Recent content by Payam30

  1. P

    Sliding mode observer gain -- How do I find it?

    Hi, I have a 2nd order of sliding mode observer of the form: \dot{\hat{x}} = \hat{f}(x,t) + \delta f + \Psi(u,y) +[ \frac{d \Omega}{dx}]^{-1} \upsilon where ##\upsilon##: \upsilon_1= \alpha_1 \lambda_1^{1/2} | y_1 -\hat{x}_1|^{1/2}*sign(y_1 -\hat{x}_1) \upsilon_2= \alpha_2...
  2. P

    Automotive Equation of motion for a driving wheel

    I only integrate the \dot{\omega}. can you explain more. Do you think negative values of ##\omega## are okej? I tried with higher torque and it worked. The problem is Matlab or any programming language doesn't know where it exists any forces. For example when the vehicle is standing still, there...
  3. P

    Automotive Equation of motion for a driving wheel

    Now I'm confused, look at the reference here. https://theses.lib.vt.edu/theses/available/etd-5440202339731121/unrestricted/CHAP3_DOC.pdf From the figure and in order to have balance you have to have a ## T## and #Fx# is the traction force that is a function of ##\mu## that is the friction...
  4. P

    Automotive Equation of motion for a driving wheel

    I have no idea. However 400 rad/s is very high. ##\omega ## should the sam direction as torque
  5. P

    Automotive Equation of motion for a driving wheel

    Hi, I have a Driving wheel for which I'm trying to make an observer for. The abserver works very well however , since I don't have my background in mechanics something strange happens. I have to say that I don't know why I think it's strange and that's why I put my question here. Lets assume we...
  6. P

    MATLAB Sliding mode observer in Matlab or Simulink

    Hi, I have designed a variable-based observer analytically on paper. Now it's time to implement it in Simulink/matlab. Suppose we have followings in a tire model. The EOM says: J\dot{\omega} = T-R_eF_x m\dot{v}_x = F_x where J is the inertia of the wheel, \omega is the angular velocity , m is...
  7. P

    MATLAB Simulink: designing a 2nd order sliding controller

    You were right. I did following scheme: The SMC is as following: u = u_d - \frac{K}{b} sat(\frac{\sigma}{\theta}) I have actually problem with founding \theta . This is the boundry thickness. anyone with insights in SMC.
  8. P

    MATLAB Simulink: designing a 2nd order sliding controller

    You mean that I should solve the differential equation instead of using the transfer funktion? That could work...
  9. P

    MATLAB Simulink: designing a 2nd order sliding controller

    Thank you for your response. As you see in the picture, the input should go to the dynamic. The dynamic of the slip is : ## \dot{\lambda} = (- \frac{g}{R\omega} + \frac{Rmg(\lambda -1)}{\omega J})\mu - \frac{(\lambda -1)}{\omega J}T## So this is the case: Reference value ---> SMC -----> dynamics...
  10. P

    LaTeX Latex not downloading update packages

    if you use MikTex then go to Package manager and search for caption and then install it.
  11. P

    MATLAB Mathcad vs MATLAB vs Maple vs Mathematica

    I use Matlab for numerical calculations. The language is very easy. It is on the other side very expensive. I use Maple for symbolic calculations.
  12. P

    LaTeX Finding a Good Free LaTeX Editor

    For writing reports I would recommend TexStudio. and for articles and other than reports and books I would recommend Latexila on Linux. Latexila is a very lightweight and user friendly latex editor. I used it for many years until something strange happened with it and it wouldn't run auto...
  13. P

    MATLAB Simulink: designing a 2nd order sliding controller

    Hi, I've had obtained a mathematical model for the slip controller issue. As you see I have the diffequation for the slip. and the input that force the system to zero error is provided as well. Now it's time to implement it in simulink or matlab. I took a look at the example provided on...
  14. P

    Slip -- should it be used with effective radius?

    Hi, I was thinking of the slip that is defined as following: $$ s = \frac{R\omega}{v_x} -1 $$ The definition of the effective radius according to Chand and Sandu [1] $$ \begin{equation} R_e = \left\{ \begin{array}{l l} R - R \left(1- \frac{1...
Back
Top