The Miller-Bravais indices of the hexagonal crystal plane, a . The Miller-Bravais indices of the hexagonal crystal plane, b . The Miller-Bravais indices of the hexagonal crystal plane, c .

Question

Want to see more full solutions like this?

Answer 1

Question

Chapter 3.15, Problem 53AAP

(a)

To determine

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

(a)

Expert Solution

Answer to Problem 53AAP

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1¯ 1 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 0 1¯ 2).

The Miller-Bravais indices of the hexagonal crystal plane, c is (2¯ 2 0 0).

Explanation of Solution

For plane a the intercepts are a1=∞, a2=−1, a3=1 and c=∞.

For plane b the intercepts are a1=1, a2=∞, a3=−1, and c=12.

And for plane c the intercepts are a1=−12, a2=12, a3=∞ and c=∞

Miller-Bravais Indices for Planes are shown in table.

	Planer Intercepts	Reciprocals of Intercepts	Miller-Bravais Indices
Plane-a	(∞,−1,1,∞)	(0,−1,1,0)	(0 1¯ 1 0)
Plane-b	(1,∞,−1,12)	(1,0,−1,2)	(1 0 1¯ 2)
Plane-c	(−12,12,∞,∞)	(−2,2,0,0)	(2¯ 2 0 0)

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1¯ 1 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 0 1¯ 2).

The Miller-Bravais indices of the hexagonal crystal plane, c is (2¯ 2 0 0).

(b)

To determine

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

(b)

Expert Solution

Answer to Problem 53AAP

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1 1¯ 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 1¯ 0 1).

The Miller-Bravais indices of the hexagonal crystal plane, c is (1 1¯ 0 1).

Explanation of Solution

The coordinates of intercepts for plane-a is (∞,1,−1,∞), the coordinates of intercepts for plane-b is (1,−1,∞,1) and the coordinates of intercepts for plane-c is (1,−1,∞,1).

For plane a the intercepts are a1=∞, a2=1, a3=−1 and c=∞.

For plane b the intercepts are a1=1, a2=−1, a3=∞, and c=1.

And for plane c the intercepts are a1=1, a2=−1, a3=∞ and c=1.

Conclusion:

Miller-Bravais Indices for Planes are shown in table below.

Planes	Planer Intercepts	Reciprocals of Intercepts	Miller-Bravais Indices
Plane-a	(∞,1,−1,∞)	(0,1,−1,0)	(0 1 1¯ 0)
Plane-b	(1,−1,∞,1)	(1,−1,0,1)	(1 1¯ 0 1)
Plane-c	(1,−1,∞,1)	(1,−1,0,1)	(1 1¯ 0 1)

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1 1¯ 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 1¯ 0 1).

The Miller-Bravais indices of the hexagonal crystal plane, c is (1 1¯ 0 1).

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Students have asked these similar questions

1.1 m 1.3 m B 60-mm diameter Brass 40-mm diameter Aluminum PROBLEM 2.52 - A rod consisting of two cylindrical portions AB and BC is restrained at both ends. Portion AB is made of brass (E₁ = 105 GPa, α = 20.9×10°/°C) and portion BC is made of aluminum (Ę₁ =72 GPa, α = 23.9×10/°C). Knowing that the rod is initially unstressed, determine (a) the normal stresses induced in portions AB and BC by a temperature rise of 42°C, (b) the corresponding deflection of point B.

30 mm D = 40 MPa -30 mm B C 80 MPa PROBLEM 2.69 A 30-mm square was scribed on the side of a large steel pressure vessel. After pressurization, the biaxial stress condition at the square is as shown. For E = 200 GPa and v=0.30, determine the change in length of (a) side AB, (b) side BC, (c) diagnonal AC.

Please solve in detail this problem thank you

Answer 2

Question

Chapter 3.15, Problem 53AAP

(a)

To determine

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

(a)

Expert Solution

Answer to Problem 53AAP

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1¯ 1 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 0 1¯ 2).

The Miller-Bravais indices of the hexagonal crystal plane, c is (2¯ 2 0 0).

Explanation of Solution

For plane a the intercepts are a1=∞, a2=−1, a3=1 and c=∞.

For plane b the intercepts are a1=1, a2=∞, a3=−1, and c=12.

