MaplePrimes Questions

Sorry if this is stupid but How do I use the interactive debugger?   the button is greyed out for me and 
 

stopat(EAdd(x^3+2x+1,x, 13, 1, 2, 1, 2), 1);

Error, missing operator or `;`

 

stopat(EAdd, 1);

                             [EAdd]
 

debug button is still greyed out IDK what to do now


p.s. is there a way to set breakpoints in your code by clicking like in other programming?
 

I want to factor large numbers, for this purpose I want to utilize multi cores on my computer.

Anyone who can help me in solving this problem?

I am utilizing Lenovo Thinkpad T440s with specifications core i7-4600 CPU @ 2.19 GHz.

In addition I would like to ask if anyone can help me in integrating GPU's with Maplesoft 2019 for factorization.

 

I am having a cluster of 64 GPU's i.e. AMD RX-460.

 

Any help in this regard will be appreciated.

 

Hello people in Mapleprimes,

A long time has passed since I came here before.
I have forgotten a lot of what I remembered about maple.

I want to incert gamma from e_nsp1 and (1-gamma) from e_nsp2 into set_3, so deleting gamma and (1-gamma) from set_3.
How can I do this?

Thank you in advance.

Take care.

question_1.mw

 

taro 
 

Dear maple users,

How to plot a figure for different values of rk?

like rk=5,10,15,20:

jb.mw

Thanking you,

Waiting for replay.

 

Recently I posted a question "how to insert a loop".
Without my knowledge, the post is deleted.
Mention the reason for deleting the post.
 

 

How would I turn this set into matrix form?

would it be possible to seperate the matrix form into:

v1e^(lamba*t) + v2e^(lambda2*t) .... + v^ne^(lambdan*t) where v1, v2, and vn are the eigenvectors and lamba1, lambda2, and lamban are their respective eigenvectors.

I have problem on RKF45 with result on 

"unable to convert to an explicit first order system"


 

``

restart

with(plots):

vf := .3:

kf := .2:

c := .2:

`Τt` := .3:

N := .1:

`φd` := .2:

`ρs` := 8933:

`ρf` := 997.1:

y := .1:

alpha := .5:

Pr := 6.2:

beta := .5:

`βT` := .2:

`ε` := .1:

ks := 400:

kf := .613:

cps := 385:

cpf := 4179:

delta := .5:

Ec := .2:

`Τv` := 1:

A := .5:

B := .5:

omega := 1.5:

K := (ks+2*kf-2*phi*(kf-ks))/(ks+2*kf+phi*(kf-ks))

(401.226+798.774*phi)/(401.226-399.387*phi)

(1)

Eq1 := (1-`φd`)*(diff(f(eta), eta, eta, eta))/(1-phi)^2.5-(1-`φd`)*(1-phi+phi*`ρs`/`ρf`)*((diff(f(eta), eta))^2-f(eta)*(diff(f(eta), eta, eta)))+alpha*beta*(diff(G(eta), eta)-(diff(f(eta), eta))) = 0

.8*(diff(diff(diff(f(eta), eta), eta), eta))/(1-phi)^2.5-.8*(1+7.958981045*phi)*((diff(f(eta), eta))^2-f(eta)*(diff(diff(f(eta), eta), eta)))+.25*(diff(G(eta), eta))-.25*(diff(f(eta), eta)) = 0

(2)

Eq2 := (diff(G(eta), eta))^2-G(eta)*(diff(G(eta), eta, eta))-beta*(diff(f(eta), eta)-(diff(G(eta), eta))) = 0

(diff(G(eta), eta))^2-G(eta)*(diff(diff(G(eta), eta), eta))-.5*(diff(f(eta), eta))+.5*(diff(G(eta), eta)) = 0

(3)

Eq3 := G(eta)*(diff(G(eta), eta))+beta*(f(eta)-G(eta)) = 0

G(eta)*(diff(G(eta), eta))+.5*f(eta)-.5*G(eta) = 0

(4)

