题目内容


如图所示,线圈内有理想边界的磁场,当磁场均匀增加时,有一带电粒子静止于平行板(两板水平放置)电容器中间,则此粒子带                                                                        电(填“正”或“负”),若线圈匝数为n,平行板电容器板间距离为d,粒子质量为m,带电量为q,则磁感应强度的变化率为      (设线圈面积为S).         

                                                                             

                                                                                                     

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如图所示,在直角坐标系的第一、二象限内有垂直于纸面的匀强磁场,第三象限有沿y轴负方向的匀强电场;第四象限无电场和磁场.现有一质量为m、电荷量为q的粒子以速度v0从y轴上的M点沿x轴负方向进入电场,不计粒子的重力,粒子经x轴上的N点和P点最后又回到M点,设OM=L,ON=2L.求:                                    

(1)带电粒子的电性,电场强度E的大小;                                                              

(2)带电粒子到达N点时的速度大小和方向;                                                          

(3)匀强磁场的磁感应强度的大小和方向;                                                              

(4)粒子从M点进入电场,经N、P点最后又回到M点所用的时间.                                      

                                                                 

                                                                                                                                  

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