Please find attached a document describing the MATLAB coding required. I require Questions One and Three solved.
Question One involves developing a numerical model using the finite difference approach to solve the Laplace equation using the Gauss-Seidel iterative approach.
Question Three involves developing a 1-D implicit numerical model using the finite difference approach to approximate the solution to the parabolic diffusion equation.
Please respond with a approximate quote and achievable deadline.
16 freelancers are bidding on average $301 for this job
Can be done by professional simulation domain engineer..................... Better hire me at $11/hr rate with $110 as MILESTONE and I may finish full work in about 15 to 20 hours.
Hi, can I help? I do such project before. I implemented them in different way, such as Difference Methods and etc. your budget is low, but it is okay. I can provide some sample of works. cheers
hi, i have carefully checked your projct description. i can help you. i am an expert in matlab . i have many experiences in matlab programming. I can send the matlab file today. pls, hire me. regards.
hello,sir, i have many experiences in this field. so i can help u in satisfactorily. if u a interest, let's contact with us. sincerely. i would wait ur answer. thank you.
Hello, i am very much comfortable in matlab programming and had done many projects dealing with it.I have also simulated runga kutta's method in m - file for induction motor stability for various conditions.
Hi, I am a MA student in the field of control engineering and have done this type of project earlier and would appreciate the opportunity to work on this project with you. The payment is flexible. regards Mahdi