Target Interception in 2D

I need Deliverables part and MATLAB Code for the same.

Description: You will design a target interception system for a missile. The target will move

at a straight line and using the thrust vector controlling the missile should be able to intercept

the target automatically.

Deliverables:

1. A mathematical model of the interception system in 2-dimension

2. A control system design

3. Demonstration using Simulink and corresponding 2-dimensional animation

Note that, the thrust is generated due to the gas exhausted through the engine nozzle. The rate

of change of the mass of the missile due to the exhaust gas can be expressed as:

ṁ =T / ISPg where, Isp is sprecific impulse and g = 9.8m/s2

[John D'Errico]

Yes sir! We will immediately get to writing your code for you. When done, can we send it directly to your instructor, so we can get credit for doing your project? I can always use another degree after all. Or, will you claim it for yourself, which would be unethical and an inappropriate use of this site. Surely, you would not do that?

[PRANJAL PANDEY]

No need I already done that. My queries are resolved. Thanks for your concern :)

[Rik]

Original question posted by PRANJAL PANDEY (before he tried to avoid cheat-detection by removing his question content) as retrieved from Google cache:

Target Interception in 2D

I need Deliverables part and MATLAB Code for the same.

Description: You will design a target interception system for a missile. The target will move

at a straight line and using the thrust vector controlling the missile should be able to intercept

the target automatically.

Deliverables:

1. A mathematical model of the interception system in 2-dimension

2. A control system design

3. Demonstration using Simulink and corresponding 2-dimensional animation

Note that, the thrust is generated due to the gas exhausted through the engine nozzle. The rate

of change of the mass of the missile due to the exhaust gas can be expressed as:

ṁ =T / ISPg where, Isp is sprecific impulse and g = 9.8m/s2

[PRANJAL PANDEY]

It's not about cheating. I really needed the help but my doubts are being resolved. So, I decided to remove the question as I am new to MATLAB so I am not much enrich with it. But, after few searches I got to know that it can't be removed. So, I accepted the answer as suggested by previous user. If I had to cheat I wouldn't be posting here anyways. But, thank fellas by the way. I will keep asking questions as I need to learn MATLAB. Don't get me wrong :))

Thank You

[Rik]

Next time leave your question. That way other users (who might have the same or less experience with Matlab as you) can benefit.

You can delete a question as long as there is no answer.

[Rena Berman]

(Answers Dev) Restored edit

Answer 1

[Amrtanshu Raj]

Hi,

Here is an example of modelling a guidance system in MATLAB and Simulink.

Here is another similar question which has been answered.