Unit 5: periodicity (1) Flashcards

- ppt 1 + ppt 2 + ppt 3a

1
Q

Spectroscopy?

A
  • Uses light to study matter
  • Matter absorbs and releases light, and a spectroscope can provide information about structure of matter
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2
Q

Light travels as…?

A

Light can travel as particules and waves

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3
Q

How does light travels as waves?

A
  • Light travels through space as electromagnetic energy (EM)
  • Electromagnetic spectrum includes all types of EM energy such as radio waves, gamma rays, visible light…
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4
Q

Wavelenght?

A
  • Lambda
  • Distance between 2 peaks of troughs in a wave (m)
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5
Q

Frequency?

A
  • V (nu)
  • Number of waves that pass a given point in space per second
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6
Q

Amplitude?

A

Maximum height of a wave measured from it’s center. Affects intensity of light.

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7
Q

How do wavelenghts and frequencies are proportionnal?

A

They are inversely proportional!
If wavelenght increases, frequency decreases!

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8
Q

Propreties of radio waves?

A

They have long wavelenghts and low frequencies

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9
Q

Propreties of gamma rays?

A

They have short wavelenghts and high frequencies

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10
Q

Relationship between wavelenght and frequency?

A

Multiplied together, they give the speed of a wave, which is the c, constant speed of light (3.00 x 10*8 m/s)

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11
Q

Diffraction?

A

Bending of light around an object

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12
Q

Interference?

A

When light waves interact with each other and the amplitude of the resulting waves either increase of decrease

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13
Q

Photoelectric effect?

A

Phenomenon in which electrons are released from the surface of a metal when light strikes it.

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14
Q

What is the role of the threshold?

A

Light has to hit this threshold in order to emit electrons

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15
Q

Different lights on the photoelectric effect?

A

Red light = did not eject electrons (lowest energy)

Green light = did emit electrons at energy (higher energy)

Blue light = caused electrons to be emitted with highest energy (highest energy)

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16
Q

Max Planck?

A

He concluded that the energy lost or gained occured only in whole number multiples

h = 6.626 x 10*-34 (Planck’s constant)

Delta E = n x h x v

17
Q

What did Einstein propose?

A

He proposed that light consists of particules called photons

Energy of a photon is equal to a single quantum

Ephoton = hv OR = hc/lambda

18
Q

Broglie equation?

A

Lambda = h/mv

19
Q

Continuous spectrum?

A

When light passes through a prism and separates into all the wavelenghts of visible light (from red to violet)

20
Q

Line spectrum?

A

Series of discrete lines of light emitted by exciting atoms (ex: hydrogen gas)

21
Q

The Bohr model?

A
  • Electrons occupy discrete energy levels
  • Energy levels of an atom, or orbits, are quantized
  • Specific orbits correspond to specific amount of energy
22
Q

Heinsenberg uncertainty principle?

A
  • You can only predict the probable distribution of electrons
  • The more certain you are about where an electron is, the less certain you are about where it is going.
  • The more certain you are about where it is going, the less you are about where it is.
23
Q

Quantum mechanical model of atom?

A
  • Describes how electrons are arranged in an atom
  • Quantum number is a set of 4 parameters that describe atomic orbitals, where an electron is likely to be found
  • n, l ml and ms
24
Q

Principal quantum number? (n)

A
  • Shell
  • Describes size and energy level of an orbital
  • Has a positive integer: 1,2,3…
  • As the n increases, energy increases and average distance of the electron from the nucleus increases.
25
Q

Angular-momentum quantum number? (l)

A
  • Subshell
  • Defines 3D shape of an orbital
  • l = n - 1 (l can be 0)
26
Q

Exemples of l?

A
  • l = 0 = s orbital (sphere)
  • l = 1 = p (princpal)
  • l = 2 = d (diffuse)
  • l = 3 = f (fundamental)
  • l = 4 = g
  • l = 5 = h
27
Q

Magnetic quantum number (ml)?

A
  • Defines the spatial organisation of an orbital, or how many possible shapes there are
  • From - l to + l with 2(l) + 1 possibilities
28
Q

Spin quantum number (ms)?

A
  • Differentiates each electron in an atom because moving electrons result in a tiny magnetic fiels
  • (-1/2) and (+1/2)
29
Q

Pauli Exclusion principle?

A

No 2 electrons in an atom cannot have the same four quantum numbers!