[matlab例程] v6-code

说明：sound localization code using the matlab. this is a simulation file
<harsha> 在 2025-09-21 上传 | 大小：11kb | 下载：0

[matlab例程] LC_Load

说明：Matab file to calculate LC load response using simulink
<kamakhya> 在 2025-09-21 上传 | 大小：8kb | 下载：0

[matlab例程] R_Load

说明：Matlab code to calculate LC load response using simulink
<kamakhya> 在 2025-09-21 上传 | 大小：8kb | 下载：0

[matlab例程] RC_load

说明：Matlab code to calculate LC load response using simulink
<kamakhya> 在 2025-09-21 上传 | 大小：8kb | 下载：0

[matlab例程] RL_Load

说明：Matlab code to calculate LC load response using simulink
<kamakhya> 在 2025-09-21 上传 | 大小：8kb | 下载：0

[matlab例程] RLC_Load

说明：Matlab code to calculate LC load response using simulink
<kamakhya> 在 2025-09-21 上传 | 大小：8kb | 下载：0

[matlab例程] nonlineareq

说明：function g=nonlineareq(x) Here is an example of nonlinear system that can be solved by using the Matlab command "fsolve" written in the file called "solution.m" (see quasi-Newton or Levenberg-Marquardt methods). g(1)=x(1)-4*x(1)*x(1)-
<kamakhya> 在 2025-09-21 上传 | 大小：1kb | 下载：0

[matlab例程] nonlineareq1

说明：function g=nonlineareq(x) Here is an example of nonlinear system that can be solved by using the Matlab command "fsolve" written in the file called "solution.m" -function g=nonlineareq(x) Here is an example of nonlinear system that can be
<kamakhya> 在 2025-09-21 上传 | 大小：1kb | 下载：0

[matlab例程] nonlineareq2

说明：function g=nonlineareq(x) Here is an example of nonlinear system that can be solved by using the Matlab command "fsolve" written in the file called "solution.m" -function g=nonlineareq(x) Here is an example of nonlinear system that can be
<kamakhya> 在 2025-09-21 上传 | 大小：1kb | 下载：0

[matlab例程] nonlineareq3

说明：function g=nonlineareq(x) Here is an example of nonlinear system that can be solved by using the Matlab command "fsolve" written in the file called "solution.m" -function g=nonlineareq(x) Here is an example of nonlinear system that can be
<kamakhya> 在 2025-09-21 上传 | 大小：1kb | 下载：0

[matlab例程] nonlineareq4

说明：function g=nonlineareq(x) Here is an example of nonlinear system that can be solved by using the Matlab command "fsolve" written in the file called "solution.m" -function g=nonlineareq(x) Here is an example of nonlinear system that can be
<kamakhya> 在 2025-09-21 上传 | 大小：1kb | 下载：0

[matlab例程] up-to-air

说明：火箭升空动画，分为5个阶段，目前先上传一部分代码，后续继续-rock up to air flash
<calvin> 在 2025-09-21 上传 | 大小：9kb | 下载：0