇáÔÌÑí |
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