Module 5: Electromagnetic Energy and the Bohr Model of the Atom Flashcards

1
Q

The energy transmitted by waves that have two components: electric and magnetic field

A

Electromagnetic Energy

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2
Q

Range of energies that electromagnetic radiation can comprise

A

Electromagnetic Spectrum

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3
Q

How electromagnetic energy travels through space

A

Wave

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4
Q

An oscillation or periodic movement that can transport energy from one point in space to another and need not be restricted to travel through matter

A

Wave

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5
Q

characteristics of wave

A

Wavelength, frequency and amplitude

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6
Q

Distance between two consecutive peaks or troughs

A

Wavelength

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7
Q

The number of wave cycle that pas a specific point in space in a specified amount of time

A

Frequency

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8
Q

This is related to the intensity of the wave

A

Amplitude

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9
Q

This consist of an electric field oscillating in step with a perpendicular magnetic field, both are perpendicular to the direction of travel

A

Electromagnetic waves

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10
Q

Speed of a wave through a vacuum

A

2.998 x 10e8 m/s

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11
Q

Formula for speed of a wave

A

c = wavelength x frequency

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12
Q

As wavelength increases, what happens to the frequency and energy?

A

decreases

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13
Q

Who proposed that energy was quantized meaning it could only be absorbed or emitted in a discrete quantities

A

Max Planck

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14
Q

Formula for Quantized energy

A

E = h x frequency

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15
Q

Value of planck’s constant?

A

h = 6.626 x10e-34 Js

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16
Q

States that electron could be ejected from the clean surface of a metal when light having a frequency greater than the threshold frequency was shone on it

A

Photoelectric Effect

17
Q

Does the incident light need to have more energy than binding energy to eject an electron from a metal?

A

Yes

18
Q

Formula for Quantized Energy with speed of wave

A

E = (h x c) / wavelength

19
Q

This happens when a gas is excited at a low partial pressure using an electrical current or heating it

A

Line Spectra

20
Q

What did Bohr ignored to resolve the atomic paradox for his model of the atom?

A

classical electromagnetism

21
Q

This school of thought’s prediction was that the orbiting electron in an element would continuously emit light

A

classical electromagnetism

22
Q

In 1913, he assumed that electron orbiting the nucleus would not normally emit radiation but it would emit or absorb a photon if it moved to a different orbit

A

Niels Bohr

23
Q

as the energy level (n) decreases, what happen to the absolute value of En?

A

Increases

24
Q

The more negative the energy (En) the closer it is to what state of the electron?

A

Ground state

25
Q

Formula for energy of an Electron if n>1

A

En = -k/n e2

26
Q

the constant k has a value of ?

A

k = -2.18 x 10 e-18 J

27
Q

When is matter most stable?

A

With the lowest possible energy for it

28
Q

State of electrons in an atom when they have the lowest energy possible

A

Ground Electronic State

29
Q

State of electrons when an atom received energy from an outside source causing it to move in a higher energy

A

Excited Electronic State

30
Q

Formula for Energy (delta E) in relation to n

A

delta E = k (1/n final e2 - 1/n initial e2)

31
Q

If delta E is negative, what happened to the light and orbital?

A

It emitted light and went from a higher orbital to a lower orbital

32
Q

If delta E is positive, what happened to the light and orbital?

A

It absorbed light and went from a lower orbital to a higher orbital