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麻省理工学院，绝对一流！下载速度也超快，超值啊！
$ n2 n: |- m! J; l: p0 b ZPowers of Ten - Units - Dimensions - Measurements - Uncertainties - Dimensional Analysis - Scaling Arguments:
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1D Kinematics - Speed - Velocity - Acceleration:1 J% W2 j% Z* ]6 m" t! j
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Vectors - Dot Products - Cross Products - 3D Kinematics:& `/ c* c6 [* x! T, W4 l9 g+ W
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9 w% _* L$ l: j+ d6 T3D Kinematics - Free Falling Reference Frames:) O1 G7 p* N% ?% ]4 @1 c9 c& L
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Circular Motion - Centrifuges Moving - Reference Frames - Perceived Gravity:/ K# t: C* P+ c4 I3 d; m/ k( y
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: q/ z% A, k+ {- C# qNewton's Laws:+ k% k9 c2 I/ }0 V# @4 t$ \$ e
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Weight - Perceived Gravity - Weightlessness Free Fall - Zero Gravity in Orbit (misnomer):
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Friction:
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Exam Review:
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Hooke's Law - Springs - Simple Harmonic Motion - Pendulum - Small Angle Approximation:
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7 [% Y" ]6 N2 ZWork - Kinetic Energy - Potential Energy - Conservative Forces - Conservation of Mechanical Energy - Newton's Law of Universal Gravitation:
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' Y8 ?# [% d5 v/ y$ g( oNon-Conservative Forces - Resistive Forces - Air Drag - Terminal Velocity:9 \: ~. G4 X5 p' ^
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- g8 x' P7 M' o0 S8 hPotential Energy - Energy Considerations to Derive Simple Harmonic Motion:
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Escape Velocities - Bound and Unbound Orbits - Circular Orbits - Various Forms of Energy - Power:
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" O: t2 R2 Z2 z0 U1 X' KMomentum - Conservation of Momentum - Center of Mass:
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Impulse - Rockets:. C6 H* S+ V+ r" K4 L5 Z4 g
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Exam Review:0 M; M2 {' e+ f: C4 N$ y
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* c8 L" h- M- x# ^( e% J" ^' @[ Last edited by lqh101517 on 2004-12-29 at 12:22 ] |
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发表于 2004-12-28 19:25:46
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