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RIMT University
Mathematics - III
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School of Engineering & Technology
B.Tech Mechanical Engineering
Semester V
BTME-3500
Line Integral in Complex Plane, Cauchy’s Theorem, Cauchy’s Integral formula, Cauchy’s Integral formula for Derivatives
Line Integral in Complex Plane, Cauchy’s Theorem, Cauchy’s Integral formula, Cauchy’s Integral formula for Derivatives
Line Integral in Complex Plane, Cauchy’s Theorem, Cauchy’s Integral formula, Cauchy’s Integral formula for Derivatives
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Linear Integral in Complex Plane, Cauchy’s Theorem, Cauchy’s Integral formula, Cauchy’s Integral formula for Derivatives_ME.pptx
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◄ Analytic function
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Fourier Series for interval (c ,c+2l)
Even & odd, half range fourier series
Laplace transforms upto some imortant functions
Laplace transforms of derivative, integration
Inverse Laplace transform and its Application
Formation of PDE, Lagranges Method
Homogeneous Partial Differential Equations with constant coefficients
Functions of Complex variable
Analytic function
Taylor’s and Laurent Series, Singularity, Types of Singularity, Residue
Contor Integration
Taylor’s and Laurent Series, Singularity, Types of Singularity, Residue ►
BTME-3500
General
Fourier Series for interval (c ,c+2l)
Even & odd, half range fourier series_ME
Laplace transforms upto some imortant functions
Laplace transforms of derivative, integration
Inverse Laplace transform and its Application
Formation of PDE_Lagranges Method
Homogeneous Partial Differential Equations with constant coefficients
Functions of Complex variable
Analytic function
Line Integral in Complex Plane, Cauchy’s Theorem, Cauchy’s Integral formula, Cauchy’s Integral formula for Derivatives
Taylor’s and Laurent Series, Singularity, Types of Singularity, Residue
Contor Integration
Topic 13
Topic 14
Topic 15
Topic 16
Topic 17
Topic 18
Topic 19
Topic 20
Topic 21
Topic 22
Topic 23
Topic 24
Topic 25
Topic 26
Topic 27
Topic 28
Topic 29
Topic 30
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