salim-barzani

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1 years, 21 days

MaplePrimes Activity


These are replies submitted by salim-barzani

@dharr  i got the problem with you explanation i didn't see that when i copy and paste this xi[0] from a mw file to another i don't know why this is happen and when i rewrite again this xi[0] by the same xi[0] it will fix it , but in my function i didn't saw that what  you mentioned thank you so much dear dctor

@janhardo i try this i did this before for another ode , thank you so much john

G15 := G(xi) = -(1/(xi__0 + xi) + B/2)/C

 

@janhardo 
 

restart

with(PDEtools)

with(LinearAlgebra)

NULL

with(SolveTools)

undeclare(prime)

`There is no more prime differentiation variable; all derivatives will be displayed as indexed functions`

(1)

declare(G(xi)); declare(U(xi))

G(xi)*`will now be displayed as`*G

 

U(xi)*`will now be displayed as`*U

(2)

``

ode := diff(G(xi), xi) = A+B*G(xi)+C*G(xi)^2

diff(G(xi), xi) = A+B*G(xi)+C*G(xi)^2

(3)

G15 := G(xi) = -(2*A*B*(xi+xi[0])+2)/(B^2*(xi+xi[0]))

subs({B^2 = 4*C*A}, simplify(odetest(G15, ode)))

(A*(xi+xi[0])^2*B^4+(2*xi+2*xi[0])*B^3+4*(2-4*C*(xi+xi[0])^2*A^2)*A*C-8*C*(xi+xi[0])*A*B-4*C)/(B^4*(xi+xi[0])^2)

(4)

``


 

Download case9-not_satisfy.mw

@janhardo i will check but i need some time to check

@janhardo  can you try other question of mine i needed to do for some other ode  i have other one which is so close to this can you find even just one of thus solution satisfy the ode? can you do by your Ai really i needed to satisfy odetest at least for one of them , is similar to this ode but totally different but have a trick

 

 

@janhardo  can you try to get thus be zero too becuase i have too make zero all of them  my error is start at here i mentioned in the file , can you undrestand what will happen to this phi  inside function there is must be another idea

@ecterrab  i didn't saw that  , now i got the solved the  problem, thank to you .

@mmcdara after spending more than 2 day and changing variable one by one i get the best shape of existence  plot, your trail is so good and design are emazing, i like your style plot but i have a lot of this long function which i have to plot them becuase of that i asked is make me angry when i spen this time for one plot 

plots-long_term_.mw

@dharr  is so better than before becuase i have a lot of that U(xi) i am looking for them but this index work very good thanks 

@acer it pretty working with this kind of factoring it do all factoring this is so good and i like it, i try to use both of your code to see which one is better the factoring is better work because the other code make fraction  

restart

with(PDEtools)

with(LinearAlgebra)

NULL

with(SolveTools)

undeclare(prime)

`There is no more prime differentiation variable; all derivatives will be displayed as indexed functions`

(1)

NULL

declare(G(xi)); declare(U(xi))

G(xi)*`will now be displayed as`*G

 

U(xi)*`will now be displayed as`*U

(2)

S4 := diff(G(xi), xi) = p+r*G(xi)+s*G(xi)^2

diff(G(xi), xi) = p+r*G(xi)+s*G(xi)^2

(3)

D11 := sort(S4, order = plex(r, p, s, xi))

diff(G(xi), xi) = G(xi)*r+p+G(xi)^2*s

(4)

forget(latex); latex(D11)

G_{\xi} = p +r G +s \,G^{2}

 

