What are practical applications of Laplace Transforms in the real world [closed]
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In lay man's terms what really in the real world are practical examples of how Laplace transforms are used to solve basic mathematical problems in mechanical engineering I would really appreciate a very simple and clear answer with less mathematical jargon plus a few examples.
laplace-transform
closed as too broad by Jendrik Stelzner, Lord Shark the Unknown, amWhy, Gibbs, Stefan4024 Aug 31 at 21:34
Please edit the question to limit it to a specific problem with enough detail to identify an adequate answer. Avoid asking multiple distinct questions at once. See the How to Ask page for help clarifying this question. If this question can be reworded to fit the rules in the help center, please edit the question.
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up vote
1
down vote
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In lay man's terms what really in the real world are practical examples of how Laplace transforms are used to solve basic mathematical problems in mechanical engineering I would really appreciate a very simple and clear answer with less mathematical jargon plus a few examples.
laplace-transform
closed as too broad by Jendrik Stelzner, Lord Shark the Unknown, amWhy, Gibbs, Stefan4024 Aug 31 at 21:34
Please edit the question to limit it to a specific problem with enough detail to identify an adequate answer. Avoid asking multiple distinct questions at once. See the How to Ask page for help clarifying this question. If this question can be reworded to fit the rules in the help center, please edit the question.
2
Check out this page. Note that I found this by searching "Laplace transform applications" -- you would benefit from doing some independent research first.
â Bill Wallis
Aug 28 at 12:18
1
Finance: risklatte.xyz/Articles/QuantitativeFinance/QF184.php tsijournals.com/articles/laplace-transform-in-finance.pdf
â Jack Bauer
Aug 28 at 12:18
Basically, a Laplace transform will convert a function in some domain into a function in another domain, without changing the value of the function. (more in this quora answer on engineering to a quora question on computer science)
â Jack Bauer
Aug 28 at 12:22
A Laplacian is something else. It is a differential operator. It is the divergence of the gradient : $nabla cdot (nabla(cdot))$.
â mathreadler
Aug 28 at 13:29
1
It is apparently a very useful source for exercises for mechanical engineering students.
â Asaf Karagilaâ¦
Aug 28 at 15:08
add a comment |Â
up vote
1
down vote
favorite
up vote
1
down vote
favorite
In lay man's terms what really in the real world are practical examples of how Laplace transforms are used to solve basic mathematical problems in mechanical engineering I would really appreciate a very simple and clear answer with less mathematical jargon plus a few examples.
laplace-transform
In lay man's terms what really in the real world are practical examples of how Laplace transforms are used to solve basic mathematical problems in mechanical engineering I would really appreciate a very simple and clear answer with less mathematical jargon plus a few examples.
laplace-transform
edited Aug 28 at 14:58
Hans Lundmark
33.5k564109
33.5k564109
asked Aug 28 at 12:16
LiNKeR
337
337
closed as too broad by Jendrik Stelzner, Lord Shark the Unknown, amWhy, Gibbs, Stefan4024 Aug 31 at 21:34
Please edit the question to limit it to a specific problem with enough detail to identify an adequate answer. Avoid asking multiple distinct questions at once. See the How to Ask page for help clarifying this question. If this question can be reworded to fit the rules in the help center, please edit the question.
closed as too broad by Jendrik Stelzner, Lord Shark the Unknown, amWhy, Gibbs, Stefan4024 Aug 31 at 21:34
Please edit the question to limit it to a specific problem with enough detail to identify an adequate answer. Avoid asking multiple distinct questions at once. See the How to Ask page for help clarifying this question. If this question can be reworded to fit the rules in the help center, please edit the question.
2
Check out this page. Note that I found this by searching "Laplace transform applications" -- you would benefit from doing some independent research first.
â Bill Wallis
Aug 28 at 12:18
1
Finance: risklatte.xyz/Articles/QuantitativeFinance/QF184.php tsijournals.com/articles/laplace-transform-in-finance.pdf
â Jack Bauer
Aug 28 at 12:18
Basically, a Laplace transform will convert a function in some domain into a function in another domain, without changing the value of the function. (more in this quora answer on engineering to a quora question on computer science)
â Jack Bauer
Aug 28 at 12:22
A Laplacian is something else. It is a differential operator. It is the divergence of the gradient : $nabla cdot (nabla(cdot))$.
â mathreadler
Aug 28 at 13:29
1
It is apparently a very useful source for exercises for mechanical engineering students.
â Asaf Karagilaâ¦
Aug 28 at 15:08
add a comment |Â
2
Check out this page. Note that I found this by searching "Laplace transform applications" -- you would benefit from doing some independent research first.
â Bill Wallis
Aug 28 at 12:18
1
Finance: risklatte.xyz/Articles/QuantitativeFinance/QF184.php tsijournals.com/articles/laplace-transform-in-finance.pdf
â Jack Bauer
Aug 28 at 12:18
Basically, a Laplace transform will convert a function in some domain into a function in another domain, without changing the value of the function. (more in this quora answer on engineering to a quora question on computer science)
â Jack Bauer
Aug 28 at 12:22
A Laplacian is something else. It is a differential operator. It is the divergence of the gradient : $nabla cdot (nabla(cdot))$.
