2021年第3部分命题区间3.pdf
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1、第三部分突破高考计算题的4 个命题区间命题区间三电磁场中的计算题课时跟踪检测(二十一)电磁场中的计算题1.如图所示,一个带正电的粒子以平行于x 轴正方向的初速度v0从 y 轴上 a点射入第一象限内,为了使这个粒子能经过x 轴上定点 b,可在第一象限的某区域内加一方向沿 y 轴负方向的匀强电场已知所加电场的场强大小为E,电场区域沿 x 方向的宽度为s,OaL,Ob2s,粒子的质量为m,带电量为 q,重力不计,试讨论电场的左边界与b 的可能距离解析:设电场左边界到 b 点的距离为 x,已知电场宽度为 s,Ob2s,分以下两种情况讨论:若粒子在离开电场前已到达b 点,如图甲所示,即 xs,则 xv0
2、tyLqE2mt2联立解得 x2mv20LqE.若粒子离开电场后做匀速直线运动到达b 点,如图乙所示,即s x2s,精品w o r d 学习资料 可编辑资料-精心整理-欢迎下载-第 1 页,共 8 页则 sv0t,yqE2mt2 由几何关系知 tan qEmtv0Ly xs联立解得 xmv20LqEss2.答案:见解析2(2019 全国卷)如图,在直角三角形 OPN 区域内存在匀强磁场,磁感应强度大小为 B、方向垂直于纸面向外 一带正电的粒子从静止开始经电压U 加速后,沿平行于 x 轴的方向射入磁场;一段时间后,该粒子在OP 边上某点以垂直于 x 轴的方向射出已知O 点为坐标原点,N 点在 y
3、 轴上,OP 与 x 轴的夹角为30,粒子进入磁场的入射点与离开磁场的出射点之间的距离为d,不计重力求:(1)带电粒子的比荷;(2)带电粒子从射入磁场到运动至x 轴的时间解析:(1)设带电粒子的质量为m,电荷量为 q,加速后的速度大小为v.由动能定理有 qU12mv2精品w o r d 学习资料 可编辑资料-精心整理-欢迎下载-第 2 页,共 8 页文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文
4、档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8
5、Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10
6、L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V
7、3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9
8、S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G
9、10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J
10、7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3设粒子在磁场中做匀速圆周运动的半径为r,运动轨迹如图所示由洛伦兹力公式和牛顿第二定律有qvBmv2r由几何关系知 d2r联立式得qm4UB2d2.(2)由几何关系知,带电粒子射入磁场后运动到x 轴所经过的路程为 s r2rtan 30 带电粒子从射入磁场到运动至x 轴的时间为 tsv联立式得tBd24U233.答案:(1)4UB2d2(2)Bd24U2333(2019 陕西省汉中市高三模拟)如图所示,在 xOy 平面直角坐标系中,直角三角形 ACD 内存在垂直纸面向里、磁感应强度大小为 B 的匀强磁场线段
11、COODl,30.在第四象限正方形ODEF 内存在沿 x 轴正方向、大小 EB2el3m的匀强电场,在第三象限沿AC 放置一平面足够大的荧光屏,屏与y 轴平行一个电子 P 从坐标原点 O 沿 y 轴正方向射入磁场,恰好不从AD 边射出磁场已知电子的质量为 m,电量为 e,不计电子的重力精品w o r d 学习资料 可编辑资料-精心整理-欢迎下载-第 3 页,共 8 页文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1
12、F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:
13、CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 H
14、J9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 Z
15、L1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编
16、码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9
17、 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9
18、 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3(1)求电子 P 射入磁场时的速度大小;(2)求电子 P 经过 y 轴时的 y 坐标;(3)若另一电子 Q 从 x坐标轴上某点(x0)以相同的速度仍沿y轴正方向射入磁场,且 P、Q 打在荧光屏上同一点,求电子Q 在电场中运动的时间解析:电子恰好不从 AD 边射出磁场得出半径,电子运动轨迹与AD 边相切,如图所示,设半径为r.(1)由几何关系可得rrsin l粒子在磁场中做匀速圆周运动,洛伦兹力提供向心力:ev0Bmv20r,解得 rl3,v0eBl3m.(2)假设电子从 OE 边离开,则电
19、子做类平抛运动中,有2r12at21,yPv0t1,eEma解得 t12meB,yP23l由于 yP23l0)A 从 O 点发射时的速度大小为v0,到达 P 点所用时间为 t;B 从 O 点到达 P 点所用时间为t2.重力加速度为 g,求:(1)电场强度的大小;(2)B 运动到 P 点时的动能解析:(1)设电场强度的大小为E,小球 B 运动的加速度为a.根据牛顿第二定律、运动学公式和题给条件,有mgqEma12at2212gt2解得 E3mgq.(2)设 B 从 O 点发射时的速度为v1,到达 P 点时的动能为 Ek,O、P 两点的高度差为 h,根据动能定理有Ek12mv21mghqEh且有
20、v1t2v0th12gt2联立式得精品w o r d 学习资料 可编辑资料-精心整理-欢迎下载-第 5 页,共 8 页文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V
21、2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3
22、X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G
23、1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F
24、1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:C
25、X3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ9G1G4G10L9 ZL1F1V2J7V3文档编码:CX3X1T9S8Y9 HJ
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