GGSIPU Counselling will start by 2nd july
Details are given below......
Details are given below......
 |
| Add caption |
Friday 29 June 2012
Wednesday 27 June 2012
Counselling notice on 26/06/12
\This is an Edited copy of notice release on www.ipu.ac.in on 26/06/12GGSIPU Lesson Plan B.tech Ist sem Engineering Chemistry
Lesson Plan
Sub:ENGINEERING CHEMISTRY Sub Code:ETCH – 105
1ST
TERM
Water Treatment
1) Introduction and specifications of water
2) Hardness and its determination (EDTA method only)
3) Analysis of water – Alkalinity
4) Boiler fee water, boiler problems – scale, sludge, causes and
preventions carbonate and phosphate conditioning, colloidal conditioning and
calgon treatment
5) Boiler problems Priming and foaming: causes and prevention, caustic
embitterment and corrosion: causes and prevention Removal of silica and
dissolved gases.
6) Water softening processes: Lime – soda process
7) Ion exchange method
8) Water for domestic use
|
L
1
1
|
T
1
|
1
1
|
1
|
|
1
|
||
1
1
1
|
1
|
|
THERMOCHEMISTRY
9) Hess's Law, Heat of a reaction Heat of dilution, Heat of Hydration,
Heat of neutralization and Heat of combustion.
10) Effect of Temperature on heat of reaction at constant pressure
(Kirchoff equation), flame temperature.
|
1
1
|
1
|
GASEOUS STATE
11) Gas laws and Kinetic theory of gases
12) Distribution of molecular velocities, mean free path
13) Liquefaction of gases.
|
1
1
1
|
1
|
2nd TERM
14) Real gases – non ideal behaviour
15) Causes of deviation from ideal behaviour, Vander Waal's equation
|
1
|
1
|
1
|
||
FUELS
16) Classification, calorific value of fuel, (gross and net)
17) Determination of calorific value of fuels, bomb calorimeter
18) Boy's Gas calorimeter
19) Solid fuel – Proximate and ultimate analysis
20) High & Low temperature carbonization, manufacture of coke
(Otto-Hoffmann oven)
21) Liquid fuels – Petroleum chemical composition, fractional distillation
22) Cracking – Thermal and catalytic cracking, Octane and Cetane No. and
its significance
23) Power Alcohol, Analysis of fuel gases (Orsat's apratus)
|
1
1
1
1
1
1
1
1
|
1
1
1
|
CATALYSIS
24) Criteria for catalysis, types, theory of catalysis
25) Homogeneous catalysis – (mechanism of acid-base, Enzymatic catalysis)
26) Catalysis by metal salts, Heterogeneous catalysis (mechanism of
surface reaction)
27) Concepts of promoters, inhibitors and poisoning.
|
1
1
1
1
|
1
1
|
Source : Internet
For Updates Please revisit again or Bookmark us (ctrl+D)
GGSIPU Lesson Plan B.tech Ist SEM Engineering Graphics
LESSON PLAN
Sub : Engineering
Graphics Sub Code (ETME-159)
Lecture 1 (a) Lettering
(b) Lines & Dimensioning
Lecture 2 Scales
Lecture 3 Projections of Points
Lecture 4 Projections of Lines (Reference Planes)
Lecture 5 Projections of Lines (Planes other than
reference Planes)
Lecture 6 Projections of Planes
Lecture 7 Projection of Solids
Lecture 8 Isometric Projections
Lecture 9 Nomography
References
Engineering
Graphics by P.S Gill
Source : Internet
For Updates Please revisit again or Bookmark us (ctrl+D)
GGSIPU Lesson Plan B.TECH Ist sem Applied Physics
LESSON PLAN
Sub : APPLIED
PHYSICS- I , PAPER CODE: ETPH-103
Credits :3
Topics
First Term:
L1: Introduction to Physical Optics, Nature
of Light, Principal of Superposition, Analytical Treatment of
Interference , Young’s Double Slit Experiment, Theory of fringes.
L2:
Conditions for Sustained Interference, Coherent Sources, Interference
due to Division of Wave-front, Fresnel
Biprism in detail, Interference
with White Light, Idea of Stokes Theorem.
T1:
Numerical Problems relating to above Two Lectures.
L3:
Interference due to Division of Amplitude, Interference in Thin Films for Parallel Films and Wedge
Shaped Films.
L4:
Detailed Analysis of Newton’s Rings, Michelson’s Interferometer:
Construction, Working, Adjustments and Formation of Fringes.
T2:
Numerical Problems relating to above Two Lectures.
L5:
Introduction to Diffraction Phenomenon,
Fresnel Diffraction, Concepts of Fresnel’s Half Period Zones and Zone
Plate, Fresnel Diffraction at a Straight
Edge.
L6:
Fraunhofer Diffraction,
Superposition of N Harmonic Motions, Diffraction at a Single Slit, and
then Generalizing to N slits.
T3:
Numerical Problems relating to above Two Lectures.
L7:
Detailed Theory of Plane Transmission Grating, Formation of Spectra, Concept of Absent
Spectra, Dispersive Power of Diffraction
Grating.
L8:
Resolving Power of an Optical Instrument, Rayleigh Criteria for
Resolution, Resolving Power of Plane Transmission Grating and Resolving Power
of a Glass Prism.
T4:
Numerical Problems relating to above Two Lectures.
L9:
Concept of Polarization of Light, Production of Plane Polarized Light by
Different Methods, Brewster’s
Law and Law of Malus.
L10:
Phenomenon of Double Refraction and
Polarization, Construction and
Working of Nicol Prism.
