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Is there any package of MWR for solving ode coupled eqationsODEs with coupled boundry conditionconditions in mathmaticaMMA?

1.I have problem Likelike below but i dontI don't want to solve it numerically.I I need to guess appropriate solution coupled boundary and fitting my solution to odesODEs.

D[s[x], {x, 4}] + 3*x*D[s[x]] + x^2 s[x] + 1 == 0

D[v[x], {x, 2}] + 3*x^4*v[x] == 0

(* boundaries *)

S[1] f[y, z] + v[1] f[y, z] = g[y, z]

S[0] f[y, z] + v[0] f[y, z] = infinity

& ... .. 

iI know the solution of ode equationsODEs and series form of them but boundraysboundaries a little bother my solution. whatWhat is important for me commending a way for solution such problem that we assume solution and then fitting solution to odeODE and boundryboundary condition such as MWR or other.

2.isIs there any package for MWR??? otherOther ways will be helpful??

Is there any package of MWR for solving ode coupled eqations with coupled boundry condition in mathmatica?

1.I have problem Like below but i dont want to solve numerically.I need to guess appropriate solution coupled boundary and fitting my solution to odes.

D[s[x], {x, 4}] + 3*x*D[s[x]] + x^2 s[x] + 1 == 0

D[v[x], {x, 2}] + 3*x^4*v[x] == 0

boundaries

S[1] f[y, z] + v[1] f[y, z] = g[y, z]

S[0] f[y, z] + v[0] f[y, z] = infinity

& ... .. 

i know the solution of ode equations and series form of them but boundrays a little bother my solution. what is important for me commending a way for solution such problem that we assume solution and then fitting solution to ode and boundry condition such as MWR or other.

2.is there any package for MWR??? other ways will be helpful??

Is there any package of MWR for solving coupled ODEs with coupled boundry conditions in MMA?

1.I have problem like below but I don't want to solve it numerically. I need to guess appropriate solution coupled boundary and fitting my solution to ODEs.

D[s[x], {x, 4}] + 3*x*D[s[x]] + x^2 s[x] + 1 == 0

D[v[x], {x, 2}] + 3*x^4*v[x] == 0

(* boundaries *)

S[1] f[y, z] + v[1] f[y, z] = g[y, z]

S[0] f[y, z] + v[0] f[y, z] = infinity

& ... .. 

I know the solution of ODEs and series form of them but boundaries a little bother my solution. What is important for me commending a way for solution such problem that we assume solution and then fitting solution to ODE and boundary condition such as MWR or other.

2.Is there any package for MWR? Other ways will be helpful?

4 deleted 16 characters in body
source | link

1.I have problem Like below but i dont want to solve numerically.I need to guess appropriate solution coupled boundary and fitting my solution to odes.

D[s[x], {x, 4}] + 3*x*D[s[x]] + x^2 s[x] + 1 == 0

D[v[x], {x, 2}] + 3*x^4*v[x] == 0

boundaries

S[1] f[y, z] + v[1] f[y, z] = g[y, z]

S[0] f[y, z] + v[0] f[y, z] = infinity

& ... .. 

whati know the solution of ode equations and series form of them but boundrays a little bother my solution. what is important for me commending a way for solution such problem that we assume solution and then fitting solution to ode and boundry condition such as MWR or other.

2.is there any package for MWR??? other ways will be helpful??

1.I have problem Like below but i dont want to solve numerically.I need to guess appropriate solution coupled boundary and fitting my solution to odes.

D[s[x], {x, 4}] + 3*x*D[s[x]] + x^2 s[x] + 1 == 0

D[v[x], {x, 2}] + 3*x^4*v[x] == 0

boundaries

S[1] f[y, z] + v[1] f[y, z] = g[y, z]

S[0] f[y, z] + v[0] f[y, z] = infinity

& ... .. 

what is important for me commending a way for solution such problem that we assume solution and then fitting solution to ode and boundry condition such as MWR or other.

2.is there any package for MWR??? other ways will be helpful??

1.I have problem Like below but i dont want to solve numerically.I need to guess appropriate solution coupled boundary and fitting my solution to odes.

D[s[x], {x, 4}] + 3*x*D[s[x]] + x^2 s[x] + 1 == 0

D[v[x], {x, 2}] + 3*x^4*v[x] == 0

boundaries

S[1] f[y, z] + v[1] f[y, z] = g[y, z]

S[0] f[y, z] + v[0] f[y, z] = infinity

& ... .. 

i know the solution of ode equations and series form of them but boundrays a little bother my solution. what is important for me commending a way for solution such problem that we assume solution and then fitting solution to ode and boundry condition such as MWR or other.

2.is there any package for MWR??? other ways will be helpful??

3 deleted 16 characters in body
source | link

1.I have problem Like below but i dont want to solve numerically.I need to guess appropriate solution for my odes in coupled boundary and fitting my solution to odes.

D[s[x], {x, 4}] + 3*x*D[s[x]] + x^2 s[x] + 1 == 0

D[v[x], {x, 2}] + 3*x^4*v[x] == 0

boundaries

S[1] f[y, z] + v[1] f[y, z] = g[y, z]

S[0] f[y, z] + v[0] f[y, z] = infinity

& ... .. 

what is important for me commending a way for solution such problem that we assume solution and then fitting solution to ode and boundry condition such as MWR or other.

2.is there any package for MWR??? other ways will be helpful??

1.I have problem Like below but i dont want to solve numerically.I need to guess appropriate solution for my odes in coupled boundary and fitting my solution to odes.

D[s[x], {x, 4}] + 3*x*D[s[x]] + x^2 s[x] + 1 == 0

D[v[x], {x, 2}] + 3*x^4*v[x] == 0

boundaries

S[1] f[y, z] + v[1] f[y, z] = g[y, z]

S[0] f[y, z] + v[0] f[y, z] = infinity

& ... .. 

what is important for me commending a way for solution such problem that we assume solution and then fitting solution to ode and boundry condition such as MWR or other.

2.is there any package for MWR??? other ways will be helpful??

1.I have problem Like below but i dont want to solve numerically.I need to guess appropriate solution coupled boundary and fitting my solution to odes.

D[s[x], {x, 4}] + 3*x*D[s[x]] + x^2 s[x] + 1 == 0

D[v[x], {x, 2}] + 3*x^4*v[x] == 0

boundaries

S[1] f[y, z] + v[1] f[y, z] = g[y, z]

S[0] f[y, z] + v[0] f[y, z] = infinity

& ... .. 

what is important for me commending a way for solution such problem that we assume solution and then fitting solution to ode and boundry condition such as MWR or other.

2.is there any package for MWR??? other ways will be helpful??

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