How to solve an ODE using SCILAB [Tutorial]

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  • Опубліковано 14 гру 2024

КОМЕНТАРІ • 31

  • @youreale
    @youreale 7 років тому +4

    Great tutorial series. Thank you!

  • @pallabacharya9880
    @pallabacharya9880 5 років тому +1

    You made my day 😍😍😍
    Please upload more video...

  • @my12ab34
    @my12ab34 4 роки тому

    Crystal clear Brother..Keep up the good work

  • @jayavenkat3657
    @jayavenkat3657 2 місяці тому

    Kindly explain How to display complementary function and general solution in scilab sir

  • @PLC-TechWorld
    @PLC-TechWorld 6 років тому +1

    Great sir!

  • @adilsonfarias1099
    @adilsonfarias1099 4 роки тому

    That's awesome !Thank you for this .

  • @AJ-et3vf
    @AJ-et3vf 3 роки тому

    Thank you. This is very helpful

  • @jigyasasingh9915
    @jigyasasingh9915 5 років тому

    What's difference between console and scinotes ?? How do we classify which program we have to write in which one ??

  • @gabrielpontes1736
    @gabrielpontes1736 5 років тому +1

    Hello friend, great vid!!! I'd like to know, if there is a way of determining a particular solution of a ODE, with a initial value of x, different of '0' with this specific function. Keep up with the good work! Thanks!

  • @rishabhsrivastava641
    @rishabhsrivastava641 8 років тому +1

    which compiler have you used here.. please provide me the link to it.

    • @PhysWhiz
      @PhysWhiz  8 років тому +4

      Hey,
      I am just using SciNotes to write the program in, and then executing the code in the SCILAB console. SciNotes is an inbuilt editor provided with SCILAB.

  • @banyaranitarai7780
    @banyaranitarai7780 5 років тому

    Thanks sir👏👏

  • @kellyshongwe9103
    @kellyshongwe9103 4 роки тому

    how to compute a partial derivative in scilab?, and display the first derivative, then put input values of X? F(x)=X^3 +2y

  • @Lucasytb2
    @Lucasytb2 7 років тому +1

    GREAAAAAATTTTTTTTTTTTTTTT!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!

  • @victorprohorov6201
    @victorprohorov6201 4 роки тому

    would You tell me please. Is it possible to solve such a system symbolically with scilab?

    • @PhysWhiz
      @PhysWhiz  4 роки тому

      I am out of touch with Scilab. I'm not sure if they have implemented this feature or not. At the time of video they didn't have that feature.
      I have a video on symbolic computation using python.

  • @mayukhmodak5984
    @mayukhmodak5984 2 роки тому

    Please show radioactive decay solve

  • @indrakumardadheech7263
    @indrakumardadheech7263 2 роки тому

    is it possible to solve higher order ODE using Scilab ?

  • @aks010
    @aks010 8 років тому +1

    how can I find out value of x0=0

  • @sanjaybulu
    @sanjaybulu 2 роки тому

    dy/dx=lnx, with y(0)=0 solve using scilab

  • @shivanshukalia7037
    @shivanshukalia7037 4 роки тому

    bro you did not put any arguments in f , so what were the deffault vales

  • @Abdurrahman-uf6uf
    @Abdurrahman-uf6uf 7 років тому

    What's the very first line?
    Why is it repaired?

    • @sapphofromindiancontinent3239
      @sapphofromindiancontinent3239 5 років тому +1

      If we have define a variable dx previously then by applying funcprot it's value does not repeat. After funcprot it is redefined.

  • @44379devu
    @44379devu 3 роки тому

    👍👍👍

  • @alexlo7708
    @alexlo7708 4 роки тому

    The problem seems to be implicit function but your scilab solved it as ordinary diff equation. It guess it's wrong.

    • @PhysWhiz
      @PhysWhiz  4 роки тому

      No, this a popular way of solving higher order differential equations by writing them down as first order equations.

    • @alexlo7708
      @alexlo7708 4 роки тому

      @@PhysWhiz If so I think it's not proper way in writing syntax.

    • @alexlo7708
      @alexlo7708 4 роки тому

      @@PhysWhiz I saw it in state space model using matrix. But it doesn't this way on breaking implicit fn to matrix of 1st order.

  • @nzulomesung2373
    @nzulomesung2373 2 роки тому

    Aaaaah

  • @Drishtikon3
    @Drishtikon3 4 роки тому +1

    Can you speak loudly... no one can hear you