题目内容


如图所示,具有圆锥形状的回转器(陀螺),绕它的轴在光滑的桌面上以角速度ω快速旋转,同时以速度v向左运动,若回转器的轴一直保持竖直,为使回转器从桌子的边缘滑出时不会与桌子边缘发生碰撞,速度v至少应等于(设回转器的高为H,底面半径为R,不计空气对回转器的作用)(     )                                              

                                                                                                              

    A.            ωR B.             R               C.      R     D. ωH

                                                                                                                                 

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如图示,跨过定滑轮的光滑细线左端连接边长为L,匝数为n,质量为m1=m,总电阻为R的正方形闭合线框.右端连接质量为m2=2m的物块.装置从图示位置由静止释放,线框匀速穿过宽度为L,磁感应强度为B的匀强磁场.                                                                                                                         

求(1)线框进入磁场前加速度大小和线的张力,                                                         

(2)线框穿过磁场过程产生的焦耳热.                                                                       

(3)线框进入磁场前发生的位移大小.                                                                       

                                                                                     

                                                                                                                                    


用如图1实验装置验证m1、m2组成的系统机械能守恒.m2从高处由静止开始下落,m1上拖着的纸带打出一系列的点,对纸带上的点迹进行测量,即可验证机械能守恒定律.图给出的是实验中获取的一条纸带:0是打下的第一个点,每相邻两计数点间还有4个点(图中未标出),计数点间的距离如图2所示.已知m1=50g、m2=150g,则(g取10m/s2,结果保留两位有效数字)                                                                                                                

                

①下面列举了该实验的几个操作步骤:其中操作不当步骤                               (填选项对应的字母).            

A.按照图示的装置安装器件;                                                                                  

B.将打点计时器接到直流电源上;                                                                           

C.先释放m2,再接通电源打出一条纸带;                                                               

D.测量纸带上某些点间的距离.                                                                              

E.根据测量的结果,分别计算系统减少的重力势能和增加的动能.                             

②若某同学作出v2/2﹣h图象如图3,写出计算当地重力加速度g的表达式              ,并计算出当地的实际重力加速度g=                                                                                                       m/s2

                                                                                                                                 

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