And for plane c the intercepts are a1=−12, a2=12, a3=∞ and c=∞

Miller-Bravais Indices for Planes are shown in table.

	Planer Intercepts	Reciprocals of Intercepts	Miller-Bravais Indices
Plane-a	(∞,−1,1,∞)	(0,−1,1,0)	(0 1¯ 1 0)
Plane-b	(1,∞,−1,12)	(1,0,−1,2)	(1 0 1¯ 2)
Plane-c	(−12,12,∞,∞)	(−2,2,0,0)	(2¯ 2 0 0)

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1¯ 1 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 0 1¯ 2).

The Miller-Bravais indices of the hexagonal crystal plane, c is (2¯ 2 0 0).

(b)

To determine

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

(b)

Expert Solution

Answer to Problem 53AAP

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1 1¯ 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 1¯ 0 1).

The Miller-Bravais indices of the hexagonal crystal plane, c is (1 1¯ 0 1).

Explanation of Solution

The coordinates of intercepts for plane-a is (∞,1,−1,∞), the coordinates of intercepts for plane-b is (1,−1,∞,1) and the coordinates of intercepts for plane-c is (1,−1,∞,1).

For plane a the intercepts are a1=∞, a2=1, a3=−1 and c=∞.

For plane b the intercepts are a1=1, a2=−1, a3=∞, and c=1.

And for plane c the intercepts are a1=1, a2=−1, a3=∞ and c=1.

Conclusion:

Miller-Bravais Indices for Planes are shown in table below.

Planes	Planer Intercepts	Reciprocals of Intercepts	Miller-Bravais Indices
Plane-a	(∞,1,−1,∞)	(0,1,−1,0)	(0 1 1¯ 0)
Plane-b	(1,−1,∞,1)	(1,−1,0,1)	(1 1¯ 0 1)
Plane-c	(1,−1,∞,1)	(1,−1,0,1)	(1 1¯ 0 1)

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1 1¯ 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 1¯ 0 1).

The Miller-Bravais indices of the hexagonal crystal plane, c is (1 1¯ 0 1).

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 3

Question

Chapter 3.15, Problem 53AAP

(a)

To determine

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

(a)

Expert Solution

Answer to Problem 53AAP

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1¯ 1 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 0 1¯ 2).

The Miller-Bravais indices of the hexagonal crystal plane, c is (2¯ 2 0 0).

Explanation of Solution

For plane a the intercepts are a1=∞, a2=−1, a3=1 and c=∞.

For plane b the intercepts are a1=1, a2=∞, a3=−1, and c=12.

And for plane c the intercepts are a1=−12, a2=12, a3=∞ and c=∞

Miller-Bravais Indices for Planes are shown in table.

	Planer Intercepts	Reciprocals of Intercepts	Miller-Bravais Indices
Plane-a	(∞,−1,1,∞)	(0,−1,1,0)	(0 1¯ 1 0)
Plane-b	(1,∞,−1,12)	(1,0,−1,2)	(1 0 1¯ 2)
Plane-c	(−12,12,∞,∞)	(−2,2,0,0)	(2¯ 2 0 0)

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1¯ 1 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 0 1¯ 2).

The Miller-Bravais indices of the hexagonal crystal plane, c is (2¯ 2 0 0).

(b)

To determine

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

(b)

Expert Solution

Answer to Problem 53AAP

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1 1¯ 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 1¯ 0 1).

The Miller-Bravais indices of the hexagonal crystal plane, c is (1 1¯ 0 1).

Explanation of Solution

The coordinates of intercepts for plane-a is (∞,1,−1,∞), the coordinates of intercepts for plane-b is (1,−1,∞,1) and the coordinates of intercepts for plane-c is (1,−1,∞,1).

For plane a the intercepts are a1=∞, a2=1, a3=−1 and c=∞.

For plane b the intercepts are a1=1, a2=−1, a3=∞, and c=1.

And for plane c the intercepts are a1=1, a2=−1, a3=∞ and c=1.

Conclusion:

Miller-Bravais Indices for Planes are shown in table below.

Planes	Planer Intercepts	Reciprocals of Intercepts	Miller-Bravais Indices
Plane-a	(∞,1,−1,∞)	(0,1,−1,0)	(0 1 1¯ 0)
Plane-b	(1,−1,∞,1)	(1,−1,0,1)	(1 1¯ 0 1)
Plane-c	(1,−1,∞,1)	(1,−1,0,1)	(1 1¯ 0 1)

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1 1¯ 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 1¯ 0 1).

