torabi

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3 years, 206 days

MaplePrimes Activity


These are replies submitted by torabi

@Preben Alsholm 

Dear Preben

Is possible to solve this differential equation by numerical methods such as FDM and Newmark Method?

Best

 

@Preben Alsholm 

Thanks so much.

If it is need to change the input parameters, I have not any problem in this regard.

I only want to gain an answer!

Best Regards,

 

@Mariusz Iwaniuk 

Thanks so much,

Is possible to solve this equation in maple via numerical methods?

Thanks

This is not possible?

Pleasehelp me 

@Kitonum 

Thanks so much

@tomleslie 

I probide again procedure of solving.

Thank you for your help.

Best

simpProb3.mw

 

@tomleslie 

Thank you.

From the beginning, my mean problem was about the new file that I sent recently. 

For now, I want to follow the same procedure to remove qx-qy and qz.

the procedure is the same as you apply in simpProb2.mw. Only in the new file, more terms appear. But formulation is fixed, and I want to remove any terms with derivatives concerning q-x, q-y, q-z

 

@tomleslie 

Thank you so much.

I could not apply your procedure on the new attached file.

Please help me again.

Best

simpProb2.mw

@ecterrab 

Thank you so much.

In attached pdf file below I explained better about my mean. Please see it.

This file is related to the maple file with the name of (simpl.mw).

As you can see in the final equation (Eq 10) qx-qy-qz are omitted.

Now I want to use the same procedure and apply this method on maple file with the name of (simpl2.mw)

Best

simplification.pdf

 

simpl.mw

this file is a simple format of original file.

simpl.mw

 

@vv 

It is not possible to do by maple?

Thank you

@vv 

Thanks so much. I provided a sample example,

I want to take integral by parts from equation (13.12) in the attached file below.

Best Regards

explain.pdf

 

if possible to solve this equations or not?

Best

@Preben Alsholm 

thank you

@Preben Alsholm 

Thank you.

Recently I have been founded that Maple in new its version is capable of solving 3D problems!!

Maybe I am in mistake.

Thanks so much.

Best.

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