Eq4 := K*(diff(theta(eta), eta, eta))/Pr+(1-phi+phi*`ρs`*cps/(`ρf`*cpf))*(f(eta)*(diff(theta(eta), eta))-2*(diff(f(eta), eta))*theta(eta))+alpha*`βT`*(H(eta)-theta(eta))+Ec*alpha*(diff(G(eta), eta)-(diff(f(eta), eta)))^2/`Τv`+(A*(diff(f(eta), eta))+B*theta(eta))/Pr = 0

.1612903226*(401.226+798.774*phi)*(diff(diff(theta(eta), eta), eta))/(401.226-399.387*phi)+(1-.1746332371*phi)*(f(eta)*(diff(theta(eta), eta))-2*(diff(f(eta), eta))*theta(eta))+.10*H(eta)-0.1935483870e-1*theta(eta)+.10*(diff(G(eta), eta)-(diff(f(eta), eta)))^2+0.8064516130e-1*(diff(f(eta), eta)) = 0

(5)

Eq5 := 2*(diff(G(eta), eta))*H(eta)-G(eta)*(diff(H(eta), eta))+y*`βT`*(H(eta)-theta(eta)) = 0

2*(diff(G(eta), eta))*H(eta)-G(eta)*(diff(H(eta), eta))+0.2e-1*H(eta)-0.2e-1*theta(eta) = 0

(6)

bcs1 := (D(f))(0) = `ε`+delta*((D@@2)(f))(0), f(0) = 0, (D(f))(10) = 0;

(D(f))(0) = .1+.5*((D@@2)(f))(0), f(0) = 0, (D(f))(10) = 0

(7)

bcs2 := (D(G))(10) = 0, G(10) = f(10);

(D(G))(10) = 0, G(10) = f(10)

(8)

bcs3 := theta(0) = 1+omega*(D(theta))(0), theta(10) = 0;

theta(0) = 1+1.5*(D(theta))(0), theta(10) = 0

(9)

bcs4 := H(10) = 0;

H(10) = 0

(10)

L := [0., 0.5e-1, .1, .15, .2]:

for k to 5 do R := dsolve(eval({Eq1, Eq2, Eq3, Eq4, Eq5, bcs1, bcs2, bcs3, bcs4}, phi = L[k]), [f(eta), G(eta), theta(eta), H(eta)], numeric, output = listprocedure); Y || k := rhs(R[3]) end do

Error, (in dsolve/numeric/bvp/convertsys) unable to convert to an explicit first-order system

 

plot([Y || (1 .. 5)], 0 .. 10)

Error, (in plot) procedure expected, as range contains no plotting variable

 

``

``

``


 

Download RKF45_A.mw

 

thank you in advance for your help and kindness.

I am using a maple workbook to develop, test, and install a package I am developing.  Several days ago, I noticed that the workbook was not updating the package to reflect the most recent versions of my source code (.mpl). I initially assumed the problem caused by some unintentional change I made to the file, but in the end I found there is a general problem with the URIs in the maple workbook. Everything worked in 2019.1 and I hadn't made any changes after I updated to 2019.2.1.

To confirm the problem, I created a new directory(in fully updated Windows 10 ) and copied my source file into the directory. Then I created a worksheet in maple and saved it into the directory as xx.mw. Using the Navigator panel I then saved the worksheet as a workbook creating xx.maple in the directory.  I then tried to attach the mpl file to the workbook.  In the Navigator menu, the item "attach a file" is unavailable( greyed out).  This is also the case in any of the other earlier workbooks I have created.  I have confirmed the problem is not affecting worksheets because I was able to read my mpl file into a worksheet and load the module using a with(modulename) command.

Please advise.


 

eqs := [II-(phi+mu)*DD+tau*D__g, phi*DD+lambda__2*D__a+lambda__3*D__H-(lambda__4+lambda__1*D__a/(S+D__g)+mu)*D__g, lambda__1*D__g*D__a/(S+D__g)-(lambda__2+beta+mu)*D__a, beta*D__a-(lambda__3+mu+gamma__t)*D__H+lambda__4*D__g, gamma__t*D__H-(delta+mu)*D__c];

[II-(phi+mu)*DD+tau*D__g, phi*DD+lambda__2*D__a+lambda__3*D__H-(lambda__4+lambda__1*D__a/(S+D__g)+mu)*D__g, lambda__1*D__g*D__a/(S+D__g)-(lambda__2+beta+mu)*D__a, beta*D__a-(lambda__3+mu+gamma__t)*D__H+lambda__4*D__g, gamma__t*D__H-(delta+mu)*D__c]