The Miller-Bravais indices of the hexagonal crystal plane, c is (1 1¯ 0 1).

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 4

Question

Chapter 3.15, Problem 53AAP

(a)

To determine

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

(a)

Expert Solution

Answer to Problem 53AAP

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1¯ 1 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 0 1¯ 2).

The Miller-Bravais indices of the hexagonal crystal plane, c is (2¯ 2 0 0).

Explanation of Solution

For plane a the intercepts are a1=∞, a2=−1, a3=1 and c=∞.

For plane b the intercepts are a1=1, a2=∞, a3=−1, and c=12.

And for plane c the intercepts are a1=−12, a2=12, a3=∞ and c=∞

Miller-Bravais Indices for Planes are shown in table.

	Planer Intercepts	Reciprocals of Intercepts	Miller-Bravais Indices
Plane-a	(∞,−1,1,∞)	(0,−1,1,0)	(0 1¯ 1 0)
Plane-b	(1,∞,−1,12)	(1,0,−1,2)	(1 0 1¯ 2)
Plane-c	(−12,12,∞,∞)	(−2,2,0,0)	(2¯ 2 0 0)

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1¯ 1 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 0 1¯ 2).

The Miller-Bravais indices of the hexagonal crystal plane, c is (2¯ 2 0 0).

(b)

To determine

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

(b)

Expert Solution

Answer to Problem 53AAP

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1 1¯ 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 1¯ 0 1).

The Miller-Bravais indices of the hexagonal crystal plane, c is (1 1¯ 0 1).

Explanation of Solution

The coordinates of intercepts for plane-a is (∞,1,−1,∞), the coordinates of intercepts for plane-b is (1,−1,∞,1) and the coordinates of intercepts for plane-c is (1,−1,∞,1).

For plane a the intercepts are a1=∞, a2=1, a3=−1 and c=∞.

For plane b the intercepts are a1=1, a2=−1, a3=∞, and c=1.

And for plane c the intercepts are a1=1, a2=−1, a3=∞ and c=1.

Conclusion:

Miller-Bravais Indices for Planes are shown in table below.

Planes	Planer Intercepts	Reciprocals of Intercepts	Miller-Bravais Indices
Plane-a	(∞,1,−1,∞)	(0,1,−1,0)	(0 1 1¯ 0)
Plane-b	(1,−1,∞,1)	(1,−1,0,1)	(1 1¯ 0 1)
Plane-c	(1,−1,∞,1)	(1,−1,0,1)	(1 1¯ 0 1)

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1 1¯ 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 1¯ 0 1).

The Miller-Bravais indices of the hexagonal crystal plane, c is (1 1¯ 0 1).

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 5

Chapter 3.15, Problem 53AAP

(a)

To determine

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

(a)

Expert Solution

Answer to Problem 53AAP

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1¯ 1 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 0 1¯ 2).

The Miller-Bravais indices of the hexagonal crystal plane, c is (2¯ 2 0 0).

Explanation of Solution

For plane a the intercepts are a1=∞, a2=−1, a3=1 and c=∞.

For plane b the intercepts are a1=1, a2=∞, a3=−1, and c=12.

And for plane c the intercepts are a1=−12, a2=12, a3=∞ and c=∞

Miller-Bravais Indices for Planes are shown in table.

	Planer Intercepts	Reciprocals of Intercepts	Miller-Bravais Indices
Plane-a	(∞,−1,1,∞)	(0,−1,1,0)	(0 1¯ 1 0)
Plane-b	(1,∞,−1,12)	(1,0,−1,2)	(1 0 1¯ 2)
Plane-c	(−12,12,∞,∞)	(−2,2,0,0)	(2¯ 2 0 0)

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1¯ 1 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 0 1¯ 2).

The Miller-Bravais indices of the hexagonal crystal plane, c is (2¯ 2 0 0).

(b)

To determine

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

(b)

Expert Solution

Answer to Problem 53AAP

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1 1¯ 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 1¯ 0 1).

The Miller-Bravais indices of the hexagonal crystal plane, c is (1 1¯ 0 1).

Explanation of Solution

The coordinates of intercepts for plane-a is (∞,1,−1,∞), the coordinates of intercepts for plane-b is (1,−1,∞,1) and the coordinates of intercepts for plane-c is (1,−1,∞,1).

For plane a the intercepts are a1=∞, a2=1, a3=−1 and c=∞.

For plane b the intercepts are a1=1, a2=−1, a3=∞, and c=1.

And for plane c the intercepts are a1=1, a2=−1, a3=∞ and c=1.

Conclusion:

Miller-Bravais Indices for Planes are shown in table below.

Planes	Planer Intercepts	Reciprocals of Intercepts	Miller-Bravais Indices
Plane-a	(∞,1,−1,∞)	(0,1,−1,0)	(0 1 1¯ 0)
Plane-b	(1,−1,∞,1)	(1,−1,0,1)	(1 1¯ 0 1)
Plane-c	(1,−1,∞,1)	(1,−1,0,1)	(1 1¯ 0 1)

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1 1¯ 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 1¯ 0 1).

The Miller-Bravais indices of the hexagonal crystal plane, c is (1 1¯ 0 1).

Answer 6

Chapter 3.15, Problem 53AAP

(a)

To determine

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

(a)

Expert Solution

Answer to Problem 53AAP

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1¯ 1 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 0 1¯ 2).

The Miller-Bravais indices of the hexagonal crystal plane, c is (2¯ 2 0 0).

Explanation of Solution

For plane a the intercepts are a1=∞, a2=−1, a3=1 and c=∞.

For plane b the intercepts are a1=1, a2=∞, a3=−1, and c=12.

And for plane c the intercepts are a1=−12, a2=12, a3=∞ and c=∞

Miller-Bravais Indices for Planes are shown in table.

	Planer Intercepts	Reciprocals of Intercepts	Miller-Bravais Indices
Plane-a	(∞,−1,1,∞)	(0,−1,1,0)	(0 1¯ 1 0)
Plane-b	(1,∞,−1,12)	(1,0,−1,2)	(1 0 1¯ 2)
Plane-c	(−12,12,∞,∞)	(−2,2,0,0)	(2¯ 2 0 0)

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1¯ 1 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 0 1¯ 2).

The Miller-Bravais indices of the hexagonal crystal plane, c is (2¯ 2 0 0).

Answer 7

Chapter 3.15, Problem 53AAP

(a)

To determine

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

Answer 8

(a)

Expert Solution

Answer to Problem 53AAP

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1¯ 1 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 0 1¯ 2).

The Miller-Bravais indices of the hexagonal crystal plane, c is (2¯ 2 0 0).

Answer 9

(a)

Expert Solution

Answer 10

(a)

Expert Solution

Answer 11

Expert Solution

Answer 12

Explanation of Solution

For plane a the intercepts are a1=∞, a2=−1, a3=1 and c=∞.

For plane b the intercepts are a1=1, a2=∞, a3=−1, and c=12.

And for plane c the intercepts are a1=−12, a2=12, a3=∞ and c=∞

Miller-Bravais Indices for Planes are shown in table.

	Planer Intercepts	Reciprocals of Intercepts	Miller-Bravais Indices
Plane-a	(∞,−1,1,∞)	(0,−1,1,0)	(0 1¯ 1 0)
Plane-b	(1,∞,−1,12)	(1,0,−1,2)	(1 0 1¯ 2)
Plane-c	(−12,12,∞,∞)	(−2,2,0,0)	(2¯ 2 0 0)

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1¯ 1 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 0 1¯ 2).

The Miller-Bravais indices of the hexagonal crystal plane, c is (2¯ 2 0 0).

Answer 13

(b)

To determine

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

(b)

Expert Solution

Answer to Problem 53AAP

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1 1¯ 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 1¯ 0 1).

The Miller-Bravais indices of the hexagonal crystal plane, c is (1 1¯ 0 1).

Explanation of Solution

The coordinates of intercepts for plane-a is (∞,1,−1,∞), the coordinates of intercepts for plane-b is (1,−1,∞,1) and the coordinates of intercepts for plane-c is (1,−1,∞,1).

For plane a the intercepts are a1=∞, a2=1, a3=−1 and c=∞.

For plane b the intercepts are a1=1, a2=−1, a3=∞, and c=1.

And for plane c the intercepts are a1=1, a2=−1, a3=∞ and c=1.

Conclusion:

Miller-Bravais Indices for Planes are shown in table below.

Planes	Planer Intercepts	Reciprocals of Intercepts	Miller-Bravais Indices
Plane-a	(∞,1,−1,∞)	(0,1,−1,0)	(0 1 1¯ 0)
Plane-b	(1,−1,∞,1)	(1,−1,0,1)	(1 1¯ 0 1)
Plane-c	(1,−1,∞,1)	(1,−1,0,1)	(1 1¯ 0 1)

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1 1¯ 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 1¯ 0 1).

The Miller-Bravais indices of the hexagonal crystal plane, c is (1 1¯ 0 1).

Answer 14

(b)

To determine

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

Answer 15

(b)

Expert Solution

Answer to Problem 53AAP

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1 1¯ 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 1¯ 0 1).

The Miller-Bravais indices of the hexagonal crystal plane, c is (1 1¯ 0 1).

Answer 16

(b)

Expert Solution

Answer 17

(b)

Expert Solution

Answer 18

Expert Solution

Answer 19

Explanation of Solution

The coordinates of intercepts for plane-a is (∞,1,−1,∞), the coordinates of intercepts for plane-b is (1,−1,∞,1) and the coordinates of intercepts for plane-c is (1,−1,∞,1).

For plane a the intercepts are a1=∞, a2=1, a3=−1 and c=∞.

For plane b the intercepts are a1=1, a2=−1, a3=∞, and c=1.

And for plane c the intercepts are a1=1, a2=−1, a3=∞ and c=1.

Conclusion:

Miller-Bravais Indices for Planes are shown in table below.

Planes	Planer Intercepts	Reciprocals of Intercepts	Miller-Bravais Indices
Plane-a	(∞,1,−1,∞)	(0,1,−1,0)	(0 1 1¯ 0)
Plane-b	(1,−1,∞,1)	(1,−1,0,1)	(1 1¯ 0 1)
Plane-c	(1,−1,∞,1)	(1,−1,0,1)	(1 1¯ 0 1)

The Miller-Bravais indices of the hexagonal crystal plane, a is (0 1 1¯ 0).

The Miller-Bravais indices of the hexagonal crystal plane, b is (1 1¯ 0 1).

The Miller-Bravais indices of the hexagonal crystal plane, c is (1 1¯ 0 1).

Answer 20

Ch. 3.15 - Prob. 1KCP Ch. 3.15 - Prob. 2KCP Ch. 3.15 - Prob. 3KCP Ch. 3.15 - Prob. 4KCP Ch. 3.15 - Prob. 5KCP Ch. 3.15 - Prob. 6KCP Ch. 3.15 - Prob. 7KCP Ch. 3.15 - Prob. 8KCP Ch. 3.15 - Prob. 9KCP Ch. 3.15 - Prob. 10KCP

The Miller-Bravais indices of the hexagonal crystal plane, a . The Miller-Bravais indices of the hexagonal crystal plane, b . The Miller-Bravais indices of the hexagonal crystal plane, c .

Concept explainers

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

Answer to Problem 53AAP

Explanation of Solution

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

Answer to Problem 53AAP

Explanation of Solution

Want to see more full solutions like this?

Chapter 3 Solutions

The Miller-Bravais indices of the hexagonal crystal plane, a . The Miller-Bravais indices of the hexagonal crystal plane, b . The Miller-Bravais indices of the hexagonal crystal plane, c .

Concept explainers

The Miller-Bravais indices of the hexagonal crystal plane, a. The Miller-Bravais indices of the hexagonal crystal plane, b. The Miller-Bravais indices of the hexagonal crystal plane, c.

Answer to Problem 53AAP

Explanation of Solution

The Miller-Bravais indices of the hexagonal crystal plane, a. The Miller-Bravais indices of the hexagonal crystal plane, b. The Miller-Bravais indices of the hexagonal crystal plane, c.

Answer to Problem 53AAP

Explanation of Solution

Want to see more full solutions like this?

Chapter 3 Solutions

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.

The Miller-Bravais indices of the hexagonal crystal plane, a.

The Miller-Bravais indices of the hexagonal crystal plane, b.

The Miller-Bravais indices of the hexagonal crystal plane, c.