# Simulating the Ramsey-Cass-Koopmans Model Using MATLAB and Simulink
[![View Simulating the Ramsey-Cass-Koopmans Model Using MATLAB and Simulink on File Exchange](https://www.mathworks.com/matlabcentral/images/matlab-file-exchange.svg)](https://www.mathworks.com/matlabcentral/fileexchange/59422-simulating-the-ramsey-cass-koopmans-model)
[![Open in MATLAB Online](https://www.mathworks.com/images/responsive/global/open-in-matlab-online.svg)](https://matlab.mathworks.com/open/github/v1?repo=mathworks/simulating-the-ramsey-cass-koopmans-model-using-matlab-and-simulink&project=RCK.prj&file=createRCKModel.mlx)
Many economic and financial models, such as those for resource allocation or optimal growth, involve systems of differential equations with no explicit analytical solution. Solving these systems numerically and visualizing results are important tasks for economists and other financial analysts.
Using the fundamental Ramsey-Cass-Koopmans (RCK) model as an example, this code, along with the corresponding [technical article](https://uk.mathworks.com/company/newsletters/articles/simulating-the-ramsey-cass-koopmans-model-using-matlab-and-simulink.html), describes two workflows for creating, simulating, and visualizing a system of ordinary differential equations (ODEs). One approach is based on MATLAB®, the other on Simulink®. The MATLAB approach uses programming techniques familiar to financial professionals who work in a technical computing environment. The Simulink approach offers a visual modeling environment and graphical representation of the system.
![](PhasePlane.png)
## Installation and Getting Started
The examples are provided in a MATLAB project.
1. Double-click on the project archive (`RCK.mlproj`) to extract it using MATLAB.
2. With MATLAB open, navigate to the newly-created project folder and double-click on the project file (`RCK.prj`) to open the project.
3. The example files are the live scripts within the project.
- `createRCKModel.mlx`: This example shows how to define and solve the Ramsey-Cass-Koopmans model using MATLAB.
- `createRCKModel.mlx`: This example shows how to define and solve the Ramsey-Cass-Koopmans model using MATLAB and the time elimination method to solve the system of ODEs.
- `defineRCMParams.mlx`: This example contains the parameter definitions used in the Ramsey-Cass-Koopmans model. The parameters are stored in a structure for later reuse.
- `parallelRCKMATLAB.mlx`: This example shows how to simulate the MATLAB version of the Ramsey-Cass-Koopmans model using parallel computing constructs to speed up the simulation process.
- `parallelRCKSimulink.mlx`: This example shows how to simulate the Simulink version of the Ramsey-Cass-Koopmans model using parallel computing constructs to speed up the simulation process.
- `plotPhasePortrait.mlx`: This example shows how to visualize the 2D phase plane corresponding to the system of ODEs defined by the Ramsey-Cass-Koopmans model.
- `plotRCKSimulink.mlx`: This example shows how to simulate the Simulink version of the Ramsey-Cass-Koopmans model.
### [MathWorks®](https://www.mathworks.com) Product Requirements
This example was updated using MATLAB release R2022b.
- [MATLAB®](https://www.mathworks.com/products/matlab.html)
- [Simulink®](https://www.mathworks.com/products/simulink.html)
- [Parallel Computing Toolbox™](https://www.mathworks.com/products/parallel-computing.html)
## License
The licenses for this entry are available in the [license.txt](license.txt) and [license_ds2nfu.txt](license_ds2nfu.txt) files in this GitHub repository.
Copyright 2016-2023 The MathWorks, Inc.
