PE of a particle mass m in a conservative force field is given by V(x)= -ax^-6 + bx^-12. Find the position of the stable equilibrium and frequency for small oscillations of particle.(a and b are +ve constants)????

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Vikas TU · Answer

Dear student dU/dx = 6ax^-7 -12bx^-13 d^U/dx^2 = -42ax^-8 + 156bx^-14 Put d^2/dx^2 should be greater tha 0 for , stable equilibrium , a ,and b are positive constants. Hope ths help Good Luck

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PE of a particle mass m in a conservative force field is given by V(x)= -ax^-6 + bx^-12. Find the position of the stable equilibrium and frequency for small oscillations of particle.(a and b are +ve constants)????

PE of a particle mass m in a conservative force field is given by V(x)= -ax^-6 + bx^-12. Find the position of the stable equilibrium and frequency for small oscillations of particle.(a and b are +ve constants)????

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PE of a particle mass m in a conservative force field is given by V(x)= -ax^-6 + bx^-12. Find the position of the stable equilibrium and frequency for small oscillations of particle.(a and b are +ve constants)????

PE of a particle mass m in a conservative force field is given by V(x)= -ax^-6 + bx^-12. Find the position of the stable equilibrium and frequency for small oscillations of particle.(a and b are +ve constants)????

1 Answers

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