大学物理学(第三版)课后习题答案.pdf

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1、1-4 在离水面高 h米得岸上,有人用绳子拉船靠岸,船在离岸S 处,如题 1-4图所示当人以0v(m1s)得速率收绳时,试求船运动得速度与加速度得大小图1-4 解:设人到船之间绳得长度为l,此时绳与水面成角,由图可知222shl将上式对时间t求导,得tsstlldd2dd2题 1-4 图根据速度得定义,并注意到l,s就是随t减少得,tsvvtlvdd,dd0船绳即cosdddd00vvsltlsltsv船或svshslvv02/1220)(船将船v再对t求导,即得船得加速度1-6 已知一质点作直线运动,其加速度为a4+3t2sm,开始运动时,x5 m,v=0,求该质点在t10s 时得速度与位置

2、解:ttva34dd分离变量,得ttvd)34(d积分,得12234cttv由题知,0t,00v,01c故2234ttv又因为2234ddtttxv分离变量,tttxd)234(d2积分得232212cttx由题知0t,50 x,52c故521232ttx所以s10t时m70551021102sm190102310432101210 xv1-10 以初速度0v201sm抛出一小球,抛出方向与水平面成幔 60 得夹角,求:(1)球轨道最高点得曲率半径1R;(2)落地处得曲率半径2R文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 H

3、E4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3

4、C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 H

5、E4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3

6、C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 H

7、E4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3

8、C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 H

9、E4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2(提示:利用曲率半径与法向加速度之间得关系)解:设小球所作抛物线轨道如题1-10 图所示题 1-10 图(1)在最高点,o0160cosvvvx21sm10gan又1211vanm1010)60cos20(22111nav(2)在落地点,2002vv1sm,而o60cos2ganm8060cos10)20(22222nav1-13 一船以速率1v30km h-1沿直线向东行驶,另一小艇在其前方以速率2v40km h-1沿直线向北行驶,问在船上瞧小艇得速度为何?在艇上瞧船得

10、速度又为何?解:(1)大船瞧小艇,则有1221vvv,依题意作速度矢量图如题1-13 图(a)文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O

11、3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V

12、7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O

13、3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V

14、7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O

15、3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V

16、7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2题 1-13 图由图可知1222121hkm50vvv方向北偏西87.3643arctanarctan21vv(2)小船瞧大船,则有2112vvv,依题意作出速度矢量图如题1-13 图(b),同上法,得5012v1hkm2-2 一个质量为P得质点,在光滑得固定斜面(

17、倾角为)上以初速度0v运动,0v得方向与斜面底边得水平线AB平行,如图所示,求这质点得运动轨道解:物体置于斜面上受到重力mg,斜面支持力N、建立坐标:取0v方向为X轴,平行斜面与X轴垂直方向为Y轴、如图2-2、题 2-2 图X方向:0 xFtvx0Y方向:yymamgFsin0t时0y0yv文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7

18、H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3

19、S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7

20、H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3

21、S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7

22、H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3

23、S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C22sin21tgy由、式消去t,得220sin21xgvy2-4 质

24、点在流体中作直线运动,受与速度成正比得阻力kv(k为常数)作用,t=0时质点得速度为0v,证明(1)t时刻得速度为vtmkev)(0;(2)由 0到t得时间内经过得距离为x(kmv0)1-tmke)(;(3)停止运动前经过得距离为)(0kmv;(4)证明当kmt时速度减至0v得e1,式中m为质点得质量答:(1)tvmkvadd分离变量,得mtkvvdd即vvtmtkvv00ddmktevvlnln0tmkevv0(2)tttmkmkekmvtevtvx000)1(dd(3)质点停止运动时速度为零,即t,故有000dkmvtevxtmk文档编码:CD9S1O5O3S3 HE4U7A7D6A6 Z

25、T3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1

26、O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 Z

27、T3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1

28、O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 Z

29、T3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1

30、O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 Z

31、T3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2(4)当 t=km时,其速度为evevevvkmmk0100即速度减至0v得e1、2-10 一颗子弹由枪口射出时速率为10smv,当子弹在枪筒内被加速时,它所受得合力为F=(bta)N(ba,为常数),其中t以秒为单位:(1)假设子弹运行到枪口处合力刚好为零,试计算子弹走完枪筒全长所需时间;(2)求子弹所受得冲量(3)求子弹得质量解:(1)由题意,子弹到枪口时,有0)(btaF,得bat(2)子弹所受得冲量tbtat

32、tbtaI0221d)(将bat代入,得baI22(3)由动量定理可求得子弹得质量0202bvavIm2-13 以铁锤将一铁钉击入木板,设木板对铁钉得阻力与铁钉进入木板内得深度成正比,在铁锤击第一次时,能将小钉击入木板内1 cm,问击第二次时能击入多深,假定铁锤两次打击铁钉时得速度相同解:以木板上界面为坐标原点,向内为y坐标正向,如题2-13 图,则铁钉所受阻力为文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G

33、3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3

34、HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G

35、3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3

36、HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G

37、3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3

38、HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G

39、3C2题 2-13 图kyf第一锤外力得功为1AsskykyyfyfA1012ddd式中f就是铁锤作用于钉上得力,f就是木板作用于钉上得力,在0dt时,ff设第二锤外力得功为2A,则同理,有21222221dykkyykyA由题意,有2)21(212kmvAA即222122kkky所以,22y于就是钉子第二次能进入得深度为cm414.01212yyy2-15 一根劲度系数为1k得轻弹簧A得下端,挂一根劲度系数为2k得轻弹簧B,B得下端一重物C,C得质量为M,如题 2-15 图求这一系统静止时两弹簧得伸长量之比与弹性势能之比文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8

40、G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3

41、 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8

42、G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3

43、 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8

44、G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3

45、 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8

46、G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2解:弹簧BA、及重物C受力如题2-15 图所示平衡时,有题 2-15 图MgFFBA又11xkFA22xkFB所以静止时两弹簧伸长量之比为1221kkxx弹性势能之比为12222211121212kkxkxkEEpp2-17 由水平桌面、光滑铅直杆、不可伸长得轻绳、轻弹簧、理想滑轮以及质量为1m与2m得滑块组成如题2-17 图所示装置,弹簧得劲度系数为k,自然长度等于水平距离BC,2m与桌面间得摩擦系数为,最初1m静止于A点,A

47、BBCh,绳已拉直,现令滑块落下1m,求它下落到B处时得速率文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 Z

48、T3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1

49、O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 Z

50、T3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1O5O3S3 HE4U7A7D6A6 ZT3V7H8G3C2文档编码:CD9S1

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