Dual Nature of Matter and Radiation Flashcards

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1
Q

Work function

A

Minimum energy required for emission of an electron

ϕ=hVo

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2
Q

Threshold Frequency

A

minimum frequency of the incident radiation for emission of an electron from the surface of a metal

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3
Q

Types of Electron Emission

A
  1. Thermal emission
  2. Field emission
  3. Photoelectric emission
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4
Q

Power

A

P=nhv/t

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5
Q

Intensity

A

I=P/Area

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6
Q

Variation of photoelectric current with intensity of incident light

A

Ip directly proportional to intensity

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7
Q

Stopping potential depends on

A

frequency of incident radiation

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8
Q

What is stopping potential

A

Negative potential applied to the collecting plate at which photoelectric current becomes zero

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9
Q

What is the variation of stopping potential when the intensity of incident light is increased?

A

Stopping potential remains the same as, frequency of incident light remains the same

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10
Q

Why is the photoelectric current non zero even when collecting plate potential is zero?

A

Some electrons have enough kinetic energy to reach the plate

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11
Q

What is observed when frequency of incident light is increased and intensity is kept constant?

A

As the frequency of incident light is increase, energy of light is increased. As a result, maximum KE of electron is increased, so stopping potential is increased.
Saturated current remains constant as intensity of light remains constant.

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12
Q

KEmax

A

eVo

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13
Q

Einstein’s photoelectric equation

A

ϕ=hf−KE

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14
Q

hc/e

A

1242 nm

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15
Q

Why photoelectric effect is instantaneous?

A

Einstein explained photoelectric emission as elastic collision between the incident photon and the electron. At the same instant, when the photon is incident, the electron is emitted to conserve energy.

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16
Q

Why the slope of graph between stopping potential and frequency of incident light is constant?

A

because slope=h/e which is a universal constant

17
Q

Debroglie’s hypothesis

A

Every moving matter has a wave associated with it known as debroglie wave or matter wave.

18
Q

Wavelength of matter wave

A

h/mv

19
Q

Why is wave character for macroscopic objects not observed

A

due to large momentum, wavelength is very small

20
Q

Expression for Debroglie wavelength of a charged particle accelerated by a potential difference

A

λ=h/√(2mqV)

21
Q

Debroglie wavelength of an electron accelerated by a potential difference

A

λ=12.27A/√V

where A is Angstrom unit