In stability analysis how to construct the jacobian matrix?
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I'm a bit confused if we have $dfrac{dx}{dt}=z+3y+x^2$ and $dfrac{dy}{dt}=z^2$ what will be the components of the Jacobian matrix?
differential-equations jacobian stability-theory
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I'm a bit confused if we have $dfrac{dx}{dt}=z+3y+x^2$ and $dfrac{dy}{dt}=z^2$ what will be the components of the Jacobian matrix?
differential-equations jacobian stability-theory
Jacobian of what?
– Federico
Nov 23 at 17:13
as @Moo said something is missing in the problem
– Isham
Nov 23 at 17:49
Let's make it a bit clear. if we have two functions: first one depends only on x, second one depends on y and r. What will be the jacobian matrix for this case? I'm applying stability analysis to some physical system but I'm confused on constructing the jacobian. Hope it's clear now.
– TheDreamer
Nov 23 at 17:52
add a comment |
up vote
0
down vote
favorite
up vote
0
down vote
favorite
I'm a bit confused if we have $dfrac{dx}{dt}=z+3y+x^2$ and $dfrac{dy}{dt}=z^2$ what will be the components of the Jacobian matrix?
differential-equations jacobian stability-theory
I'm a bit confused if we have $dfrac{dx}{dt}=z+3y+x^2$ and $dfrac{dy}{dt}=z^2$ what will be the components of the Jacobian matrix?
differential-equations jacobian stability-theory
differential-equations jacobian stability-theory
edited Nov 23 at 17:15
Yadati Kiran
1,245417
1,245417
asked Nov 23 at 17:05
TheDreamer
11
11
Jacobian of what?
– Federico
Nov 23 at 17:13
as @Moo said something is missing in the problem
– Isham
Nov 23 at 17:49
Let's make it a bit clear. if we have two functions: first one depends only on x, second one depends on y and r. What will be the jacobian matrix for this case? I'm applying stability analysis to some physical system but I'm confused on constructing the jacobian. Hope it's clear now.
– TheDreamer
Nov 23 at 17:52
add a comment |
Jacobian of what?
– Federico
Nov 23 at 17:13
as @Moo said something is missing in the problem
– Isham
Nov 23 at 17:49
Let's make it a bit clear. if we have two functions: first one depends only on x, second one depends on y and r. What will be the jacobian matrix for this case? I'm applying stability analysis to some physical system but I'm confused on constructing the jacobian. Hope it's clear now.
– TheDreamer
Nov 23 at 17:52
Jacobian of what?
– Federico
Nov 23 at 17:13
Jacobian of what?
– Federico
Nov 23 at 17:13
as @Moo said something is missing in the problem
– Isham
Nov 23 at 17:49
as @Moo said something is missing in the problem
– Isham
Nov 23 at 17:49
Let's make it a bit clear. if we have two functions: first one depends only on x, second one depends on y and r. What will be the jacobian matrix for this case? I'm applying stability analysis to some physical system but I'm confused on constructing the jacobian. Hope it's clear now.
– TheDreamer
Nov 23 at 17:52
Let's make it a bit clear. if we have two functions: first one depends only on x, second one depends on y and r. What will be the jacobian matrix for this case? I'm applying stability analysis to some physical system but I'm confused on constructing the jacobian. Hope it's clear now.
– TheDreamer
Nov 23 at 17:52
add a comment |
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Jacobian of what?
– Federico
Nov 23 at 17:13
as @Moo said something is missing in the problem
– Isham
Nov 23 at 17:49
Let's make it a bit clear. if we have two functions: first one depends only on x, second one depends on y and r. What will be the jacobian matrix for this case? I'm applying stability analysis to some physical system but I'm confused on constructing the jacobian. Hope it's clear now.
– TheDreamer
Nov 23 at 17:52