shasa Messages 7 Reaction score 0 Thread starter Aug 5, 2010 #1 how i can integrata function with parameters that's limits have parameter 2 in maple? please help me
benorin Science Advisor Insights Author Messages 1,442 Reaction score 191 Aug 8, 2010 #2 If you mean something like $\int_{a}^{b}\int_{g(x)}^{h(x)}f(x,y)\, dydx$ then the Maple syntax is Code: int( int( f(x,y),y=g(x)..h(x) ), x=a..b); The spaces are not necessary, just to make it readable. Otherwise, use the command ?MultiInt or ?int or ?Student
If you mean something like $\int_{a}^{b}\int_{g(x)}^{h(x)}f(x,y)\, dydx$ then the Maple syntax is Code: int( int( f(x,y),y=g(x)..h(x) ), x=a..b); The spaces are not necessary, just to make it readable. Otherwise, use the command ?MultiInt or ?int or ?Student
shasa Messages 7 Reaction score 0 Aug 14, 2010 #3 int*(gamma[0](3*cos(2*`μπ`*(1/2))+3/2-(1/2)*x^2)^4/(`#msup(mi("x"),mo("."))`(4*x^2*gamma[0]^2-`ℏ`^2*Omega^2)*sqrt(((1/4)*rho[0]^2-x^2)*(x^2-(1/4)*rho[g]^2))), x = rho[g] .. sqrt(rho[0]^2+rho[g]^2)/(2*sqrt(2))) in use that but still i have no correct output
int*(gamma[0](3*cos(2*`μπ`*(1/2))+3/2-(1/2)*x^2)^4/(`#msup(mi("x"),mo("."))`(4*x^2*gamma[0]^2-`ℏ`^2*Omega^2)*sqrt(((1/4)*rho[0]^2-x^2)*(x^2-(1/4)*rho[g]^2))), x = rho[g] .. sqrt(rho[0]^2+rho[g]^2)/(2*sqrt(2))) in use that but still i have no correct output
g_edgar Messages 606 Reaction score 0 Aug 14, 2010 #4 Your first error is the 4th character. You want int( not int*( Next: what is gamma[0] ... a function as in the numerator, or a constant as in the denominator? With the quartic under the radical, it looks like an elliptic integral. What is x with superscript dot?
Your first error is the 4th character. You want int( not int*( Next: what is gamma[0] ... a function as in the numerator, or a constant as in the denominator? With the quartic under the radical, it looks like an elliptic integral. What is x with superscript dot?