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\\ndouble ddz = (z*(Power(dx,2)*Power(x,2)*Sqrt(Power(x,2) + Power(y,2) + \
Power(z,2)) + 2*dx*dz*x*z*Sqrt(Power(x,2) + Power(y,2) + Power(z,2)) + \
Power(dz,2)*Power(z,2)*Sqrt(Power(x,2) + Power(y,2) + Power(z,2)) + \
2*dx*dz*x*z*(-2 + 3*Power(x,2) + 3*Power(y,2) + 3*Power(z,2)) - \
Power(dz,2)*(2*(-1 + Power(x,2) + Power(y,2))*(Power(x,2) + Power(y,2)) + \
(Power(x,2) + Power(y,2))*Power(z,2) - Power(z,4)) + Power(dt,2)*(-1 + \
Power(x,2) + Power(y,2) + Power(z,2))*(-Power(x,2) - Power(y,2) - Power(z,2) \
+ Sqrt(Power(x,2) + Power(y,2) + Power(z,2))) + 2*dy*y*(dx*x + dz*z)*(-2 + \
3*Power(x,2) + 3*Power(y,2) + 3*Power(z,2) + Sqrt(Power(x,2) + Power(y,2) + \
Power(z,2))) + Power(dx,2)*(2*(Power(y,2) + Power(z,2)) + (Power(x,2) + \
Power(y,2) + Power(z,2))*(Power(x,2) - 2*(Power(y,2) + Power(z,2)))) + \
Power(dy,2)*(-2*Power(x,4) + Power(y,4) + 2*Power(z,2) - 2*Power(z,4) - \
Power(x,2)*(-2 + Power(y,2) + 4*Power(z,2)) + Power(y,2)*(-Power(z,2) + \
Sqrt(Power(x,2) + Power(y,2) + Power(z,2))))))/(2.*(-1 + Power(x,2) + \
Power(y,2) + Power(z,2))*Power(Power(x,2) + Power(y,2) + \
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Power(z,2))))),(x*(Power(dx,2)*Power(x,2)*Sqrt(Power(x,2) + Power(y,2) + \
Power(z,2)) + 2*dx*dz*x*z*Sqrt(Power(x,2) + Power(y,2) + Power(z,2)) + \
Power(dz,2)*Power(z,2)*Sqrt(Power(x,2) + Power(y,2) + Power(z,2)) + \
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Sqrt(Power(x,2) + Power(y,2) + Power(z,2))))))/(2.*(-1 + Power(x,2) + \
Power(y,2) + Power(z,2))*Power(Power(x,2) + Power(y,2) + \
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Power(z,2)) + 2*dx*dz*x*z*Sqrt(Power(x,2) + Power(y,2) + Power(z,2)) + \
Power(dz,2)*Power(z,2)*Sqrt(Power(x,2) + Power(y,2) + Power(z,2)) + \
2*dx*dz*x*z*(-2 + 3*Power(x,2) + 3*Power(y,2) + 3*Power(z,2)) - \
Power(dz,2)*(2*(-1 + Power(x,2) + Power(y,2))*(Power(x,2) + Power(y,2)) + \
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Power(x,2) + Power(y,2) + Power(z,2))*(-Power(x,2) - Power(y,2) - Power(z,2) \
+ Sqrt(Power(x,2) + Power(y,2) + Power(z,2))) + 2*dy*y*(dx*x + dz*z)*(-2 + \
3*Power(x,2) + 3*Power(y,2) + 3*Power(z,2) + Sqrt(Power(x,2) + Power(y,2) + \
Power(z,2))) + Power(dx,2)*(2*(Power(y,2) + Power(z,2)) + (Power(x,2) + \
Power(y,2) + Power(z,2))*(Power(x,2) - 2*(Power(y,2) + Power(z,2)))) + \
Power(dy,2)*(-2*Power(x,4) + Power(y,4) + 2*Power(z,2) - 2*Power(z,4) - \
Power(x,2)*(-2 + Power(y,2) + 4*Power(z,2)) + Power(y,2)*(-Power(z,2) + \
Sqrt(Power(x,2) + Power(y,2) + Power(z,2))))))/(2.*(-1 + Power(x,2) + \
Power(y,2) + Power(z,2))*Power(Power(x,2) + Power(y,2) + \
Power(z,2),2.5)),(z*(Power(dx,2)*Power(x,2)*Sqrt(Power(x,2) + Power(y,2) + \
Power(z,2)) + 2*dx*dz*x*z*Sqrt(Power(x,2) + Power(y,2) + Power(z,2)) + \
Power(dz,2)*Power(z,2)*Sqrt(Power(x,2) + Power(y,2) + Power(z,2)) + \
2*dx*dz*x*z*(-2 + 3*Power(x,2) + 3*Power(y,2) + 3*Power(z,2)) - \
Power(dz,2)*(2*(-1 + Power(x,2) + Power(y,2))*(Power(x,2) + Power(y,2)) + \
(Power(x,2) + Power(y,2))*Power(z,2) - Power(z,4)) + Power(dt,2)*(-1 + \
Power(x,2) + Power(y,2) + Power(z,2))*(-Power(x,2) - Power(y,2) - Power(z,2) \
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NB: you can use code like this to generate simpler representations where \
multiplication is used instead of \[OpenCurlyDoubleQuote]power\
\[CloseCurlyDoubleQuote].\
\>", "Text",
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