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Electron Orbits...

Electron Orbits

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The area of the electron orbit for the ground state of hydrogen atom is A.What will be the area of the electron orbit corresponding to the first excited state ?

Deduce the expression for the magnetic field induction at the centre of a circular electron orbit of radius r, and angular velocity of orbiting electron omega .

Knowledge Check

  • For the electron to revolve round the nucleus without radiating energy in the orbit, the electron orbit should be

    A
    circular
    B
    elliptic
    C
    having an angular momentum equal to `n((h)/(2pi))`
    D
    consisting of only one electron in its orbit

  • The ratio of the radius of the Bohr orbit for the electron orbiting the hydrogen nucleus that of the electron orbiting the deuterium nucleus is approximately

    A
    `1:1`
    B
    `1:2`
    C
    `2:1`
    D
    `1:4`

  • The area of the electron orbit for the ground state of hydrogen atom is A. What will be the area of the electron orbit corresponding to the second excited state?

    A
    27A
    B
    9A
    C
    81A
    D
    3A

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    An electron orbiting around the nucleus of an atom

    The radius of an electron orbit in a hydrogen atom is of the order of.

    The radius of an electron orbit in a hydrogen atom is of the order of

    Product of velocity and time period of electron orbiting in nth stable orbit is proportional to

    The relation between the circumference of an electron orbit in a hydrogen atom and the de Broglie wavelength of the electron in the same orbit is given by

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