Ode := (24*I)*U(xi)*k^2*w^2-6*(diff(diff(diff(U(xi), xi), xi), xi))*k^2*v*c[1]+4*(diff(diff(diff(U(xi), xi), xi), xi))*k^2*w*c[1]+(diff(diff(diff(diff(diff(U(xi), xi), xi), xi), xi), xi))*alpha*s*c[1]-(24*I)*U(xi)*k^2*s^2+(24*I)*(diff(diff(U(xi), xi), xi))*s^2-(24*I)*(diff(diff(U(xi), xi), xi))*v^2+(diff(U(xi), xi))*k^4*v*c[1]-4*(diff(U(xi), xi))*k^4*w*c[1]-48*(diff(U(xi), xi))*k*v*w+72*c[2]*U(xi)^2*(diff(U(xi), xi))*v-48*(diff(U(xi), xi))*k*s^2+(diff(diff(diff(diff(diff(U(xi), xi), xi), xi), xi), xi))*v*c[1]-(4*I)*(diff(diff(U(xi), xi), xi))*k^3*v*c[1]+72*(diff(U(xi), xi))*U(xi)^2*beta*s*c[2]-10*(diff(diff(diff(U(xi), xi), xi), xi))*alpha*k^2*s*c[1]+5*(diff(U(xi), xi))*alpha*k^4*s*c[1]+(4*I)*(diff(diff(diff(diff(U(xi), xi), xi), xi), xi))*k*v*c[1]+(6*I)*(diff(diff(U(xi), xi), xi))*k^3*w*c[1]-(24*I)*U(xi)^3*k*w*c[2]+I*U(xi)*alpha*k^5*s*c[1]-(10*I)*(diff(diff(U(xi), xi), xi))*alpha*k^3*s*c[1]+(24*I)*U(xi)^3*beta*k*s*c[2]+(5*I)*(diff(diff(diff(diff(U(xi), xi), xi), xi), xi))*alpha*k*s*c[1]-I*(diff(diff(diff(diff(U(xi), xi), xi), xi), xi))*k*w*c[1]-I*U(xi)*k^5*w*c[1] = 0

-I*(diff(diff(diff(diff(U(xi), xi), xi), xi), xi))*k*w*c[1]+I*U(xi)*alpha*k^5*s*c[1]-6*(diff(diff(diff(U(xi), xi), xi), xi))*k^2*v*c[1]+4*(diff(diff(diff(U(xi), xi), xi), xi))*k^2*w*c[1]+(diff(diff(diff(diff(diff(U(xi), xi), xi), xi), xi), xi))*alpha*s*c[1]-4*(diff(U(xi), xi))*k^4*w*c[1]-48*(diff(U(xi), xi))*k*v*w+72*c[2]*U(xi)^2*(diff(U(xi), xi))*v+(24*I)*(diff(diff(U(xi), xi), xi))*s^2-(24*I)*(diff(diff(U(xi), xi), xi))*v^2+(diff(U(xi), xi))*k^4*v*c[1]+(diff(diff(diff(diff(diff(U(xi), xi), xi), xi), xi), xi))*v*c[1]-48*(diff(U(xi), xi))*k*s^2-10*(diff(diff(diff(U(xi), xi), xi), xi))*alpha*k^2*s*c[1]+72*(diff(U(xi), xi))*U(xi)^2*beta*s*c[2]-(24*I)*U(xi)*k^2*s^2+(24*I)*U(xi)*k^2*w^2+5*(diff(U(xi), xi))*alpha*k^4*s*c[1]-(24*I)*U(xi)^3*k*w*c[2]+(4*I)*(diff(diff(diff(diff(U(xi), xi), xi), xi), xi))*k*v*c[1]-I*U(xi)*k^5*w*c[1]-(4*I)*(diff(diff(U(xi), xi), xi))*k^3*v*c[1]+(6*I)*(diff(diff(U(xi), xi), xi))*k^3*w*c[1]+(5*I)*(diff(diff(diff(diff(U(xi), xi), xi), xi), xi))*alpha*k*s*c[1]-(10*I)*(diff(diff(U(xi), xi), xi))*alpha*k^3*s*c[1]+(24*I)*U(xi)^3*beta*k*s*c[2] = 0

