Two reasons for modelling system in state space.

Question

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Answer 1

Question

Chapter 3, Problem 1RQ

To determine

Two reasons for modelling system in state space.

Expert Solution & Answer

Explanation of Solution

To analyse the system, a mathematical model is needed. A mathematical model is defined as a model which describes the system with the help of mathematical concepts and language. There are various types of mathematical models. For analysis of linear system, transfer function model is used. But a nonlinear system cannot be analysed using the Laplace transform only. So, state space model is used for such cases. State-space model consists of set of input, output as well as state variables that are related to each other using first-order differential equation.

The two main reasons for using state-space model are:

To analyse non-linear system.
To do digital simulation.

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02:58

Answer 2

Question

Chapter 3, Problem 1RQ

To determine

Two reasons for modelling system in state space.

Expert Solution & Answer

Explanation of Solution

To analyse the system, a mathematical model is needed. A mathematical model is defined as a model which describes the system with the help of mathematical concepts and language. There are various types of mathematical models. For analysis of linear system, transfer function model is used. But a nonlinear system cannot be analysed using the Laplace transform only. So, state space model is used for such cases. State-space model consists of set of input, output as well as state variables that are related to each other using first-order differential equation.

The two main reasons for using state-space model are:

To analyse non-linear system.
To do digital simulation.

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02:58

Answer 3

Question

Chapter 3, Problem 1RQ

To determine

Two reasons for modelling system in state space.

Expert Solution & Answer

Explanation of Solution

To analyse the system, a mathematical model is needed. A mathematical model is defined as a model which describes the system with the help of mathematical concepts and language. There are various types of mathematical models. For analysis of linear system, transfer function model is used. But a nonlinear system cannot be analysed using the Laplace transform only. So, state space model is used for such cases. State-space model consists of set of input, output as well as state variables that are related to each other using first-order differential equation.

The two main reasons for using state-space model are:

To analyse non-linear system.
To do digital simulation.

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02:58

Answer 4

Question

Chapter 3, Problem 1RQ

To determine

Two reasons for modelling system in state space.

Expert Solution & Answer

Explanation of Solution

To analyse the system, a mathematical model is needed. A mathematical model is defined as a model which describes the system with the help of mathematical concepts and language. There are various types of mathematical models. For analysis of linear system, transfer function model is used. But a nonlinear system cannot be analysed using the Laplace transform only. So, state space model is used for such cases. State-space model consists of set of input, output as well as state variables that are related to each other using first-order differential equation.

The two main reasons for using state-space model are:

To analyse non-linear system.
To do digital simulation.

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

02:58

Answer 5

Chapter 3, Problem 1RQ

To determine

Two reasons for modelling system in state space.

Expert Solution & Answer

Explanation of Solution

To analyse the system, a mathematical model is needed. A mathematical model is defined as a model which describes the system with the help of mathematical concepts and language. There are various types of mathematical models. For analysis of linear system, transfer function model is used. But a nonlinear system cannot be analysed using the Laplace transform only. So, state space model is used for such cases. State-space model consists of set of input, output as well as state variables that are related to each other using first-order differential equation.

The two main reasons for using state-space model are:

To analyse non-linear system.
To do digital simulation.

Answer 6

Chapter 3, Problem 1RQ

To determine

Two reasons for modelling system in state space.

Expert Solution & Answer

Explanation of Solution

To analyse the system, a mathematical model is needed. A mathematical model is defined as a model which describes the system with the help of mathematical concepts and language. There are various types of mathematical models. For analysis of linear system, transfer function model is used. But a nonlinear system cannot be analysed using the Laplace transform only. So, state space model is used for such cases. State-space model consists of set of input, output as well as state variables that are related to each other using first-order differential equation.

The two main reasons for using state-space model are:

To analyse non-linear system.
To do digital simulation.

Answer 7

Chapter 3, Problem 1RQ

To determine

Two reasons for modelling system in state space.

Answer 8

Expert Solution & Answer

Explanation of Solution

To analyse the system, a mathematical model is needed. A mathematical model is defined as a model which describes the system with the help of mathematical concepts and language. There are various types of mathematical models. For analysis of linear system, transfer function model is used. But a nonlinear system cannot be analysed using the Laplace transform only. So, state space model is used for such cases. State-space model consists of set of input, output as well as state variables that are related to each other using first-order differential equation.

The two main reasons for using state-space model are: