Chapter 7: Atomic Structure and Periodicity Flashcards

(50 cards)

1
Q

What is electromagnetic radiation

A

One of the means by which energy travels
through space

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2
Q

fill in the blanks

Electromagnetic Radiation exhibits ________________ behavior, and travels at ________________________ in a vacuum

A

Exhibits wavelike behavior and travels at the speed of light in a vacuum

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3
Q

What is a wavelengh (λ)

A

Distance between two
consecutive peaks or troughs in a wave

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4
Q

What is frequency (v)

A

Number of waves (cycles) per
second that pass a given point in space

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5
Q

What is the unit for the speed of light (c)

A

2.9979 × 10^8 m/s

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6
Q

What is the realtionship between wavelength and frequency

A

an inverse relationship

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7
Q

Short-wavelength radiation has a _____________
frequency when compared to long-wavelength radiation

A

higher

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8
Q

What did Max Planck say

A

Postulated that energy can be gained or lost only in whole number multiples of h ν

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9
Q

Formula for representing change in energy

A

ΔE = nhv
n - Integer
h - Planck’s constant
ν - Frequency of electromagnetic radiation absorbed oremitted

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10
Q

What was the conclusion from Planck’s Postulate

A

Energy is quantized and can occur in discrete units of hν

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11
Q

Formula to calculate quantum energy

A

ΔE = hv

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12
Q

What did Albery Einstein propose

A

Proposed that electromagnetic radiation is a stream of particles called photons

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13
Q

What is the photoelectric effect

A

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

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14
Q

Regarding the photoelectric effect:

what happends when frequency of light is varied

A

When frequency of light is varied, no electrons are emitted by a given metal below the threshold
frequency (ν0)

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15
Q

Regarding the photoelectric effect:

When ν < v0:

A

When ν < v0 , no electrons are emitted, regardless of the intensity of the light

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16
Q

Regarding the photoelectric effect:

When v > v0:

A
  • The number of electrons emitted increases with the intensity of the light
  • The kinetic energy (KE) of the emitted electrons increases linearly with the frequency of the light
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17
Q

What is the symbol representing the minimum energy required to remove an electron

A

E0 = hv0

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18
Q

Formula by Einstein regarding energy and mass

A

E = mc^2

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19
Q

What is the dual nature of light

A

Electromagnetic radiation exhibits wave and particulate properties

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20
Q

What did Louis de Broglie claim

A

He postulated the wave nature of electrons and suggested that all matter has wave properties.

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21
Q

What is a continuous spectrum

A

Results when white light is passed through a prism
- Contains all the wavelengths of visible light

22
Q

What is the line spectrum

A

The line spectrum shows only certain discrete wavelengths

23
Q

What is the quantum model

A

The electron in a hydrogen atom moves around the nucleus in certain allowed circular orbits
- Tendency of the revolving electrons to fly off the atom can be balanced by its attraction to the positively charged nucleus

24
Q

What is borh’s model

A

Expression for energy levels available to the electrons in the hydrogen atom

25
What does the negative sign imply in Bohr's model
Negative sign implies that the energy of the electron bound to the nucleus** is lower than it would be **if the electron were at an infinite distance from the nucleus
26
In the Bohr model, what is the ground state
Lowest possible energy state
27
Is the energy of the electron in any orbit is positive or negative relative to the reference state (n = ∞)
It is negative
28
Formula for the calculation of change in Energy (ΔE) and Wavelength of the Emitted Photon
Δ E = energy of final state - energy of initial state
29
What does it mean if in ΔE =E2-E1, ΔE has a positive value
The positive value for ΔE indicates that the system has **gained energy**
30
What happends as the electron becomes more tightly bound
As the electron becomes more tightly bound, its energy becomes **more negative** relative to the zero energy reference state
31
As the electron is brought closer to the nucleus, is energy absorbed or released from the system
it is released
32
How is the electron in a hydrogen atom imagined
it is imagined to be a standing wave
33
7.5!!!
34
What are quantum numbers
Series of numbers that express various properties of an orbital - Principal quantum number (n) - Angular momentum quantum number (l) - Magnetic quantum number (m1)
35
For principal quantum numbers, what happends as the value of *n* increase | (3)
- The orbital becomes larger - The electron spends more time away from the nucleus - The energy increases since the electron is less tightly bound to the nucleus (Energy is less negative)
36
What is the principal quantum number related to
Related to the size and energy of an orbital
37
# What am I? Has integral values (1, 2, 3, …)
Principal Quantum Number
38
# What am I? Has integral values from 0 to n 1 for each value of n
Angular Momentum Quantum Number
39
# What am I? Has integral values between 1 and -1 (includes zero)
Magnetic Quantum Number
40
What is the Angular Momentum Quantum Number related to
Related to the shape of atomic orbitals
41
For the Angular Momentum Quantum Number, what letter is each value of l assigned to?
0 = s 1 = p 2 = d 3 = f 4 = g ## Footnote Each set of orbitals with a given value of l (subshell) is designated by giving the value of n and the letter for l
42
What is the value of the Magnetic Quantum Number related to
Value is related to the orientation of an orbital in space relative to the other orbitals in the atom
43
# Which orbital am I? Characterized by their spherical shape; shape becomes larger as the value of n increases
S orbitals
44
2 s and 3 s orbitals have areas of ---------- probability separated by areas of ---------- probability
2 s and 3 s orbitals have areas of **high probability** separated by areas of** low probability**
45
For s orbitals, how do you calculate the number of notes
Number of nodes is given by n-1
46
# True or false s orbital function is always positive in two dimensional space
False. s orbital function is always positive in **three** dimensional space
47
# Define: nodes
Areas of zero probability in an orbital
48
What causes the number of notes to increase
Number of nodes increases as n increases
49
Where do d orbitals first appear
In level n=3
50