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1、1 高中物理知识点总结一、静力学1.胡克定律：F=kx (x为伸长量或压缩量；k 为劲度系数，只与弹簧的原长、粗细和材料有关)2.重力：G=mg (g随离地面高度、纬度、地质结构而变化；重力约等于地面上物体受到的地球引力)3几个力平衡，则一个力是与其它力合力平衡的力。4两个力的合力：F(max)-F(min)F 合F(max)+F(min)。三个大小相等的共面共点力平衡，力之间的夹角为120，求F1、F2两个共点力的合力：利用平行四边形定则。注意：(1)力的合成和分解都均遵从平行四边行法则。(2)两个力的合力范围：F1 F2 F F1+F2(3)合力大小可以大于分力、也可以小于分力、也可以等于
2、分力。5力的合成和分解是一种等效代换，分力与合力都不是真实的力，求合力和分力是处理力学问题时的一种方法、手段。6两个平衡条件：（1）共点力作用下物体的平衡条件：静止或匀速直线运动的物体，所受合外力为零。F合=0 或：Fx 合=0 Fy 合=0 推论：1 非平行的三个力作用于物体而平衡，则这三个力一定共点。2 三个共点力作用于物体而平衡，其中任意两个力的合力与第三|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 1 页，共 9 页2 个力一定等值反向（2）有固定转动轴物体的平衡条件：力矩代数和为零（只要求了解）力矩：M=FL (L为力臂，是转动轴到力
3、的作用线的垂直距离）三力共点且平衡，则:F1/sin1=F2/sin 2=F3/sin 3（拉密定理,对比一下正弦定理）文字表述:三个力作用于物体上达到平衡时，则三个力应在同一平面内，其作用线必交于一点，且每一个力必和其它两力间夹角之正弦成正比7物体沿斜面匀速下滑，则u=tan 8、摩擦力的公式：(1)滑动摩擦力：f=FN说明：FN为接触面间的弹力，可以大于G；也可以等于G;也可以小于G 为滑动摩擦因数，只与接触面材料和粗糙程度有关，与接触面积大小、接触面相对运动快慢以及正压力N无关.(2)静摩擦力：其大小与其他力有关，由物体的平衡条件或牛顿第二定律求解,不与正压力成正比.大小范围：Of静fm
4、 (fm为最大静摩擦力，与正压力有关)说明：a、摩擦力可以与运动方向相同，也可以与运动方向相反。b、摩擦力可以做正功，也可以做负功，还可以不做功。c、摩擦力的方向与物体间相对运动的方向或相对运动趋势的方向相反。d、静止的物体可以受滑动摩擦力的作用，运动的物体可以受静摩擦力的作用。9、浮力：F=gV (注意单位)|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 2 页，共 9 页文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:
5、CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 H
6、Y5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN
7、5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编
8、码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7
9、 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4
10、ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文
11、档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I63 10、万有引力：F=Gm mr122(1)适用条件：两质点间的引力（或可以看作质点，如两个均匀球体）。(2)G为万有引力恒量，由卡文迪许用扭秤装置首先测量出。(3)在天体上的应用：（M-天体质量，m 卫星质量，R-天体半径，g-天体表面重力加速度，h卫星到天体表面的高度）a、万有引力=向心力GMmRhm()2VRhmRhmTRh222224()()()b、在地球表面附近，重力=万有引力 mg=GMmR2 g=GMR2c、第一宇宙速
12、度mg=mVR2 V=gRGMR/11两个一起运动的物体“刚好脱离”时：貌合神离，弹力为零。此时速度、加速度相等，此后不等。12轻绳不可伸长，其两端拉力大小相等，线上各点张力大小相等。因其形变被忽略，其拉力可以发生突变，“没有记忆力”。13轻弹簧两端弹力大小相等，弹簧的弹力不能发生突变。14轻杆能承受纵向拉力、压力，还能承受横向力。力可以发生突变，“没有记忆力”。15、轻杆一端连绞链，另一端受合力方向：沿杆方向。|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 3 页，共 9 页文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E
13、10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT
14、4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5
15、R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M
16、8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:
17、CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 H
18、Y5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN
19、5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I64 16、“二力杆”（轻质硬杆）平衡时二力必沿杆方向。17、绳 上 的 张 力 一 定 沿 着 绳 子 指 向 绳 子 收 缩 的 方 向。18、支持力（压力）一定垂直支持面指向被支持（被压）的物体，压力 N不一定等于重力G。19、两个分力F1 和 F2 的合力为F，若已知合力（或一个分力）的大小和方向，又知另一个分力（或合力）的方
20、向，则第三个力与已知方向不知大小的那个力垂直时有最小值。20、已知合力不变，其中一分力F1 大小不变，分析其大小，以及另一分力F2。用“三角形”或“平行四边形”法则二、运动学1.在描述运动时，在纯运动学问题中，可以任意选取参照物；在处理动力学问题时，只能以地为参照物。|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 4 页，共 9 页文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W
