CHAITANYA BHARATHI INSTITUTE OF TECHNOLOGY (A)
  • A1 - Vector Calculus and Differential Equations - II - 2020-21
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    General
    Announcements
    SLIP TEST - I, 22-05-2021, TIME : 2.20 PM To 3.00 PM
    Assignment-1
    SLIP TEST - II, 26-06-2021, TIME : 3.30 PM To 4.10 PM
    Assignment - II
    Slip Test - 3; Date: 25-07-2021; Time: 2 PM to 2.30 PM
    CLASS VEDIO LINKS
    ALL CLASS VEDIOS
    7-4-21, 10.20-11.20 AM, Introduction
    7-4-21, 11.30-12.30 PM, Introduction
    9-4-21; 11.30-12.30 PM; Application of derivatives and DE
    10-4-21; 10.20-11.20 ; Volumes of revolutions
    10-4-21; 2.10-3.10PM; Problems on Volumes of revolutions
    23- 4-2021, 11.30-12.30 PM, Problems on Revolution along X and Y axis
    24 4-2021, 10.20-11.20 AM, Surface areas of Revolution
    24 4-2021, 2.10-3.10 PM, Double integrals
    28 4-2021, 10.20-11.20 AM, Problems on double integrals
    28 4-2021, 11.30-12.30 PM, Problems on triple integrals
    30- 4-2021, 11.30-12.30 PM, change of order of integratin
    5-5-2021, 10.20-11.20 AM, Problems on change of order of integratin
    5-5-2021, 11.30-12.30 PM, Problems on Areas and volumes of solids- Civil-I
    7-5-2021, 11.30-12.30PM, Coursera Orientation Webinar
    8-5-2021, 10.20-11.20 AM, Vector and scalar fun. and Gradiant
    8-5-2021, 2.10-3.10 AM, Problems on Gradiant
    12-5-2021,10.20-11.20, Divergent and Curl
    12-5-2021,11.30-12.30, Problems on Divergent and Curl
    19-5-2021,10.20-11.20 AM, Problems
    19-5-2021,11.30-12.30, Vector identities
    21-5-2021,11.30-12.30, revision of Unit-II
    22-5-2021, Line integrals
    26-5-2021, Line and Surface integrals
    26-05-2021, surface integrals
    28-05-2021, Volume integrals
    29-05-2021,Problems on surface integrals
    29-05-2021, Surface integrals of cube and parallelepiped
    04-06-2021,Greens theorem
    09-06-2021, Problems on Greens theorem
    09-06-2021, Stokes Theorem, and problems
    11-06-2021, Problems on Stokes and Gauss Theorem.
    12-06-2021, Problems on Gauss Theorem.
    16-06-2021, Problems
    16-06-2021, Exact Differential Equations
    18-06-2021, Non Exact Differential Equations
    19-06-2021, Non Exact Differential Equations case-II
    19-06-2021, Mentor session
    19-06-2021, Non Exact Differential Equations case-III
    23-06-2021, Non Exact Differential Equations case-IV
    23-06-2021, Non Exact Differential Equations Inspection Method
    25-06-2021, Problems on Inspection Method
    26-06-2021, Linear Differential equations
    30-06-2021, Problems on Linear Differential equations
    30-06-2021, Bernoullis Differential equations
    02-07-2021, Problems on Bernoullis Differential equations
    07-07-2021, Higher order Linear Differential equations
    07-07-2021, Higher order Linear Differential equations
    09-07-2021, P.I. Case -1
    10-07-2021, P.I. Case -1I and III
    10-07-2021, P.I. Case -IV
    14-07-2021,Problems on CF and PI
    14-07-2021,Problems on CF and PI
    16-07-2021,Cauchys eulers equation
    17-07-2021, problems on Cauchys eulers equation
    17-07-2021, singular points
    17-07-2021, Power series solutions
    22-7-2021, Problems on Power series solutions
    22-7-2021, Problems on LR and LCR circuit problems
    23-7-2021, Orthogonal Trajectories
    23-7-2021, Growth and Decay Problems
    24-7-2021, Riccatis Equation
    24-7-2021; Clairauts Equation
    UNIT-1 (MATERIAL)
    VOLUMES OF REVOLUTIONS
    Problems on Volumes of revolutions
    Surface Areas of revolutions
    Double and Triple Integrals
    Change oforder of integration
    Change of order, Areas and volumes of solids
    UNIT-II
    Vector and scalar function and Gradiant
    Problems on Gradient
    Divergent and Curl
    Problems and Vector identities
    Problems
    UNIT-III
    line Integrals
    Line and surface integrals
    Volume Integrals
    Greens Theorem
    Problems on Greens Theorem
    Problems on Stokes theorem
    Problems on Gauss Divergence Theorem
    UNIT-IV
    Exact differential Equations
    Non Exact differential Equations
    Non Exact differential Equations case III and IV
    Inspection Method
    Problemson Inspection Method
    Linear and Bernoullis differential equations
    Orthogonal Trajectories
    Growth and decay Problems
    Riccatis equation
    Clairauts equation
    UNIT-5
    Higher Order Linear Differential Equations
    Higher Order Linear Differential Equations class notes
    Perticular Integrals
    Problems on Method of variation of parameters and cauchys eulers equation
    singular points and Power series solution
    problems on Cauchys eulers equations and singular points
    LR circuit problems
    LCR circuit problems
    Class notes on Power series solution
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    A1 - Vector Calculus and Differential Equations - II - 2020-21
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    7. A1 - Vector Calculus and Differential Equations - II - 2020-21
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    A1 - Vector Calculus and Differential Equations - II - 2020-21

    • Teacher: Dr. Swatmaram Associate Professor
    Skill Level: Beginner

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