Physics: Principles with Applications
Physics: Principles with Applications
6th Edition
ISBN: 9780130606204
Author: Douglas C. Giancoli
Publisher: Prentice Hall
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Question
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Chapter 28, Problem 28P

(a)

To determine

The transition 4p3p is allowed or forbidden.

(a)

Expert Solution
Check Mark

Answer to Problem 28P

The answer is forbidden.

Explanation of Solution

Given info: Transition: 4p3p

Formula used:

The principal quantum number n can take on any integer value (1,2,3,...) and also, corresponds to the quantum number of the old Bohr Theory.

The orbital quantum number l can take on values from 0 to n-1 .

Calculation:

In allowed and forbidden transitions only a fraction of all possible transition are observed. Allowed transitions are of high probability, high intensity, and electric dipole interaction whereas, forbidden transitions are of low probability, weak intensity, non-electric dipole interaction.

So, 4p3p transition is forbidden because Δl±1

(b)

To determine

The transition 2p1s is allowed or forbidden.

(b)

Expert Solution
Check Mark

Answer to Problem 28P

The answer is allowed.

Explanation of Solution

Given info: Transition: 2p1s

Formula used:

The principal quantum number n can take on any integer value (1,2,3,...) and also, corresponds to the quantum number of the old Bohr Theory.

The orbital quantum number l can take on values from 0 to n-1 .

Calculation:

In allowed and forbidden transitions only a fraction of all possible transition are observed. Allowed transitions are of high probability, high intensity, and electric dipole interaction whereas, forbidden transitions are of low probability, weak intensity, non-electric dipole interaction.

So, 2p1s transition is allowed because Δl=1

(c)

To determine

The transition 3d2d is allowed or forbidden.

(c)

Expert Solution
Check Mark

Answer to Problem 28P

The answer is forbidden.

Explanation of Solution

Given info: Transition: 3d2d

Formula used:

The principal quantum number n can take on any integer value (1,2,3,...) and also, corresponds to the quantum number of the old Bohr Theory.

The orbital quantum number l can take on values from 0 to n-1 .

Calculation:

In allowed and forbidden transitions only a fraction of all possible transition are observed. Allowed transitions are of high probability, high intensity, and electric dipole interaction whereas, forbidden transitions are of low probability, weak intensity, non-electric dipole interaction.

So, 3d2d transition is forbidden because Δl±1

(d)

To determine

The transition 4d3s is allowed or forbidden.

(d)

Expert Solution
Check Mark

Answer to Problem 28P

The answer is forbidden.

Explanation of Solution

Given info: Transition: 4d3s

Formula used:

The principal quantum number n can take on any integer value (1,2,3,...) and also, corresponds to the quantum number of the old Bohr Theory.

The orbital quantum number l can take on values from 0 to n-1 .

Calculation:

In allowed and forbidden transitions only a fraction of all possible transition are observed. Allowed transitions are of high probability, high intensity, and electric dipole interaction whereas, forbidden transitions are of low probability, weak intensity, non-electric dipole interaction.

So, 4d3s transition is forbidden because Δl±1

(e)

To determine

The transition 4s3p is allowed or forbidden.

(e)

Expert Solution
Check Mark

Answer to Problem 28P

The answer is allowed.

Explanation of Solution

Given info: Transition: 4s3p

Formula used:

The principal quantum number n can take on any integer value (1,2,3,...) and also, corresponds to the quantum number of the old Bohr Theory.

The orbital quantum number l can take on values from 0 to n-1 .

Calculation:

In allowed and forbidden transitions only a fraction of all possible transition are observed. Allowed transitions are of high probability, high intensity, and electric dipole interaction whereas, forbidden transitions are of low probability, weak intensity, non-electric dipole interaction.

So, 4s3p transition is allowed because Δl=1

Chapter 28 Solutions

Physics: Principles with Applications

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