(a) Interpretation: Show that: Y ( 0 ) = KMτ α τ 1 . Concept introduction: The magnitude of change is represented by percentage change. Or how many times one number is larger than another one. When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different. The inverse response most commonly found in the control of the boiler.

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Answer 1

Question

Chapter 6, Problem 6.3E

Interpretation Introduction

(a)

Interpretation:

Show that:

Y(0)=KMτατ1.

Concept introduction:

The magnitude of change is represented by percentage change. Or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Interpretation Introduction

(b)

Interpretation:

For step input change of magnitude M, it should be determined that the overshoot occurs only for the condition τα>τ1.

Concept introduction:

The magnitude of change is represented by percentage change or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Interpretation Introduction

(c)

Interpretation:

For step input change of magnitude M, it should be determined the inverse response occurs only for condition τα<0.

Concept introduction:

The magnitude of change is represented by percentage change or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

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Answer 2

Question

Chapter 6, Problem 6.3E

Interpretation Introduction

(a)

Interpretation:

Show that:

Y(0)=KMτατ1.

Concept introduction:

The magnitude of change is represented by percentage change. Or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Interpretation Introduction

(b)

Interpretation:

For step input change of magnitude M, it should be determined that the overshoot occurs only for the condition τα>τ1.

Concept introduction:

The magnitude of change is represented by percentage change or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Interpretation Introduction

(c)

Interpretation:

For step input change of magnitude M, it should be determined the inverse response occurs only for condition τα<0.

Concept introduction:

The magnitude of change is represented by percentage change or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Expert Solution & Answer

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Check out a sample textbook solution

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Answer 3

Question

Chapter 6, Problem 6.3E

Interpretation Introduction

(a)

Interpretation:

Show that:

Y(0)=KMτατ1.

Concept introduction:

The magnitude of change is represented by percentage change. Or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Interpretation Introduction

(b)

Interpretation:

For step input change of magnitude M, it should be determined that the overshoot occurs only for the condition τα>τ1.

Concept introduction:

The magnitude of change is represented by percentage change or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Interpretation Introduction

(c)

Interpretation:

For step input change of magnitude M, it should be determined the inverse response occurs only for condition τα<0.

Concept introduction:

The magnitude of change is represented by percentage change or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

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Answer 4

Question

Chapter 6, Problem 6.3E

Interpretation Introduction

(a)

Interpretation:

Show that:

Y(0)=KMτατ1.

Concept introduction:

The magnitude of change is represented by percentage change. Or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Interpretation Introduction

(b)

Interpretation:

For step input change of magnitude M, it should be determined that the overshoot occurs only for the condition τα>τ1.

Concept introduction:

The magnitude of change is represented by percentage change or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Interpretation Introduction

(c)

Interpretation:

For step input change of magnitude M, it should be determined the inverse response occurs only for condition τα<0.

Concept introduction:

The magnitude of change is represented by percentage change or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Expert Solution & Answer

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Check out a sample textbook solution

See solution

Answer 5

Chapter 6, Problem 6.3E

Interpretation Introduction

(a)

Interpretation:

Show that:

Y(0)=KMτατ1.

Concept introduction:

The magnitude of change is represented by percentage change. Or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Interpretation Introduction

(b)

Interpretation:

For step input change of magnitude M, it should be determined that the overshoot occurs only for the condition τα>τ1.

Concept introduction:

The magnitude of change is represented by percentage change or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Interpretation Introduction

(c)

Interpretation:

For step input change of magnitude M, it should be determined the inverse response occurs only for condition τα<0.

Concept introduction:

The magnitude of change is represented by percentage change or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Answer 6

Chapter 6, Problem 6.3E

Interpretation Introduction

(a)

Interpretation:

Show that:

Y(0)=KMτατ1.

Concept introduction:

The magnitude of change is represented by percentage change. Or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Answer 7

Chapter 6, Problem 6.3E

Interpretation Introduction

(a)

Interpretation:

Show that:

Y(0)=KMτατ1.

Concept introduction:

The magnitude of change is represented by percentage change. Or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Answer 8

Interpretation Introduction

(b)

Interpretation:

For step input change of magnitude M, it should be determined that the overshoot occurs only for the condition τα>τ1.

Concept introduction:

The magnitude of change is represented by percentage change or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Answer 9

Interpretation Introduction

(b)

Interpretation:

For step input change of magnitude M, it should be determined that the overshoot occurs only for the condition τα>τ1.

Concept introduction:

The magnitude of change is represented by percentage change or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Answer 10

Interpretation Introduction

(c)

Interpretation:

For step input change of magnitude M, it should be determined the inverse response occurs only for condition τα<0.

Concept introduction:

The magnitude of change is represented by percentage change or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Answer 11

Interpretation Introduction

(c)

Interpretation:

For step input change of magnitude M, it should be determined the inverse response occurs only for condition τα<0.

Concept introduction:

The magnitude of change is represented by percentage change or how many times one number is larger than another one.

When the initial response of the system is in the opposite direction of the final magnitude, then it is known as the Inverse response. Generally, the results of two separate effects occur at the same time but its direction and dynamics are different.

The inverse response most commonly found in the control of the boiler.

Answer 12

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Answer 13

Expert Solution & Answer

Answer 14

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Answer 15

Ch. 6 - Prob. 6.1E Ch. 6 - Prob. 6.2E Ch. 6 - Prob. 6.3E Ch. 6 - Prob. 6.4E Ch. 6 - Prob. 6.5E Ch. 6 - Prob. 6.6E Ch. 6 - Prob. 6.7E Ch. 6 - Prob. 6.8E Ch. 6 - Prob. 6.9E Ch. 6 - Prob. 6.10E

Solution Summary: The author explains that the magnitude of change is represented by percentage change, or how many times one number is larger than another. The inverse response most commonly found in the control of the boiler.

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Chapter 6 Solutions