Root Locus Technique | Solved Problem-3 | Control System

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  • Опубліковано 7 лют 2025
  • Root Locus Technique | Solved Problem-3 | Control System
    In control theory and stability theory, root locus analysis is a graphical method for examining how the roots of a system change with variation of a certain system parameter, commonly a gain within a feedback system. This is a technique used as a stability criterion in the field of classical control theory developed by Walter R. Evans which can determine stability of the system. The root locus plots the poles of the closed loop transfer function in the complex s-plane as a function of a gain parameter (see pole-zero plot).
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КОМЕНТАРІ • 86

  • @aryadg02
    @aryadg02 8 місяців тому +1

    Sir I cannot express in words how much this video helped me with this concept. I was struggling in this topic earlier and now its crystal clear. Thank you sir for teaching so exceptionally well.I literally became a fan of your teaching technique and now I am confident for my exams.

  • @triple.e.sudhanshu
    @triple.e.sudhanshu  10 місяців тому +3

    All the visitors are requested to SUBSCRIBE the channel to get the contents on time!!!
    👉Your small act of taking subscription will increase the frequency of uploading contents.
    👉All the contents related to the subjects shall be uploaded including easy, moderate and difficult numerical solutions in easiest way.
    😊I'm glad that you like the content, stay connected, enjoy the learning, have blast in the exams and drop your doubts in the comment box.
    🙏

  • @AzmatAbbastech
    @AzmatAbbastech 2 місяці тому

    ever best video to learn root locus very easy steps and a beautiful and inspiring teaching style

  • @AzmatAbbastech
    @AzmatAbbastech 2 місяці тому

    Sir I cannot express in words how much this video helped me with this concept. I was struggling in this topic earlier and now its crystal clear. Thank you sir for teaching so exceptionally well.I literally became a fan of your teaching technique and now I am confident for my exams.

  • @-EE-IRFANAHMED
    @-EE-IRFANAHMED 8 місяців тому +1

    Really great way of teaching . Because our teacher also not taught like this way. I watch ur videos my all doubt got clear .. ❤❤❤

  • @perisatvika8997
    @perisatvika8997 8 місяців тому

    Thank you so much sir ... understood all the concepts of root locus which was initially very difficult for me .

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  8 місяців тому

      No Worries 🙂
      Put your suggestions, if there are any!

  • @navodayanstar2309
    @navodayanstar2309 9 місяців тому

    Thank you sir by Dil se apke question se bahut help mili.....

  • @gurpartapsingh7682
    @gurpartapsingh7682 8 місяців тому

    great way of teaching,
    you made it look so easy thanks a lot

  • @UmeshYadav-sk1857
    @UmeshYadav-sk1857 8 місяців тому +2

    Keep it up sir..
    Padane ka tarika acha(bhooot acha ) ha no doubt ...but use bhi achi chizz ek or ha , which is mindset..
    Jo create 😂ker dete ho Starting me hi ki one of the most simplest numerical...then mind start to think acha ji esi baat ha tabto kerna ha and mind apne dimak ka darwaja open ker leta ha and samj jo nahi bhi ata vo bhi ajata ha.
    Keep it up 🫡..
    Continuous rakho isko kafi agee jayega apka channel no doubt.

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  8 місяців тому

      गुरु का तो काम ही है मुश्किल को आसान बनाना, और यह तो उसके गुणों में शामिल होना चाहिए😅
      बहुत बहुत धन्यवाद आपका इतने उदार शब्दो के लिए 🙏❤️

  • @eesagar
    @eesagar 10 місяців тому

    Thank you sir🙏it really helps

  • @sakshammaheshwari5468
    @sakshammaheshwari5468 9 місяців тому

    perfectly explained

  • @kumkum0902
    @kumkum0902 9 місяців тому

    Thank you sir 🙏🏻

  • @slowspread3766
    @slowspread3766 9 місяців тому

    Bahot hi achchha lagaa❤

  • @Ayyaz_Mohd
    @Ayyaz_Mohd 10 місяців тому

    Awesome explanation

  • @the.businesspreneur
    @the.businesspreneur 8 місяців тому

    Hats off to your teaching skills sir 🙏.
    Sir pls make a video on root locus question where we get both break away and break in point..
    And sir pls upload Bode plot videos , our semester exams are approaching...

  • @piyushaggrawal9943
    @piyushaggrawal9943 9 місяців тому

    sir hats off

  • @HV.BEATBREAKERS
    @HV.BEATBREAKERS 9 місяців тому

    Thank you

  • @AK-ii3li
    @AK-ii3li 2 місяці тому

    sir angle of departure ki liye to phi=180-(

  • @onlydj-yq3fk
    @onlydj-yq3fk 8 місяців тому +1

    Sir ji transfer function kaise nikala jata hai block diagram se uske upar ek video banate to help hota sir❤

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  8 місяців тому +1

      Sure!

    • @onlydj-yq3fk
      @onlydj-yq3fk 8 місяців тому

      Sir 10 June se pehele aegi?
      10 ko exam hai mera🥲

    • @onlydj-yq3fk
      @onlydj-yq3fk 8 місяців тому +1

      Sir 10 June se pehele aegi?
      10 ko exam hai mera🥲

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  8 місяців тому

      @@onlydj-yq3fk I will try dear

    • @onlydj-yq3fk
      @onlydj-yq3fk 8 місяців тому

      Ok sir
      BIG RESPECT TO YOU❤️🫡🫡

  • @sujalgarg4535
    @sujalgarg4535 8 місяців тому

    Aap bohot acha padhate ho.... Thankyou..❤❤❤..very much..but or videos kyu nhi daal te or iss topic pe?

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  8 місяців тому

      Thank you❤️
      I understand your concern dear...mai abhi delhi hu aur mere ps recording tools ni hain isliye problems ho rhi hai...me jald hi start krunga

    • @sujalgarg4535
      @sujalgarg4535 8 місяців тому

      @@triple.e.sudhanshu vaise root locus pr or videos bnaoge??🤔?

  • @gameropyt2744
    @gameropyt2744 8 місяців тому

    Sir apne is wale video mai +90 kiya angle of departure nikalte wakt, picheli wali mai -90 kiya
    Bata do sir kal paper hai

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  8 місяців тому

      Bracket open kroge aap to -ve sign andar multiply hoga isliye -90 degree likha h waha

  • @shobhitsaxena9331
    @shobhitsaxena9331 2 місяці тому

    Sir please complete this series

  • @-AliRaza-tn9ij
    @-AliRaza-tn9ij 8 місяців тому

    Sir agr asymptote aur pole aik point pr a jy tu phir hm kya krain?

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  8 місяців тому +1

      No problems...follow the same process

    • @-AliRaza-tn9ij
      @-AliRaza-tn9ij 8 місяців тому

      @@triple.e.sudhanshu thanks a lot Dear sir 😍

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  8 місяців тому

      @@-AliRaza-tn9ij No problem! I am always there.
      If further help is required then let me know through the official number given in description!

    • @-AliRaza-tn9ij
      @-AliRaza-tn9ij 8 місяців тому

      Sir aik problem solve Ni ho rhe

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  8 місяців тому

      @@-AliRaza-tn9ij send

  • @bhishmaxgaming6396
    @bhishmaxgaming6396 9 місяців тому

    Please solve this question iska solution kahi nahi milra sir
    A unity feedback system with open loop transfer function G(s) = k / (s+1)^4
    Plot root locus
    Also sir denominator simplify kaise kre pls bataiye

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  9 місяців тому

      simplify q krna hai...there are four poles at the same location i.e. -1, you will get 4 asymptotes draw it...it's a very simple question.

  • @yashk8014
    @yashk8014 8 місяців тому

    Sir aap kaha se wo ? And aap tution classes lete ho kya ?

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  8 місяців тому

      Mai "Sonbhadra, Uttar Pradesh" se hu...
      Nhi dear Mai pehle as an assistant professor work karta tha lekin ab power sector me job karta hu.

  • @ashishvyas2104
    @ashishvyas2104 9 місяців тому

    Sir please Bode plot or nyquist k bhi video upload kr dijiye na

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  9 місяців тому

      Ha sb krunga intezar kijiye ..In which semester, you are studying??

    • @ashishvyas2104
      @ashishvyas2104 9 місяців тому

      @@triple.e.sudhanshu 5th semester sir bode aur nyquist m problem ho rhi h sir exam aane wale h….

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  9 місяців тому

      Okay, kab se hain exams? Any tentative date?

    • @ashishvyas2104
      @ashishvyas2104 9 місяців тому

      @@triple.e.sudhanshu Sir control system ka 17 May ko hai…usse pahle agar bode plot upload kar dijiyega na sir..🙏🏻

  • @ayushgupta22
    @ayushgupta22 4 місяці тому

    goated 🐐🐐🐐🐐🐐🐐🐐🐐🐐🐐

  • @passion0812
    @passion0812 4 місяці тому

    please sir tell the range of stability here

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  4 місяці тому

      Calculate the value of K at intersection with imaginery axis using Routh Hurwitz, you will get the conditions

  • @Shivam-th7jn
    @Shivam-th7jn 9 місяців тому

    *70.56 degree

  • @dharmveerkumar1699
    @dharmveerkumar1699 8 місяців тому

    sir locus p hi centroid aa jae to phir kya kare

  • @MKHomeTuition-ug9fw
    @MKHomeTuition-ug9fw 9 місяців тому

    please sir continuity maintain rakhiye sir 🙏🙏🙏🙏

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  9 місяців тому

      Haan baat to sahi hai...mai abhi actually out of station hu isliye possible ni ho pa rha h upload krna...lekin meri kosis rhegi jald s jald suru krne ki...

  • @noviceseries
    @noviceseries 8 місяців тому

    💐💐💐💐💐✊🏻✊🏻✊🏻👌🏻👌🏻👌🏻👌🏻✨✨✨✨

  • @sumantkumar6294
    @sumantkumar6294 8 місяців тому

    Sir padhae to bahut achchha but
    Break way ka point kaise nikal dye ye samajh mai nhi aaya
    S1, s2, s, 3 ka value

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  8 місяців тому +1

      You can use the scientific calculator to know values!
      You are allowed to use it.
      Or you can prefer the latest video lecture to solve the cubic polynomial.

  • @mr.umerworld5402
    @mr.umerworld5402 6 місяців тому

    Kitny angle nikny kesy pta chlega

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  6 місяців тому

      @@mr.umerworld5402
      1. Angle of asymptotes: Total number of angle of asymptotes is equal to total number of root locus.
      2. Angle of departure/arrival: Total number of angle of departure is equal to total number of complex poles/zeros.

  • @xD-xp1wy
    @xD-xp1wy 8 місяців тому

    Need your help sir

  • @aliansari9098
    @aliansari9098 8 місяців тому

    sir please bode plot daal dijiye paper aane wale h 11 tareek se

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  8 місяців тому

      It will be uploaded on the 9th of june...don't worry!

  • @elizabethmusenya9242
    @elizabethmusenya9242 9 місяців тому

    Well explain but at least have English subtitles

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  9 місяців тому

      Yeah sure! I will try in the next videos further if you have any suggestions on what tools are used to add subtitles then please let me know.

  • @OurNational
    @OurNational 6 місяців тому

    Breakaway point me s1,s2,s3 kaise aaya hai

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  6 місяців тому

      @@OurNational Just solve the polynomial equation (either using calculator or factor method) obtained after differentiating with respect to 's', you will get multiple values of 's' then select the appropriate value of break-away point according to the question.

  • @MKHomeTuition-ug9fw
    @MKHomeTuition-ug9fw 9 місяців тому

    sir videos kyo nhi daal rhe aap ?

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  9 місяців тому

      I will upload the videos soon, I am in a different city due to office work... Wait patiently!

  • @vr774
    @vr774 5 місяців тому

    S1 2.8 kaise Aya sir

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  5 місяців тому

      @@vr774 Aapne shayd dhyan se nhi dekha video...
      S1 ki value -4.2 hai

    • @vr774
      @vr774 5 місяців тому

      @@triple.e.sudhanshu abhi samja sir thank you

  • @sujalgarg4535
    @sujalgarg4535 8 місяців тому

    Hr kisi video m angle of departure (180 - fi) h or angle of arrival (180 +fi)... LekinApne dono ka formula( 180 - fi) likha h ...kyu😅???

    • @triple.e.sudhanshu
      @triple.e.sudhanshu  8 місяців тому

      If you write;
      Angle of departure = 180 - @
      then you have to calculate, Fi = (Summation of angles due to poles - Summation of angles due to zeros)
      If you write;
      Angle of departure = 180 + @
      then you have to calculate, Fi = (Summation of angles due to zeros - Summation of angles due to poles).
      It doesn't make any changes in the result.
      Both are the same dear!
      & In this question, I didn't calculate the angle of arrival.