tailieunhanh - UNIVERSITY DEPARTMENTS ANNA UNIVERSITY CHENNAI :: CHENNAI 600 025 REGULATIONS – 2008

Ruminants, such as dairy cows, can very well utilize NPN (see Chapter 2). Hence, instead of feeding dairy cows expensive (true) protein, cheaper sources of nitrogen can be used as well. Urea which is relatively cheap chemical product, is such a non-protein nitrogen. However, certain precautionary rules must be observed when feeding non-protein nitrogen to dairy cows. It should be realized, that NPN (urea) can only be used in low level production systems with high amounts of poor quality roughage. In feeding high yielding dairy cows, this NPN does not play a significant role. In case the ration is. | UNIVERSITY DEPARTMENTS ANNA UNIVERSITY CHENNAI CHENNAI 600 025 REGULATIONS - 2008 CURRICULUM FROM III IV SEMESTERS FOR . FOOD TECHNOLOGY SEMESTER - III CODE NO COURSE TITLE L T P C THEORY MA 9211 Mathematics III 3 1 0 4 IB 9201 Principal of chemical Engineering 2 1 0 3 IB 9204 Cell Biology 2 1 0 3 IB 9205 Microbiology 3 0 0 3 CY 9261 Physical Chemistry 3 0 0 3 IB 9203 Bio Organic Chemistry 3 0 0 3 FT 9201 Food Chemistry 2 1 0 3 PRACTICALS IB 9208 Microbiology Lab 0 0 4 2 PH 9207 Physical Organic Chemistry Lab 0 0 4 2 TOTAL 26 SEMESTER - IV CODE NO COURSE TITLE L T P C THEORY MA 9261 Probability And Statistics 3 1 0 4 CY 9213 Instrumental Methods of Analysis 2 1 0 3 CH 9034 Fundamentals of Heat and Mass Transfer 2 1 0 3 FT 9251 Food Microbiology 2 1 0 3 CH 9023 Biochemical Engineering 3 0 0 3 GE 9021 Environmental Science and Engineering 3 0 0 3 IB 9254 Genetics 3 0 0 3 PRACTICALS CY 9214 Instrumental Methods of Analysis lab 0 0 4 2 IB 9256 Chemical Engineering Lab 0 0 4 2 TOTAL 26 MA9211 MATHEMATICS III L T P C 3 1 0 4 Aim To facilitate the understanding of the principles and to cultivate the art of formulating physical problems in the language of mathematics. 1 Objectives To introduce Fourier series analysis which is central to many applications in engineering apart from its use in solving boundary value problems To acquaint the student with Fourier transform techniques used in wide variety of situations in which the functions used are not periodic To introduce the effective mathematical tools for the solutions of partial differential equations that model physical processes To develop Z- transform techniques which will perform the same task for discrete time systems as Laplace Transform a valuable aid in analysis of continuous time systems 1. FOURIER SERIES 9 3 Dirichlet s conditions - General Fourier series - Odd and even functions - Half-range Sine and Cosine series - Complex form of Fourier series - Parseval s identity -Harmonic Analysis. 2. FOURIER .