#1
17th October 2012, 04:23 PM
| |||
| |||
Pune university syllabus mechanical engineering Second year
I am student of BE mechanical engineering Second year, of Pune University, now my classes starts so I need the BE mechanical engineering Second year course syllabus, so will you please provide me? |
#2
18th October 2012, 11:52 AM
| |||
| |||
Re: Pune university syllabus mechanical engineering Second year
The Pune University offers Engineering in mechanical. Here is the syllabus of its second year: Applied Thermodynamics Metallurgy Fluid Mechanics Machine Drawing & Computer Graphics Engineering Mathematics III Manufacturing Processes To get the full syllabus, download the file uploaded here. |
#3
13th September 2014, 09:41 PM
| |||
| |||
Re: Pune university syllabus mechanical engineering Second year
I am student of BE mechanical engineering Second year, of Pune University, now my classes starts so I need the BE mechanical engineering Second year course syllabus 2014, so will you please provide me? |
#4
13th September 2014, 09:48 PM
| |||
| |||
Syllabus 2014 BE mechanical second year 3rd semester
I am student of BE mechanical engineering Second year, of Pune University, now my classes starts so I need the BE mechanical engineering Second year course syllabus, so will you please provide me? |
#5
29th July 2015, 03:24 PM
| |||
| |||
Re: Pune university syllabus mechanical engineering Second year
I have information of 2nd Year Engineering sylabus all subject list of Pune university..
|
#6
12th January 2016, 09:44 PM
| |||
| |||
Re: Pune university syllabus mechanical engineering Second year
I want to know the cut off list for admission to direct second year engineering 2016
|
#7
7th July 2016, 03:22 PM
| |||
| |||
Re: Pune university syllabus mechanical engineering Second year
Iam need of second year mechanical engineering sylabus
|
#8
7th July 2016, 03:23 PM
| |||
| |||
Re: Pune university syllabus mechanical engineering Second year
Iam need of second year mechanical engineering sylabus of pune univercity of year 2016-2017
|
#9
27th August 2019, 10:38 AM
| |||
| |||
Re: Pune university syllabus mechanical engineering Second year
Hi buddy here I am looking for Pune university S.E. (Mechanical Engineering/ Automobile Engineering) program syllabus so will you plz let me know about the same here ??
|
#10
27th August 2019, 10:40 AM
| |||
| |||
Re: Pune university syllabus mechanical engineering Second year
As you want here I am giving bellow Pune university S.E. (Mechanical Engineering/ Automobile Engineering) program syllabus so on your demand I am providing same : Engineering Mathematics III (Mechanical + SW / Production + SW / Industrial /Automobile Engineering) Teaching Scheme: Credit Scheme: Examination Scheme: Lectures: 4 Hrs./Week Theory: 04 Ins-Sem: 50 Marks Tutorials: 1 Hr./Week Tutorial: 01 End-Sem: 50 Marks Term work: 25 Marks Prerequisites: - Differential and Integral Calculus, Taylor series and Infinite series, Differential equations of first order and first degree, Fourier series, Measures of central tendency and dispersion, Vector algebra Course Objectives: After completion of the course, students will have adequate background, conceptual clarity and knowledge of mathematical principles related to: 1. Ordinary and partial differential equations applied to Mechanical engineering problems such as mechanical vibrations and heat transfer. 2. Integral Transform techniques such as Laplace transform, Fourier transform and applications to ordinary and partial differential equations in Vibration theory, Fluid dynamics, Heat transfer and Thermodynamics. 3. Statistical methods such as correlation, regression analysis and probability theory in analyzing and interpreting experimental data applicable to Reliability engineering 4. Vector differentiation and integration applied to problems in Fluid Mechanics. Course Outcomes: At the end of this course, students will be able to: 1) Solve higher order linear differential equations and apply to modeling and analyzing mass spring systems. 2) Apply Laplace transform and Fourier transform techniques to solve differential equations involved in Vibration theory, Heat transfer and related engineering applications. 3) Apply statistical methods like correlation, regression analysis in analyzing, interpreting experimental data and probability theory in testing and quality control. 4) Perform vector differentiation and integration, analyze the vector fields and apply to fluid flow problems. 5) Solve various partial differential equations such as wave equation, one and two dimensional heat flow equations. Unit I: Linear Differential Equations (LDE) and Applications (09 Hours) LDE of nth order with constant coefficients, Method of variation of parameters, Cauchys & Legendres DE, Simultaneous & Symmetric simultaneous DE. Modeling of mass-spring systems, free and forced damped and undamped systems. Unit II: Transforms (09 Hours) Laplace Transform (LT): LT of standard functions, properties and theorems, Inverse LT, Application of LT to solve LDE. Fourier Transform (FT): Fourier integral theorem, Fourier transform, Fourier Sine & Cosine transform, Inverse Fourier Transforms. Unit III: Statistics and Probability (09 Hours) Measure of central tendency, Standard deviation, Coefficient of variation, Moments, Skewness and Kurtosis, Correlation and Regression, Probability, Probability distributions: Binomial, Poisson and Normal distributions, Population and sample, Sampling distributions, t-distribution, Chi-square distribution. Unit IV: Vector Differential Calculus (09 Hours) Physical interpretation of Vector differentiation, Vector differential operator, Gradient, Divergence and Curl, Directional derivative, Solenoidal, Irrotational and Conservative fields, Scalar potential, Vector identities. Unit V: Vector Integral Calculus and Applications (09 Hours) Line, Surface and Volume integrals, Work-done, Greens Lemma, Gausss Divergence theorem, Stokes theorem. Applications to problems in Fluid Mechanics, Continuity equations, Streamlines, Equations of motion, Bernoullis equation. Unit VI: Applications of Partial Differential Equations (PDE) (09 Hours) Basic concepts, modeling of Vibrating String, Wave equation, one and two dimensional Heat flow equations, method of separation of variables, use of Fourier series. Solution of Heat equation by Fourier Transforms, Two-dimensional wave equation. Pune university S.E. (Mechanical Engineering/ Automobile Engineering) program syllabus ![]() ![]() ![]() |
Tags |
mechanical engineering |
|