â mathreadler
Aug 28 at 13:29
1
It is apparently a very useful source for exercises for mechanical engineering students.
â Asaf Karagilaâ¦
Aug 28 at 15:08
2
2
Check out this page. Note that I found this by searching "Laplace transform applications" -- you would benefit from doing some independent research first.
â Bill Wallis
Aug 28 at 12:18
Check out this page. Note that I found this by searching "Laplace transform applications" -- you would benefit from doing some independent research first.
â Bill Wallis
Aug 28 at 12:18
1
1
Finance: risklatte.xyz/Articles/QuantitativeFinance/QF184.php tsijournals.com/articles/laplace-transform-in-finance.pdf
â Jack Bauer
Aug 28 at 12:18
Finance: risklatte.xyz/Articles/QuantitativeFinance/QF184.php tsijournals.com/articles/laplace-transform-in-finance.pdf
â Jack Bauer
Aug 28 at 12:18
Basically, a Laplace transform will convert a function in some domain into a function in another domain, without changing the value of the function. (more in this quora answer on engineering to a quora question on computer science)
â Jack Bauer
Aug 28 at 12:22
Basically, a Laplace transform will convert a function in some domain into a function in another domain, without changing the value of the function. (more in this quora answer on engineering to a quora question on computer science)
â Jack Bauer
Aug 28 at 12:22
A Laplacian is something else. It is a differential operator. It is the divergence of the gradient : $nabla cdot (nabla(cdot))$.
â mathreadler
Aug 28 at 13:29
A Laplacian is something else. It is a differential operator. It is the divergence of the gradient : $nabla cdot (nabla(cdot))$.
â mathreadler
Aug 28 at 13:29
1
1
It is apparently a very useful source for exercises for mechanical engineering students.
â Asaf Karagilaâ¦
Aug 28 at 15:08
It is apparently a very useful source for exercises for mechanical engineering students.
â Asaf Karagilaâ¦
Aug 28 at 15:08
add a comment |Â
1 Answer
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1
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accepted
If you were an electrical engineer the practical (and very useful) applications of the Laplace (Fourier) transform would be very clear.
That is, in crude words as you require, the study of the response of a system to solicitations of different frequencies and how to cope with them.
The Bode and Nyquist plots are paradigmatic.
In the mechanical field that finds application in the study of vibrations especially, which means resonance phenomena, acoustic noise, fatigue and so on.
add a comment |Â
1 Answer
1
active
oldest
votes
1 Answer
1
active
oldest
votes
active
oldest
votes
active
oldest
votes
up vote
1
down vote
accepted
If you were an electrical engineer the practical (and very useful) applications of the Laplace (Fourier) transform would be very clear.
That is, in crude words as you require, the study of the response of a system to solicitations of different frequencies and how to cope with them.
The Bode and Nyquist plots are paradigmatic.
In the mechanical field that finds application in the study of vibrations especially, which means resonance phenomena, acoustic noise, fatigue and so on.
add a comment |Â
up vote
1
down vote
accepted
If you were an electrical engineer the practical (and very useful) applications of the Laplace (Fourier) transform would be very clear.
That is, in crude words as you require, the study of the response of a system to solicitations of different frequencies and how to cope with them.
The Bode and Nyquist plots are paradigmatic.
In the mechanical field that finds application in the study of vibrations especially, which means resonance phenomena, acoustic noise, fatigue and so on.
add a comment |Â
up vote
1
down vote
accepted
up vote
1
down vote
accepted
If you were an electrical engineer the practical (and very useful) applications of the Laplace (Fourier) transform would be very clear.
That is, in crude words as you require, the study of the response of a system to solicitations of different frequencies and how to cope with them.
The Bode and Nyquist plots are paradigmatic.
In the mechanical field that finds application in the study of vibrations especially, which means resonance phenomena, acoustic noise, fatigue and so on.
If you were an electrical engineer the practical (and very useful) applications of the Laplace (Fourier) transform would be very clear.
That is, in crude words as you require, the study of the response of a system to solicitations of different frequencies and how to cope with them.
The Bode and Nyquist plots are paradigmatic.
In the mechanical field that finds application in the study of vibrations especially, which means resonance phenomena, acoustic noise, fatigue and so on.
edited Aug 31 at 13:11
answered Aug 28 at 15:43
G Cab
15.2k31136
15.2k31136
add a comment |Â
add a comment |Â
2
Check out this page. Note that I found this by searching "Laplace transform applications" -- you would benefit from doing some independent research first.
â Bill Wallis
Aug 28 at 12:18
1
Finance: risklatte.xyz/Articles/QuantitativeFinance/QF184.php tsijournals.com/articles/laplace-transform-in-finance.pdf
â Jack Bauer
Aug 28 at 12:18
Basically, a Laplace transform will convert a function in some domain into a function in another domain, without changing the value of the function. (more in this quora answer on engineering to a quora question on computer science)
â Jack Bauer
Aug 28 at 12:22
A Laplacian is something else. It is a differential operator. It is the divergence of the gradient : $nabla cdot (nabla(cdot))$.
â mathreadler
Aug 28 at 13:29
1
It is apparently a very useful source for exercises for mechanical engineering students.
â Asaf Karagilaâ¦
Aug 28 at 15:08