T5:
Numerical Problems relating to above Two Lectures.
L11:
Study of Polarized Light, Quarter Wave Plate and Half Wave Plate.
L12:
Concept of Specific Rotation, Construction and Working of Laurent’s Half
Shade Polarimeter.
T6:
Numerical Problems relating to above Two Lectures.
Second
Term:
L13:
Introduction to Optical Fibers,
Concept of Total Internal Reflection, Types of Optical Fibers,
Advantages of Optical Fibers, Numerical Aperture of Optical Fiber.
L14:
Dispersion in Step Index Optical Fibers and Qualitative Treatment
of Graded Index Optical Fibers.
L15:
Attenuation in Optical Fibers, Application of Optical Fibers, Block
Diagram highlighting Optical Fiber Communication System.
T7:
Numerical Problems relating to above Three Lectures.
L16:
Concept of Central Forces, Inverse Square Law of Forces, Equation of Orbit under action of a
Central Force.
T8:
Numerical Problems relating to above One Lecture.
L17:
Simple Harmonic Motion, Concepts and Characteristics, Equation of
Motion, Energy of Particle Executing SHM, Two Body Oscillations.
L18:
Damped Oscillations, detailed Analysis and Concept of Logarithmic
Decrement, Q-Factor of an Oscillator.
L19:
Forced Oscillations, Equation of Motion and its Solution. Mechanical
Impedance and Phase Characteristics, Power Absorbed, Resonance Condition for both Amplitude and
Power, and Quality Factor of the Oscillations.
T9:
Numerical Problems relating to above Three Lectures.
L20:
Concept of Frame of
Reference, Galilean Transformations, Concept of Ether,
Michelson-Morley Experiment in detail and discussion on Results, Explanation
of Negative Results, Invariance of Speed
of Light.
L21:
Einstein’s Postulates, Lorentz
Transformation Equations, Consequences of Lorentz Transformations.
T10:
Numerical Problems relating to above Two Lectures.
L22:
Relativistic Addition of Velocities, Variation of Mass with Velocity.
L23:
Equivalence of Mass and Energy, Relation between Momentum and Energy,
Explanation for Zero Mass Particles.
T11:
Numerical Problems relating to above Two Lectures.
Third
Term:
L24:
Eyepieces and their Cardinal Points, Construction, Theory and Working
of Huygen’s Eyepiece.
L25:
Construction, Theory and Working of
Ramsden’s Eyepiece, Relative
Merits and Demerits of the Two Eyepieces.
Block Diagram of an Electron Microscope.
T12:
Numerical Problems relating to above Two Lectures.
L26:
Introduction to Lasers, Concept of Spatial and Temporal Coherence,
Principle of Laser, Stimulated and Spontaneous Emission of Light.
L27:
Relation between Spontaneous and Stimulated Emission Probabilities,
Lasing Action, Ruby Laser Construction and Working.
T13:
Numerical Problems relating to above Two Lectures.
L28:
Four Level Continuous Laser, Helium-Neon Laser Construction and Working,
Characteristic Properties of Laser Beam,
Types of Lasers, Application of Lasers.
T14:
Numerical Problems relating to above One Lecture.
Source : Internet
For Updates Please revisit again or Bookmark us (ctrl+D)
GGSIPU Lesson Plan B.TECH Ist sem Mathematics-I
Academic Plan for Semester-I
Subject : Applied Mathematics-I
S.No.
|
Contents
|
No. of Lectures
|
Ist Term
|
||
1.
|
De Moivre’s theorem and roots of complex numbers
|
2
|
2.
|
Euler’s theorem, Logarithmic Functions, Circular functions
|
2
|
3.
|
Hyperbolic Functions and their Inverses
|
2
|
4.
|
Convergence and Divergence of Infinite series
|
1
|
5.
|
Comparison test d’Alembert’s ratio test
|
2
|
6.
|
Higher ratio test, Cauchy’s root test. Alternating series, Leibnitz
test, Absolute and conditioinal convergence.
Successive
differentiation. Leibnitz theorem
(without proof)
|
2
2
|
7.
|
McLaurin’s and
Taylor’s expansion of functions, errors and approximation
|
2
|
8.
|
Asymptotes of
Cartesian curves
|
1
|
9.
|
Curvature of
curves in Cartesian, parametric and polar coordinates
|
2
|
IInd Term
|
||
10.
|
Tracing of
curves in Cartesian, parametric and polar coordinates
|
2
|
11.
|
Reduction
Formulae
area under the
curves
|
2
|
12.
|
Length of the
curves
volume and
surface of solids of revolution
|
2
|
13.
|
Rank of
matrix, Linear transformations
|
2
|
14.
|
Hermitian and
skew – Hermitian forms
|
1
|
15.
|
Inverse of
matrix by elementary operations
|
1
|
16.
|
Consistency of
linear simultaneous equations
Diagonalisation
of a matrix
|
2
|
17.
|
Eigen values
and eigen vectors
|
2
|
18.
|
Caley –
|
1
|
IIIrd Term
|
||
19.
|
First order
differential equations
|
1
|
20.
|
exact and reducible
to exact form
|
2
|
21.
|
Linear
differential equations of higher order with constant coefficients
|
2
|
22.
|
Solution of
simultaneous differential equations
Variation of
parameters
|
2
|
23.
|
Solution of
homogeneous differential equations – Canchy and Legendre forms.
|
2
|
Source : Internet
For Updates Please revisit again or Bookmark us (ctrl+D)
Subscribe to:
Posts (Atom)