how to get integration of int((sin(xd)(2x - 2*xd))/((y - yd)^2 + ((x - xd)^2)^(1/2)), xd, 0, 1)

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chetan Bawankar on 30 Mar 2020

Commented: chetan Bawankar on 30 Mar 2020

syms x y yd xd eta

int((2*(x-xd)*sin(eta*xd))/(eta*sqrt((x-xd)^2)+(y-yd)^2),xd,0,1)

Hiro Yoshino on 30 Mar 2020

simplify?

wonder if this is what you're looking for though ....

chetan Bawankar on 30 Mar 2020

thanks for your kind suggestion

i used simplify fraction and simplify both but still i am unable to get result of intgration.

int((2*sin(eta*xd)*(x - xd))/(eta*x^2 - 2*eta*x*xd + eta*xd^2 + y^2 - 2*y*yd + yd^2),xd,0,1)

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how to get integration of int((sin(xd)*(2*x - 2*xd))/((y - yd)^2 + ((x - xd)^2)^(1/2)), xd, 0, 1)