Analog Integrated Circuits
Lecture 5: Current Sources and
Current Mirrors
ELC 601 Fall 2013
Dr. Ahmed Nader
Dr. Mohamed M. Aboudina
[email protected][email protected]
Department of Electronics and Co
ELC601- Analog
Circuits
Part II
Brief Course Outline (Part II)
Week #
Topics
1,2
Band gap and regulators
3,4
VGAs and Trans-linear Circuits
5,6
PLLs & CDRs
Instructor: Dr. Mohamed Youssef
Contact in
Cairo University
Faculty of Engineering
Giza Campus
Department of Electronics and
Communications Engineering
ELC 405b Spring 2014
EXERCISE I: ANTENNA ARRAYS
Problem (1)
Prove the pattern multiplicatio
Cairo University
Faculty of Engineering
Giza Campus
Department of Electronics and
Communications Engineering
ELC 405b Spring 2014
EXERCISE II: ATMOSPHERIC WAVE PROPAGATION
Problem (1): (Final Exam 201
Overview of Optical Fiber Communications 23
Once the icons have been selected and connected together, the complex and challenging part starts for
. the user. This involves choosing realistic ran
Username: Yagnesh TrivedEBook. Optical Fiber Communications, 4th Edition. No part of any book may be reproduced or
transmitted in any form by any means without the publisher's prior written permission
Texas A&M University-Kingsville
College of Engineering
Electrical Engineering and Computer Science Department
EEEN 5303 Optical Fiber Communications Syllabus
Instructor:
Class Location and Time:
Offic
SAFETY AND STRESS
Unsafe behavior of Stress
According to safety experts, unsafe behaviors are the
leading contributor to accidents and injuries in the
workplace.
Research shows that unsafe behaviors p
Multiple sequence alignment
Bioinformatics
J. Pevsner
[email protected]
Multiple sequence alignment: todays goals
to define what a multiple sequence alignment is
and how it is generated; to
ECEN 303: Homework 8 Solutions
Problem 1:
Let Xi denote the ith experimental value of X. Let Z = X1 +X2 +X3 +X4 , so that Z is the random
variable whose value we observe. For notation, let fZ|H0 (z|H0
ECEN 303: Homework 9 Solutions
Problem 1:
(1) Let M denote the sum of NA and NB . We can nd the PMF of M by convolving the PMFs
of NA and NB . But we just need the probability M = 3, so it is easier t
ECEN 303: Eleventh Problem Assignment
Due by noon on April 27, 2012 in ZEC 241.
Problem 1: (18 points) Let X1 , X2 , . . . be independent, identically distributed random variables
with (unknown but fi
ECEN 401: Tenth Problem Assignment
Due by noon on Friday, April 20, 2012 in ZEC 241.
Problem 1: (18 points) The Markov chain with transition probabilities listed below is in state 3
immediately before
ECEN 303: Ninth Problem Assignment
Due by noon on Friday, April 13, 2012 in ZEC 241.
Problem 1: (21 points) The hitherto uncaught burglar is hiding in city A (with a priori probability
0.3) or in city
ECEN 303: Eighth Problem Assignment
Due by noon on Friday, March 30, 2012 in ZEC 241.
Problem 1: (17 points) A random variable X is known to be the sum of K independent and
identically distributed exp
ECEN 303: Seventh Problem Assignment
Due in ZEC 241 by noon on Friday, March 23, 2012.
Probiem ‘i: (24 points) Random' variables X and Y are independent and are described by the
probability density fu
ECEN 303: Sixth Problem Assignment
Due in ZEC 241 by noon on Friday, March 9, 2012.
Problem 1: (30 points) Joe Lucky plays the lottery on any given week with probability p, inde
pendently of whether h
ECEN 303: Fifth Problem Assignment
Due in ZEC 241 by noon on February 24, 2012.
Problem 1: (24 points) Discrete random variable X is described by the PMF
(
x
K 12
, if x = 0, 1, 2
pX (x) =
0,
for all
ECEN 303: Third Problem Assignment
Please give to Ms. Gayle Travis in ZEC 241 by noon on Feb. 10, 2012.
Problem 1: (35 points) Oscar has lost his dog in either forest A (with a priori probability 0.4)
ECEN 303: Fourth Problem Assignment
Due in ZEC 241 by noon on Friday, February 17, 2012.
Problem 1: (25 points) Joe and Helen each know that the a priori probability that her mother
will be home on an
ECEN 303: Second Problem Assignment
Please give to Ms. Gayle Travis in ZEC 241 by noon on Fri. Feb 3, 2012.
Problem 1: (30 points) Bo and Cl are the only two people who will enter the Rover Dog Food
j
ECEN 303: First Problem Assignment
Due in class at the beginning of lecture on Thursday, January 26, 2012.
Problem 1: (15 points) Fully explain your answers to the following questions.
(a) If events A
ECEN 449/749: Microprocessor System Design
Department of Electrical and Computer Engineering
Texas A&M University
Assignment #2
Solutions
Submit a hardcopy of your homework in class and any C or Veril
ECEN 449: Microprocessor System Design
Department of Electrical and Computer Engineering
Texas A&M University
Assignment #3
Due Wednesday, November 11, 2015
Submit a hardcopy of your homework in class
ECEN 449/749: Microprocessor System Design
Department of Electrical and Computer Engineering
Texas A&M University
Assignment #2
Due Wednesday, September 30, 2015
Submit a hardcopy of your homework in
ECEN 449 Microprocessor System Design
Introduction to Linux
Texas A&M University
1
Objectives of this Lecture Unit
Learn basics of Linux O/S
Texas A&M University
2
Objectives
The Operating System en
ECEN 449/749: Microprocessor System Design
Department of Electrical and Computer Engineering
Texas A&M University
Assignment #1
Solutions
Submit a hardcopy of your homework in class and any C or Veril