Quantum-Mechanical model of an atom Flashcards

1
Q

What is the quantum mechanical mode of an atom

A

It’s a model that explains the strange behavoir of electrons. It focuses on the description of electrons as they exist within atoms

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2
Q

Describe the wave particle duality of light

A
  • The wave nature of light: Light is electromagnetic radiation: a type of energy embodied in oscillating electric and magnetic field.
  • Particle nature of light: was supported by the photoelectric effect.
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3
Q

What is the photo electric effect

A

(The observation that many metals emit electrons when light shines upon them).

(a) When sufficiently energetic light shines on a metal surface, the surface emits electrons.
(b) The emitted electrons can be measured as an electrical current.

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4
Q

Describe the two types of interference.

A
  • For example, if two waves are in phase when they interact—that is, they align with overlapping crests—a wave with twice the amplitude results. This is called constructive interference.
  • If, however, two waves are completely out of phase when they interact—that is, they align so that the crest from one overlaps with the trough from the other—the waves cancel by destructive interference.
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5
Q

Describe the electromagnetic spectrum and how wave length affects the energy of a wave, and the order of waves on the electromagnetic spectrum.

A

ranging in wavelength from 10-15m (gamma rays) to 105m (radio waves). Short-wavelength, high-frequency radiation is on the right, and long-wavelength, low-frequency radiation on the left. As you can see, visible light constitutes only a small region in the middle.

Note: short wavelength = more energy, like gamma rays

Order: Radio < Microwaves < infrared< visible < Ultraviolet < X-ray < Gamma ray

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6
Q

binding energy of an electron in a metal

A

the energy with which the electron is bound to the metal

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7
Q

threshold frequency.

A

Electrons are only ejected when the energy of a photon exceeds the energy with which an electron is held to the metal. The frequency at this time is the threshold frequency.

Notice that increasing the intensity of the light does not change the threshold frequency.

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8
Q

What is an emission spectrum.

A

The emission spectrum of a particular element is always the same—it consists of the same bright lines at a black background—and we can use it to identify the element.

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9
Q

The Bohr Model of Emission Spectra, and it’sproblems

A

Each line in an emission spectrum corresponds
to a transition between orbits.

The energy of the atom is quantatized: the could have only a very specific amount of energy

Electrons travel in orbits that are at a fixed distance from the nucleus, so they energy of the electron is directly proportional to the distance the orbit was from the necleus.

Problems:
- It only explains the spectrum of hydrogen. It is not able to explain the spectra of atoms with multiple electrons

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10
Q

What is an absorption spectrum and it’s different from emission spectrum.

A

consists of dark lines on a bright background

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11
Q

The heisenberg’s uncertainty Principle

A

an electron is observed as either a particle or a wave, but never both at once.

Heisenberg stated that the product of the uncertainties in both the position and velocity of a particle was inversely proportional to its mass

This means that the more accurately you know the position of a small particle, such as an electron, the less you knowabout its speed, and vice versa.

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12
Q

Indeterminacy and Probability Distribution Maps

A

In quantum mechanics, trajectory is replaced by probability distribution maps; we cannot know the position and velocity of an electron, therefore we can’t know it’s trajectory, and this violates the laws of newton.

Indeterminacy: If an electron were thrown from the pitcher’s mound to home plate, it would land in a different place every time, even if it were thrown in exactly the same way.

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13
Q

Einstein’s adoption of Planck’s quantum hypothesis

A

Light is considered to consist of a stream of packets of energy, called photons.

The energy carried by a photon is E=hv

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14
Q

The central idea of quantum theory, proposed by Max Planck

A

is that light energy is absorbed or emitted in discrete packets called, quanta

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15
Q

Modern Quantum theory

A

Modern quantum theory retains the concept of quantization and discrete energy states.

But does not use the concept of electron moving in circular orbits.

Instead, electron is considered to have wave like properties

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16
Q

Louis de Broglie Hypothesis and why it is suitable for microscopic particles

A

an electron confined in its orbit about the nucleus sets up a standing wave of specific wavelength, energy and frequency.

microscopic particles can have wave-like character

De broglies relation: wavelength = (h/ mv)
(mv) is linear momentum. This relation is suitable to any microscopic particle not macroscopic. (NB: mass is in KG bcs the planks const uses kg)

this is bcs every particle behaves like a wave, but the wave character becomes significant only when mass is very small.

17
Q

Schrödinger Equation

A

Schrödinger’s equation allows us to calculate the
probability of finding an electron’s location in an atom

Note: Schrodinger’s equation can only be solved for one electron atom/ions (Example: hydrogen atom) !!

18
Q

the Bohr model of the atom

A
  • energy of an atom is quantitized. the amount of energy in an atom is related to the electrons position in the atom.
  • Electrons in orbits that are at a fixed distance from the nucleus.
  • Electrons emit energy when they jump from an orbit of higher energy to an orbit of lower energy.

NOTE: The Bohr model of electron orbiting around the nucleus gives satisfactory explanation of line spectra for only one electron atoms or ions.

19
Q

What is an orbital

A

An orbital is a probability distribution map of a region where the electron is likely to be found.

20
Q

What does the wavelength and amplitude determine

A
  • the wavelength determines the color

- the amplitude determines the brightness or intensity.

21
Q

Why do some substances appear colored.

A

When an object absorbs some of the wavelengths of white light and reflects others, it appears colored; the observed color is predominantly the colors reflected.

22
Q

Failure of classical mechanics

A
  • Black body radiation
  • Photoelectric effect
  • Stability of an atom
23
Q

Nodes in the shapes of s-orbital

A
  • Where the probabilty of finding an electron drops go zero