Podcast
Questions and Answers
What is the expression for the orbital velocity of an electron in Bohr's model of the hydrogen atom?
What is the expression for the orbital velocity of an electron in Bohr's model of the hydrogen atom?
- $v = \dfrac{1}{4\pi\epsilon_0}\dfrac{Ze^2}{n\hbar}$ (correct)
- $v = \dfrac{1}{\pi\epsilon_0}\dfrac{Ze^2}{n\hbar}$
- $v = \dfrac{1}{8\pi\epsilon_0}\dfrac{Ze^2}{n\hbar}$
- $v = \dfrac{1}{2\pi\epsilon_0}\dfrac{Ze^2}{n\hbar}$
According to Bohr's model of the hydrogen atom, what provides the necessary centripetal force required for the electron?
According to Bohr's model of the hydrogen atom, what provides the necessary centripetal force required for the electron?
- Magnetic force between the nucleus and the electron
- Electrostatic force of attraction between the nucleus and the electron (correct)
- Gravitational force between the nucleus and the electron
- Weak nuclear force between the nucleus and the electron
What is the condition for permitted orbits in Bohr's model of the hydrogen atom?
What is the condition for permitted orbits in Bohr's model of the hydrogen atom?
- $mvr = n^2h/2\pi$
- $mvr = nh/4\pi$
- $mvr = nh/2\pi$ (correct)
- $mvr = n^2h/4\pi$
What are the circular orbits called in Bohr's model of the hydrogen atom?
What are the circular orbits called in Bohr's model of the hydrogen atom?
According to Bohr's model, what are non-radiating orbits?
According to Bohr's model, what are non-radiating orbits?
Define the power of accommodation of the eye.
Define the power of accommodation of the eye.
What is the near point and what is its significance for a normal eye?
What is the near point and what is its significance for a normal eye?
Explain the concept of the far point for a normal eye.
Explain the concept of the far point for a normal eye.
What is a microscope and how is it defined?
What is a microscope and how is it defined?
What is the magnifying power (angular magnification) of a lens?
What is the magnifying power (angular magnification) of a lens?
Flashcards
Power of Accommodation
Power of Accommodation
The ability of the eye to adjust its lens curvature, changing its focal length to focus on both near and far objects.
Near Point
Near Point
The closest point an object can be to the eye and still be seen clearly. For a normal eye, it's 25cm.
Far Point
Far Point
The farthest point an object can be from the eye and still be seen clearly. For a normal eye, it's at infinity.
Microscope
Microscope
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Magnifying Power (Angular Magnification)
Magnifying Power (Angular Magnification)
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Orbital Velocity of an Electron in Bohr's Model
Orbital Velocity of an Electron in Bohr's Model
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Force Keeping the Electron in Orbit
Force Keeping the Electron in Orbit
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Condition for Permitted Orbits
Condition for Permitted Orbits
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Stationary Orbits
Stationary Orbits
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Non-Radiating Orbits
Non-Radiating Orbits
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