Hi All,

Im solving a system of five second order differential equations, dsys, with five degrees of freedom, using the command:

> Sol := dsolve({dsys, ini}, {phix(t), phiy(t), phiz(t), thetax(t), thetay(t)}, numeric, output = listprocedure, range = 0 .. ts)

This solves the system with initial conditions ini from t=0..ts. 

With the command: > odeplot(Eq75, [t, Z2], 0 .. ts, numpoints = 100), I plot Z2, which is a function of the degrees of freedom, form t=0..ts. ...

It appears that Maple will not install on Windows 8. When will this be fixed or can you provide a solution?

Thanks

Why Maple not simplify
simplify((x*ln(x)-ln(1/(1+x))-x*ln(x/(1+x)))/((1+x)*ln(1+x)))
(result = 1) ?

Hi. i just installed Maple 16 on my computer, but i doesnt work. Everytime i try to open it, it just loads forever. i Tried to install maple 16 32 and 64 bit, without any luck. I have tried to run it as administrator, and in combability mode, still nothing.

I have windows 7 home premium 64 bit.
 

This question was asked before but because of the curiosity, I 

bring it in the light again. We have a system of odes

restart:with(plots):

a := 1; b := .5; d := 1; omega := .4; h1 := 1+a*cos(x); h2 := -d-b*cos(x+omega);

F := Q-1-d;

de:={alpha*(diff(f(y), y, y, y, y))+G*(diff(theta(y), y, y))+B*(diff(phi(y), y, y))

+6*beta*(diff(f(y), y, y))*(diff(f(y), y, y, y))^2+3*beta*(diff(f(y), y, y, y, y))*

(diff(f(y), y, y))^2 = 0,

How can i import data from another worksheet (ecept copy and paste method)?

I have a function that I want to evaluate to a numerical value.

It has euler's numbers and natural logarithms as well.

The function is defined at h:= x-> expression.

When I call h(value), then it only simplifies and won't produce a numeric value.

What do I do?

Hi!

After a matrix calculation in maple I might end up with a matrix with common factors, like this ...

Now this matrix has elements with common factor that I want put as a factor outside the matrix. How can I do this?

Thanks :)

Hello,

I am reading

http://www.maplesoft.com/support/help/Maple/view.aspx?path=tensor/exterior_prod

and I was wondering : what is the most efficient way to work out basic combinations of bivectors (or trivectors...)

Suppose for instance I have a 4-dimensional space with basis (e1,e2,e3,e4) and I would want to work out

(e_1 -e2+ e3) wedge (e_2-e_4),

how could I do this?

(I just...

Dear All,

maplehelp.mw

I am trying to solve the equation shown in the attached file but can't get the required answer, any suggestions?

I shall be very thankful.

Regards

A.Q

A(n,q) = I(n)*Z(q)/2 * Sum((cos(nwt - qptheta - (n-q)(i-1)2*Pi/3)+cos(nwt + qptheta - (n+q)(i-1)2*Pi/3)),i=1..3)

With n - q = ...-9,-6,-3,0,3,6,9   above equation becomes

Hi!

If I do a*RandomMatrix(2,2), maple will multiply a inside the matrix. How can I have maple keep it outside for readability?

Thanks!

I have written a procedure that creates lists of numbers (for later plotting, but that is irrelevant here). These lists I have programmed as 1-d rtables (Vectors and Arrays). Since I do not know initially how many entries the procedure will generate I am using programmer indexing (with round braces) so the Arrays and Vectors get extended as needed, 1 entry at a time. Basically; I dynamically allocate storage in this way. Maybe not the most efficient way but should work for now.

Hello every one,

I am trying to solve a system of 5 odes numerically but I get an error

"unable to convert to an explicit first-order system".

Please have a look and guide me through the problem.

Thanks

wprob1.mw

Hi, I am creating a plot to demonstrate symmetry about the y=x axis, and I want to show that the line segment connecting two points is the perpedicular bisector of the line y=x. I have plotted y=x, the two points, and the line segment connecting those two points. How do I plot the perpendicular symbol (or right angle symbol) that is connected to the lines and shows that they are indeed perpendicular?

Let A(2 , -2 , 0) B( 4 , 2 , 5 ) & C( -1 , -3 , 0).Find  H(x,y,z) be the orthocentre of the triangle ABC.