## Community Support
[MATLAB Central](https://www.mathworks.com/matlabcentral)
没有合适的资源?快使用搜索试试~ 我知道了~
资源推荐
资源详情
资源评论
收起资源包目录
毕业设计MATLAB_模拟Ramsey Cass Koopmans模型.zip (97个子文件)
SECURITY.md 389B
PhasePlane.png 652KB
RCK_Model.slx 23KB
plotRCKSimulink.mlx 26KB
.gitattributes 479B
resources
project
uuid-6184bb2d-8250-4856-8614-94d024953873.xml 46B
rootp.xml 46B
EEtUlUb-dLAdf0KpMVivaUlztwA
zAspjCqzc_khXXXkxBgJKOvFVmgp.xml 111B
zAspjCqzc_khXXXkxBgJKOvFVmgd.xml 69B
root
NmGqIpAwUJcXFyLjFAGnU9uyN5Yp.xml 81B
EEtUlUb-dLAdf0KpMVivaUlztwAp.xml 81B
fjRQtWiSIy7hIlj-Kmk87M7s21kp.xml 80B
GiiBklLgTxteCEmomM8RCvWT0nQd.xml 57B
KAXfQgCar2Yb8zOxgvf9hdmLP1Ep.xml 81B
qaw0eS1zuuY1ar9TdPn1GMfrjbQp.xml 75B
GiiBklLgTxteCEmomM8RCvWT0nQp.xml 81B
6x1BhZX_fLnKpcwqra0qFwv1jIgp.xml 80B
Project.xml 73B
NjSPEMsIuLUyIpr2u1Js5bVPsOs
aEHSZBIY-yve10yGis12Zr5DLZod.xml 82B
QWNDYJD5mGW1bWYvPx9DtKnxzw4d.xml 86B
j4xwF_j8iFTVayUMfxLgMnTbencp.xml 77B
R1RggVhA72agIvELiuhWPRS8F0Ip.xml 75B
r8LR4nLmg9ai3oHrW1r_-KocQzkp.xml 79B
KKyDJtbdIBOlaeHmIZd5VX6vqx8p.xml 76B
KKyDJtbdIBOlaeHmIZd5VX6vqx8d.xml 80B
r8LR4nLmg9ai3oHrW1r_-KocQzkd.xml 83B
R1RggVhA72agIvELiuhWPRS8F0Id.xml 79B
2kj09UetkV_lru3gvSPXnY6-nM4p.xml 75B
2kj09UetkV_lru3gvSPXnY6-nM4d.xml 79B
QWNDYJD5mGW1bWYvPx9DtKnxzw4p.xml 82B
aEHSZBIY-yve10yGis12Zr5DLZop.xml 78B
j4xwF_j8iFTVayUMfxLgMnTbencd.xml 81B
qaw0eS1zuuY1ar9TdPn1GMfrjbQ
kUko1nQrvKvuZvuA7OsU6Zkkmuod.xml 140B
qD-kr16wmwlzR-nIg1IG_vvRrWkd.xml 46B
QMJD9OLFzxcTTbPOoh-ahQ4zTRUp.xml 79B
tlec2lvzJlst3pwxM_lEm1birYEp.xml 79B
uRTzcQbGJoV70M0VF08_4TG2F9sp.xml 84B
dSYOu1qk6p2afICvmhi3m4d-miIp.xml 91B
-Lw8jF0TQ1RNHFWSD2LGqnjEa48p.xml 87B
TMK4UzWHdRLhy_w-CHt9y11Q8XAp.xml 80B
LNEYCsiMkvUYmFa_UcI-3jGxKg0p.xml 96B
VKlMcXdodt4tQ_-ReiQIWxh1aisp.xml 80B
uh0xNGxp5lU4Sb3U1tpxnduGkS0p.xml 88B
2uRqUwgzsMPtKV1vY4JvGEQwdJId.xml 46B
GV234CBiBxEKhYkRkCeOVnpH92od.xml 140B
mIVxcoMQF8xY67dIEImmlxjNQPIp.xml 86B
rh0jHbNfmojECiiHH7BQHmZTsWkp.xml 81B
dSYOu1qk6p2afICvmhi3m4d-miId.xml 140B
-Vdt1IgWXfvBotY6glyrWilCWTEd.xml 46B
0sXthPyjj7awJpTfdCLunjYZaUAd.xml 140B
qD-kr16wmwlzR-nIg1IG_vvRrWkp.xml 84B
7BBbDzaBVII4oz9M1HiERItzy3Qp.xml 88B
2uRqUwgzsMPtKV1vY4JvGEQwdJIp.xml 81B
kUko1nQrvKvuZvuA7OsU6Zkkmuop.xml 93B
VKlMcXdodt4tQ_-ReiQIWxh1aisd.xml 140B
mIVxcoMQF8xY67dIEImmlxjNQPId.xml 140B
-Vdt1IgWXfvBotY6glyrWilCWTEp.xml 80B
uh0xNGxp5lU4Sb3U1tpxnduGkS0d.xml 140B
K52zo_r6Oed8lHlH8pv4JapdWNMd.xml 140B
0sXthPyjj7awJpTfdCLunjYZaUAp.xml 91B
GV234CBiBxEKhYkRkCeOVnpH92op.xml 83B
ui1uxib6J0y7rj_Yts53w7yq85Mp.xml 89B
QMJD9OLFzxcTTbPOoh-ahQ4zTRUd.xml 46B
OOM24GU0R7qBs0G_8Q5fAfcOSQgd.xml 140B
-Lw8jF0TQ1RNHFWSD2LGqnjEa48d.xml 140B
ui1uxib6J0y7rj_Yts53w7yq85Md.xml 140B
g9DYeNMF88vZaicYcM-StqUuWikd.xml 140B
g9DYeNMF88vZaicYcM-StqUuWikp.xml 89B
TMK4UzWHdRLhy_w-CHt9y11Q8XAd.xml 46B
uRTzcQbGJoV70M0VF08_4TG2F9sd.xml 46B
OOM24GU0R7qBs0G_8Q5fAfcOSQgp.xml 86B
K52zo_r6Oed8lHlH8pv4JapdWNMp.xml 78B
rh0jHbNfmojECiiHH7BQHmZTsWkd.xml 46B
7BBbDzaBVII4oz9M1HiERItzy3Qd.xml 46B
tlec2lvzJlst3pwxM_lEm1birYEd.xml 140B
LNEYCsiMkvUYmFa_UcI-3jGxKg0d.xml 140B
fjRQtWiSIy7hIlj-Kmk87M7s21k
NjSPEMsIuLUyIpr2u1Js5bVPsOsd.xml 114B
NjSPEMsIuLUyIpr2u1Js5bVPsOsp.xml 91B
RCK_Jacobian.mlx 5KB
parallelRCKMATLAB.mlx 250KB
ds2nfu.m 3KB
license_ds2nfu.txt 2KB
RCK.prj 177B
RCK_TimeElim.mlx 5KB
RCK.mlproj 3.6MB
RCK_Equations.mlx 5KB
ignore.txt 18B
plotPhasePortrait.mlx 101KB
createRCKModelTimeElim.mlx 60KB
RCK_f.mlx 4KB
defineRCKParams.mlx 5KB
.gitignore 36B
parallelRCKSimulink.mlx 93KB
license.txt 1KB
README.md 4KB
createRCKModel.mlx 42KB
RCK_df.mlx 4KB
共 97 条
- 1
资源评论
Nowl
- 粉丝: 1w+
- 资源: 3891
上传资源 快速赚钱
- 我的内容管理 展开
- 我的资源 快来上传第一个资源
- 我的收益 登录查看自己的收益
- 我的积分 登录查看自己的积分
- 我的C币 登录后查看C币余额
- 我的收藏
- 我的下载
- 下载帮助
安全验证
文档复制为VIP权益,开通VIP直接复制
信息提交成功