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Questions related from Anirudh Nath
Suppose we have a nonlinear system: x_dot=A x + B u(t-T) + phi(x) + d(t) y=Cx where x:state, u:control input, d:exogenous disturbance (bounded), phi(x): nonlinear vector (satisfy local...
25 June 2019 6,989 3 View
I have a system in state-space as: x_dot = A x +b u + E; y=Cx where E is a constant vector. Q/ How to design state-feedback in LMI frame work for the above system? Normal Case: E=0; Standard...
02 September 2017 2,634 5 View
Dtqx=a(y-x) Dtqy=rx-y-xz Dtqz=xy-bz(t-tau) a,b and r are constants, q is the order (0
21 August 2017 1,531 14 View
I need to identify a system which is open-loop stable. Now if I want to identify it using neural network,would I need to make the system close-loop stable for collecting the input-output data points ?
11 August 2017 8,197 1 View
Suppose we have a lipschitz nonlinear system with a disturbance input. The disturbance is of decaying exponential like nature with an upper bound known. System: x_dot = f(x) + g(x)u(t) +...
26 April 2017 8,673 4 View
I have a nonlinear system with order 5. I have designed linear or nonlinear control algorithms for the systems. The input of the system have to be a positive signal and should have some upper...
08 April 2017 4,469 6 View
If we have a 5th order system and we have transformed it into a LTI state space representation in Brunovsky form where we have a chain of four integrators, then what will be the advantages for...
30 March 2017 8,880 3 View
I have 5th order nonlinear system of relative degree 5. That is, for feedback linearization this system is completely feedback linearizable where the input-output feedback linearization is...
29 March 2017 9,163 3 View
Since parameters like insulin sensitivity vary within a day of for the same Type 1 Diabetic patient, it is meaningful to introduce these concepts in the parameters of the mathematical models. Can...
18 January 2017 2,530 3 View
dx1/dt = -x1.x3 + k12.x2 + EGP0(1 - x5) - F - Fr + u1 dx2/dt = x1.x3 - k12.x2 - x2.x4 dx3/dt = -ka1.x3 + kb1.x6 dx4/dt = -ka1.x4 + kb1.x6 dx5/dt = -ka1.x5 + kb1.x6 dx6/dt = -ke.x6 + ki.x7 dx7/dt =...
04 November 2016 5,289 6 View
The system is described by: dx1/dt = -ka1.x1 + kb1.x4 dx2/dt = -ka1.x2 + kb1.x4 dx3/dt = -ka1.x3 + kb1.x4 dx4/dt = -ke.x4 + ki.x5 dx5/dt = -ki.x5 + ki.x6 dx6/dt = -ki.x6 + u state variables: [x1...
01 November 2016 9,453 8 View
The insulin secretion in the body of a Type 1 Diabetic is impaired/absent. Is there any insulin secretion in the body for a typical Type 1 Diabetic Patient? If yes then what is the level (typical...
28 October 2016 5,768 3 View
I have a nonlinear system with single input and single output. It has a disturbance input. I have input-output data of the system. How to perform system identification of this system?
05 October 2016 363 3 View
An already established model for a given system described by nonlinear differential equations have 8 state variables. I have collected the input-output data from the standard model. Now, I have...
09 August 2016 322 5 View
I have input-output data for a nonlinear systems described in terms of differential equations. Now, I want to estimate the parameters of the differential equation through neural network. I am...
05 August 2016 8,641 2 View
A system is described by a set of 8 non-linear ordinary differential equations with known disturbance profile and some dis-continuous functions. The state space is given as follows: dx1/dt =...
17 June 2016 4,272 2 View
The IVGTT Bergman minimal model is given by: dG(t)/dt = - p1(G(t) - Gb) - XG + DdX(t)/dt = - p2.X(t) + p3 (I(t) - Ib)dI(t)/dt = - n(I(t) - Ib) dD(t)/dt = - BD(t) Q1/ For Type 1 diabetic patient,...
09 April 2016 3,530 0 View
With Wiener model it is possible to decompose the input-output relationship into two inter-connected blocks where the dynamics are represented by a linear dynamic block (linear system) and the...
17 October 2015 8,127 6 View
any other control technique other than feed forward strategy
17 October 2015 1,534 13 View