(1)

Sol := {DD = (II+B*tau)/(phi+mu), D__H = E/P, D__a = ((lambda__3+mu+gamma__t)*E/P-lambda__4*B)/beta, D__c = gamma__t*E/((delta+mu)*P), D__g = B};

{DD = (II+B*tau)/(phi+mu), D__H = E/P, D__a = ((lambda__3+mu+gamma__t)*E/P-lambda__4*B)/beta, D__c = gamma__t*E/((delta+mu)*P), D__g = B}

(2)

Inter := [B = S*(lambda[2]+beta+mu)/(lambda[1]-lambda[2]-beta-mu), C = 1/(S+B), E = lambda[2]*lambda[4]*B/beta+B*lambda[4]+mu*B-(lambda[4]*B/beta*B)*C-(phi*II+B*tau*phi)*P/(phi+mu) and lambda[2]*lambda[4]*B/beta+B*lambda[4]+mu*B-(lambda[4]*B/beta*B)*C-(phi*II+B*tau*phi)*P/(phi+mu) = lambda[2]*(lambda[3]+mu+gamma[t])/beta+lambda[3]-lambda[1]*(lambda[3]+mu+gamma[t])*C*B/beta];

[B = S*(lambda[2]+beta+mu)/(lambda[1]-lambda[2]-beta-mu), C = 1/(S+B), false]

(3)

simplify(eval(eqs, eval[recurse](Sol, Inter)))

Error, invalid input: eval expects its 2nd argument, eqns, to be of type {integer, equation, set(equation)}, but received Inter

 

``


 

Download tes.mwtes.mw

Dear experts

I have a complex equation (eq=0) which is a function of K, Q, p and s. K and Q can be complex variables and pa and s are parameters.

equation is

eq:= (K*( Q*sinh(K)*cosh(Q)-K*cosh(K)*sinh(Q))*(1+s*K^2)
   +p*(-4*K^2*Q*(K^2+Q^2)
       +Q*(Q^4+2*K^2*Q^2+5*K^4)*cosh(K)*cosh(Q)
       -K*(Q^4+6*K^2*Q^2+K^4)*sinh(K)*sinh(Q)))/(K^2*Q*cosh(Q)) =0 :

and we know that Q:= sqrt(K^2-I*omega); where omega is complex variable

i) How can I study and plot K vs p if Q is 1) real and 2) pure imaginary. 3) complex variable and vice versa

ii) How can I study and plot p vs s

 

How to display  3 figures (matrixplot(A),matrixplot(B),matrixplot(C)) in a row  

plots:-matrixplot(A):

plots:-matrixplot(B):

plots:-matrixplot(C):

thanks in advance

Can anyone help me with the question? Keep getting the error. I don't know what is going on. Thank you in advance.

QUESTION_6.docx
 

Loading Student:-Calculus1

``

f := proc (x) options operator, arrow; (x-1)^2 end proc

proc (x) options operator, arrow; (x-1)^2 end proc

(1)

g := proc (x) options operator, arrow; x+1 end proc

proc (x) options operator, arrow; x+1 end proc

(2)

Pi*(int((f(x)-4)^2-(g(x)-4)^2, x = 0 .. 3))

(108/5)*Pi

(3)

``Error, (in plot) incorrect first argument HFloat(2.0)-HFloat(7.504824013780844e-232)*I

``


 

Download Question_6_maple.mw

 

matrixplot(A, style=surface,axes=normal, lightmodel=light2, labels=["n","d","C"], heights=histogram, gap=0.00000000000000000001, colorscheme=["xyzcoloring", (x,y,z)->x*y*z]);

 

For a matrix about 500x70. It doesn't seem that it should crap out with such a small matrix to plot. Maple seems to be slow in general even small plotting of 3D things. Specifically I'm talking about rendring and rotating.

Hi everybody:

I have an equation that attached with this question and my goal is to solve it, how can do it?

Note: in this equation must be considered 49.32883964 <= x and x is real.

solve_equation.mw

 

 

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