lham

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10 years, 65 days

MaplePrimes Activity


These are replies submitted by lham

@Carl Love 

 

can you create a worksheet ?

 

 

thanks

@Carl Love 

 

well i know this equation has no solution : eqqq.mw

odesys := {-(1/2)*r^a*a^2-(3/2)*r^a*a-2*phi[0]/r+1/(8*r^2)-r^n+r^c-r^n*n}

{-(1/2)*r^a*a^2-(3/2)*r^a*a-2*phi[0]/r+(1/8)/r^2-r^n+r^c-r^n*n}

(1)

res := op(odesys);

-(1/2)*r^a*a^2-(3/2)*r^a*a-2*phi[0]/r+(1/8)/r^2-r^n+r^c-r^n*n

(2)

SOL := solve(identity(res = 0, r), [a, n, c, phi[0]]);

[]

(3)

``


but  for another equation maple gave one solution but i obtained two solutions handy !

eq0.mw  

maybe the first equation has solution but maple didnt result them

 

@Carl Love  what is the name of the equations like this which have some parameters and one or more variable ?

 

thanks

@Axel Vogt 

i have this one and want to know  what values of a , phi[0] , n  and c satisfies this equation.

 

well what is name of the equations like this ?  ......... parametric ?      

-(1/2)*r^a*a^2-(3/2)*r^a*a-2*phi[0]/r+1/(2*r^2)-r^n+r^c-r^n*n = 0


Download eqqq.mw

 

thanks guys

@Carl Love 

 

for w^0 , is it correct ?

coeff(ex,w,0)/w^0+coeff(ex, w, -1)/w + coeff(ex, w, -2)/w^2;

 

-1 or -2 in above what it means ?

 

and another question , i want to write original equation without any factoring 

 

best regards

dear @acer, i want to have this long term without any factoring . 

@acer 

 

nothing happens JJ.mw

@tomleslie 

yep i didn't mean alpha(r)=alpha_0+alpha_1*r+alpha_2*r^2 or alpha(r)=alpha_0+alpha_1/r+alpha_2/r^2.

in fact i have 4 set of differential equations which this is one of them and because there is no exact solutions for them , i want to use perturbation method for solving them. for this purpose , alpha(r) expands as power series with parameter 1/w (w is big) which assume alpha_0(r) is constant.

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