21、4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I
22、6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4
23、K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z
24、1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K
25、4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8
26、K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O
27、2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I65 2.初速度为零的匀加速直线运动（或末速度为零的匀减速直线运动）时间等分：1T 内、2T 内、3T 内.位移比：S1：S2：S3.：Sn=1：4：9:.n2 1T 末、2T 末、3T 末.速度比：V1：V2：V3=1：2：3 第一个 T内、第二个T 内、第三个T 内的位移之比：S：S：S：.：SN=1：3：5:.:(2n-1)S=aT2 Sn-Sn-k=k aT2 a=S/T2 a=（Sn-Sn-k）/k T2 位移等分：1S0处、2S0处、3 S0 处速度比：V1：V2：V
28、3：.Vn=1:2:3:.:n 经过 1S0 时、2S0 时、3S0 时.时间比：t1：t2：t3：.tn=1:2:3:.:n 经过第一个1S0、第二个 2 S0、第三个3 S0 时间比t1：t2：t3：.tn=1:2-1:3-2:.:n-(n-1)3匀变速直线运动中的平均速度v(t/2)=(v1+v2)/2=(S1+S2)/2T 4匀变速直线运动中的中间时刻的速度v(t/2)=(v1+v2)/2 中间位置的速度|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 5 页，共 9 页文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E
29、10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT
30、4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5
31、R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M
32、8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:
33、CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 H
34、Y5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN
35、5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I66 5.变速直线运动中的平均速度前一半时间v1，后一半时间v2。则全程的平均速度：v=(v1+v2)/2 算术平均数 前一半路程v1，后一半路程v2。则全程的平均速度：v=(2v1v2)/(v1+v2)调和平均数 6自由落体n 秒末速度（m/s）：10，20，30，40，50 n 秒末下落高度(m)：5、20、45、80、125 第
36、 n 秒内下落高度(m)：5、15、25、35、45 7竖直上抛运动同一位置(根据对称性)v上=v 下H(max)=(V0)2/2g 8相对运动.S 甲乙=S 甲地+S 地乙 =S 甲地-S乙地共同的分运动不产生相对位移。绳端物体速度分解对地速度是合速度，分解为沿绳的分速度和垂直绳的分速度。|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 6 页，共 9 页文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I
37、7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4
38、 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6
39、文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K
40、7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1
41、W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4
42、I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K
43、4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I67 10.匀变速直线运动：基本规律：Vt=V0+a t S=vo t+12a t2 几个重要推论：(1)Vt2 V02=2as （匀加速直线运动：a为正值匀减速直线运动：a 为正值）(2)A B段中间时刻的瞬时速度:Vt/2=VVt02=st(3)AB段位移中点的即时速度:Vs/2 =vvot222匀速：Vt/2=Vs/2 ;匀加速或匀减速直线运动：Vt/2 Vs/2（4）初速为零的匀加速直线运动,在 1s、2s、3s,ns 内的位移之比为12：22:3
44、2,n2；在第 1s 内、第 2s 内、第 3s 内,第 ns 内的位移之比为1：3：5,(2n-1)；在第 1 米内、第 2米内、第3 米内,第n 米内的时间之比为1：()21：|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 7 页，共 9 页文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 Z
45、N5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档
46、编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I
47、7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4
48、 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6
49、文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K
50、7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1W4 ZN5M8E10K4I6文档编码:CT4S8K4K7I7 HY5R6O2Z1