Networks:
Network Analysis VanValkenburg
Engineering Circuit Analysis Hayt & Kemmerly
Electric Circuits by Joseph A. Edminister
Fundamentals of Electric Circuits – Sadiku
Electronic devices:
Integrated electronics by Milman Halkias
Electronic Principals by Malvino
Micro Electronic Circuits by Sedra & Smith
Electronic Devices and Circuits by David A Bell
Electronic Devices And Circuits by Boylestead
Solid State Electronic Devices by Benjamin G Streetman
Analog Circuits:
Integrated Electronics by Millman and Halkias
Electronic devices and circuits by Boylestad and Nashelsky
Electronic devices and circuits by Millman and Halkias
Microelectronics by Millman and Grabel
Analog Circuits by Sedra and smith
Linear ICs and integrated circuits by Gaekwad
Signals and Systems:
Signal and Systems Simon Haykin
DSP by Proakis and Manolkis
Signals and Systems by Oppenheim and Schaffer
Signals and systems by B.P.Lathi
Digital Circuits:
Digital Electronics by Morris Mano
Microprocessor by Ramesh Gaonkar
Digital Principles and Design by Donald Givone
Digital Circuits by Taub and Shilling
Digital Electronics by Salivahanan
Electromagnetics:
Engineering Electromagnetics by William Hayt
Elements of Electromagnetics by Mathew Sadiku
Electromagnetic waves and Radiating system by Jordan and Balmein
Electromagnetics by K.D.Prasad
Microwave devices and circuits by Liao
Schaum Series for solved problems
Communications:
Communication System by Simon Haykin
Principles of Communication system by Taub and Schilling
Schaum series for solved problems
Modern and Digital Communication system by B.P. Lathi
Thursday, March 17, 2011
Monday, March 14, 2011
MIT Lectures on Single variable Calculus
Lecture 1:
Definition of Derivative
Lecture 2:
Limits and Continuity
Lecture 3:
Derivatives
Lecture 4:
Chain Rule
Lecture 5:
Implicit Differentiation
Lecture 6:
Exponential and Log
Lecture 7:
Hyperbolic Functions
Lecture 9:
Linear and Quadratic Approximations
Lecture 10:
Curve Sketching
Lecture 11:
Max-Min
Lecture 12:
Related-Rates
Lecture 13:
Newtons-Method
Lecture 14:
Mean-Value Theorem
Definition of Derivative
Lecture 2:
Limits and Continuity
Lecture 3:
Derivatives
Lecture 4:
Chain Rule
Lecture 5:
Implicit Differentiation
Lecture 6:
Exponential and Log
Lecture 7:
Hyperbolic Functions
Lecture 9:
Linear and Quadratic Approximations
Lecture 10:
Curve Sketching
Lecture 11:
Max-Min
Lecture 12:
Related-Rates
Lecture 13:
Newtons-Method
Lecture 14:
Mean-Value Theorem
Sunday, March 13, 2011
Formula's- Basic electronics
Ohm's Law:
For Resistance:(R)ohms
V = I.R Volts
R = V/I Ohms
I = V/R Amperes
For Inductance:
V = L.(di/dt)
For Capacitor:
I = C.(dv/dt)
For Resistance:(R)ohms
V = I.R Volts
R = V/I Ohms
I = V/R Amperes
For Inductance:
V = L.(di/dt)
For Capacitor:
I = C.(dv/dt)
Saturday, March 12, 2011
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