(5)

alt2 := eval(collect(Ode, [U(xi), diff(U(xi), xi), diff(diff(U(xi), xi), xi), diff(diff(diff(U(xi), xi), xi), xi), diff(diff(diff(diff(diff(U(xi), xi), xi), xi), xi), xi)], proc (u) options operator, arrow; subsindets(simplify(u), And(`+`, satisfies(proc (uu) options operator, arrow; type(denom(uu), {integer, `&*`(integer, specfunc(__K))}) end proc)), proc (uu) options operator, arrow; map(`*`, uu, denom(uu))/__K(denom(uu)) end proc) end proc), __K = (proc (u) options operator, arrow; u end proc))

(24*I)*k*c[2]*(beta*s-w)*U(xi)^3+72*c[2]*(beta*s+v)*(diff(U(xi), xi))*U(xi)^2+I*(c[1]*(alpha*s-w)*k^3-24*s^2+24*w^2)*k^2*U(xi)+(1/5)*(5*c[1]*(5*alpha*s+v-4*w)*k^3-240*s^2-240*w*v)*k*(diff(U(xi), xi))+(-(2*I)*(5*alpha*s+2*v-3*w)*k^3*c[1]+(24*I)*s^2-(24*I)*v^2)*(diff(diff(U(xi), xi), xi))-2*k^2*c[1]*(5*alpha*s+3*v-2*w)*(diff(diff(diff(U(xi), xi), xi), xi))+c[1]*(alpha*s+v)*(diff(diff(diff(diff(diff(U(xi), xi), xi), xi), xi), xi))+I*(diff(diff(diff(diff(U(xi), xi), xi), xi), xi))*k*c[1]*(5*alpha*s+4*v-w) = 0

(6)

alt1 := collect(Ode, [U(xi), diff(U(xi), xi), diff(diff(U(xi), xi), xi), diff(diff(diff(U(xi), xi), xi), xi), diff(diff(diff(diff(diff(U(xi), xi), xi), xi), xi), xi)], factor)

(24*I)*k*c[2]*(beta*s-w)*U(xi)^3+72*c[2]*(beta*s+v)*(diff(U(xi), xi))*U(xi)^2+I*(alpha*k^3*s*c[1]-k^3*w*c[1]-24*s^2+24*w^2)*k^2*U(xi)+k*(5*alpha*k^3*s*c[1]+k^3*v*c[1]-4*k^3*w*c[1]-48*s^2-48*v*w)*(diff(U(xi), xi))-(2*I)*(5*alpha*k^3*s*c[1]+2*k^3*v*c[1]-3*k^3*w*c[1]-12*s^2+12*v^2)*(diff(diff(U(xi), xi), xi))-2*k^2*c[1]*(5*alpha*s+3*v-2*w)*(diff(diff(diff(U(xi), xi), xi), xi))+c[1]*(alpha*s+v)*(diff(diff(diff(diff(diff(U(xi), xi), xi), xi), xi), xi))+I*(diff(diff(diff(diff(U(xi), xi), xi), xi), xi))*k*c[1]*(5*alpha*s+4*v-w) = 0

(7)
 

NULL

Download work-latex.mw

@acer sorry for quesioning a lot .

@acer  the idea a little bit long i am not answer becuase i changed my problem, i have to work on your code really is so pretty and i have to apply for my equation all of them i will work on it after finishing my work on equation i will back to this pretty code you write and if i stuck for another question like that i will ask to help again , please give me a little time to solve my equation, and this code you write it is remove a lot of comment of reviewer of journals  i copy and paste the equation from maple to latex and if they don't so compact they will mention why you didn't do that and this process will make my paper to get revision i don't want my paper get revision and accepted at once.

@acer  i knew something is mistake but i ddin't know where my mind is busy too much, thank you so much.

@acer the last equation when i want apply some comand but i didn't get usefull one 

@JaneCherrytree  don't write with Ai share your file instead 

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