矢量分析
主讲教师:吕秀丽
第3期
2021-07-05 13:43 至 2022-01-31 13:43
课程章节 | | 文件类型 | | 修改时间 | | 大小 | | 备注 | |
1.1 矢量代数 |
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1.2 三种常用坐标系 |
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2021-07-05 | 1.93MB | ||
1.3 标量场的梯度 |
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2021-07-05 | 1.03MB | ||
1.4 矢量场通量与散度 |
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2021-07-05 | 1.32MB | ||
1.5 矢量场环量与旋度 |
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1.6 拉普拉斯运算 |
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1.7 亥姆霍兹定理 |
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2.1 库仑定律与电场强度 |
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2.2 静电场的基本方程 |
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2.3 电位 |
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2.4 电介质中的场方程 |
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2.5 静电场的边界条件 |
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2.6 导体系统的电容 |
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2.7 静电场的能量与能量密度 |
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3.1 边值问题的分类及唯一性定理 |
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3.2 直接积分法 |
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3.3 分离变量法 |
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3.4 镜像法 |
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3.5 有限差分法 |
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4.1 电流和电流密度 |
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4.2 恒定电场的基本性质 |
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4.3 恒定电场的边界条件 |
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4.4 恒定电场与静电场的比拟 |
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5.1 恒定磁场的基本定律 |
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5.2 真空中的恒定磁场方程 |
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5.3 介质中的恒定磁场方程 |
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5.4 恒定磁场的边界条件 |
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5.5 电感 |
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5.6 恒定磁场的能量及能量密度 |
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6.1 法拉第电磁感应定律 |
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6.2 位移电流和麦克斯韦第一方程 |
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6.3 麦克斯韦方程组 |
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6.4 时变电磁场的边界条件 |
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6.5 时变电磁场的能量与功率 |
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6.6 正弦电磁场 |
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6.7 时变电磁场的位函数 |
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7.1 无耗媒质中的平面电磁波 |
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7.2 电磁波的极化 |
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7.3 导电媒质中的平面电磁波 |
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7.4 平面波对平面分界面的垂直入射 |
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9.1 滞后位 |
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9.2 基本振子的辐射 |
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9.3 对称振子天线 |
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10.1.1 绪论 |
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10.1.2 标量与矢量运算 |
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10.1.3 常用的正交坐标系 |
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10.1.4 标量场的梯度 |
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10.1.5 矢量的通量和散度 |
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10.1.6 矢量的环量和旋度 |
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10.1.7 无源场和无旋场 |
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10.1.8 散度定理和斯托克斯定理 |
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10.2.1 电荷守恒定律 |
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10.2.2 真空中的静电场 |
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10.2.3 真空中的恒磁场 |
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10.2.4 媒质的电磁特性 |
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10.2.5 电磁感应定律和位移电流 |
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10.2.6 麦克斯韦方程组 |
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10.2.7 电磁场的边界条件 |
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10.3.1 波动方程 |
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10.3.2 位函数 |
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10.3.3 电磁能量守恒定律 |
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10.3.4 唯一性定理 |
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10.3.5 时谐电磁场 |
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10.4.1 理想介质中的均匀平面波 |
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10.4.2 电磁波的极化 |
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10.4.3 均匀平面波在导电媒质中的传播 |
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10.5.1 均匀平面波对分界平面的垂直入射 |
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10.5.2 均匀平面波对多层介质分界平面的垂直入射 |
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10.5.3 均匀平面波对理想介质分界平面的斜入射 |
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10.5.4 均匀平面波对理想导体平面的斜入射 |
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