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... 6. Find the wave functions and energy levels of the stationary states of a two -particle plane rotator with a moment of inertia equal to I=a2, where is the reduced mass of the this poir of particle and a is their distance apart. 7. Two particles of mass m are attached to the ends of a massless ri ...
... 6. Find the wave functions and energy levels of the stationary states of a two -particle plane rotator with a moment of inertia equal to I=a2, where is the reduced mass of the this poir of particle and a is their distance apart. 7. Two particles of mass m are attached to the ends of a massless ri ...
A Review of Linear Eq. in 1 Var.
... variables, it is easy to think that you have a solution that yields a false statement! If you do the problem by moving the constants first you will get a variable expression that equals a different variable expression. This can be mistaken as a false statement but you can not yet determine this beca ...
... variables, it is easy to think that you have a solution that yields a false statement! If you do the problem by moving the constants first you will get a variable expression that equals a different variable expression. This can be mistaken as a false statement but you can not yet determine this beca ...
... Each side of the equation represents a linear expression. If both sides of the equation are graphed, their point of intersection has the same y value. Therefore, the x-coordinate of the point of intersection represents the solution to the equation. Graph both linear expressions: Diamond Y= (Clear fu ...
Ring
... The position is specified by the angle (t), the angle made by the vector r with the horizontal. If orbit is horizontal then there potential energy of the particle is constant and can be taken as zero: U = 0 What is the potential if the orbit is vertical? Then we must include ...
... The position is specified by the angle (t), the angle made by the vector r with the horizontal. If orbit is horizontal then there potential energy of the particle is constant and can be taken as zero: U = 0 What is the potential if the orbit is vertical? Then we must include ...
