Hi,

I have been trying to get a numerical solution to the following ode system for weeks. I am new to Maple, and I think my issues might be with the coding rather than the maths.

I get the error message:

Error, (in dsolve/numeric/checksing) ode system has a removable singularity at t=0. Initial data is restricted to {v(t) = 0., Phi(t) = 0.}

I know there is a singularity at t=0, so I tried setting the 'range' option to something just above 0, but it is still not working.

Hallo thar. I’m new to both Maple and programming. I’ve been searching for a Maple programming introduction online that would allow me to work on the following problem but haven’t turned up anything.  Hoping some of you can point me in the right direction.

.

I have two sets of integers {Y1,Y2..Yn} and {B1,B2…Bn}. For each value in the Y set I need to solve a function F(x) for a number of iterations given by the B value corresponding to the Y value (B1 for Y1).

Hi all,

> deq := diff(theta(t), t, t) = -g*sin(theta(t))/L;

                           2                              

So, Maple is quite helpful in that it will automatically make certain simplifications for me.  But what if I don't want it to.  For example, if I enter 2*(2+x), how do I get it to not just simply return 4+2*x?

 

Consider this to by end goal:

evalb(2*(2+x) = 4+2*x) => false

I have some troubles in solving a system of three trigonometric equations using the function 'solve' of Matleb.The program finds three solutions but a message of 'Warning: Warning, solutions may have been lost' also appears. Does it mean that there are other three solutions? If yes, how can I see also these three numbers?

Thanx!

In particular because the TAB key doesn't work in Maple, is it possible to define a shortcut key for a few spaces? I found this quite annoying that I couldn't simply tab over a few spaces when programming. Is Maple going to fix it in the future? Why doesn't TAB work anyway, did they forget about it?

I have a particular system of partial differential equations to which I want to apply a change of variables involving square roots using PDEtools[dchange]. The result turns out to be not in a simple form due to the square roots. Why is this so ? Is there a better way solving the problem than the one I am suggesting below ? The system of partial differential equations of interest is the following:

Hi all,

While solving a différential equation, I encounter an integral:

 

Anyone know a slick way to change the arguments of a function to possibly different things depending on what they are?

 

Let's say I have objects a, b and c.  a and b are of type function and c is of type set.  F is another function object.

 

F(a,b,c) is defined.

 

What I want to do is construct F(g(a),g(b), h(c)).....

 

Ideas?

Reduce::nsmet: This system cannot be solved with the methods \
available to Reduce. >>

 

Hi, I'd like to know where's maple directory by default on my computer. I just found a program that would really help which is run on maple. I will join the read me file of the program i want to install.
The unclear part for me is "  (b) Copy the file dot.mapleinit in the Bethe root directory into your
    home directory where it is read in from MAPLE      cp dot.mapleinit ---> [user-home]/.mapleinit"

Hi all

Hi everybody.

 

Hey guys,

I am struggling again trying to solve very similar pde in Maple V.

pdesolve(-a*u(t,x)+diff(u(t,x),t)+(c^2)*b*(1/t)*[log(2*T/t)]^(-b-1)diff(u(t,x),x,x)=0,u(t,x))

Could anybody try running it in the older version? Are there any solutions?

Thank you,

Vilen