CSEE W4823x
Prof. Christos Vezyrtzis
Homework 3
Handout 19
October 7, 2013
This homework is due at the beginning of class on Wednesday, October 16. No group work is allowed on this
assignment.
Note: A correct answer without adequate explanation or derivat
CSEE W4823x
Prof. Steven Nowick
Homework 1
Handout 8
September 15, 2016
This homework is due at the beginning of class on Tuesday, September 27.
Note: A correct answer without adequate explanation or derivation will have points deducted. To get full credi
CSEE W4823x
Prof. Steven Nowick
Homework 2 (corrected)
Handout 11
September 27, 2016
This homework is due at the beginning of class on Tuesday, October 11. Because it is larger than some of the
other homeworks, it will be worth 7% of your final grade.
Not
Introduction to Simulation
of VHDL Designs
For Quartus II 12.1
1
Introduction
An effective way of determining the correctness of a logic circuit is to simulate its behavior. This tutorial provides an
introduction to such simulation using Alteras Universit
CSEE W4823 ADVANCED LOGIC DESIGN
FYI: software version is attached on last page of this document.
How to obtain and access Quartus II software?
From Embedded Systems Lab : The QuartusII (v11.1) software is available on machines
(micro1.ilab.columbia.edu m
CSEE 4823 Advanced Logic Design
Handout: Lecture #11
10/9/12
Prof. Steven M. Nowick
nowick@cs.columbia.edu
Department of Computer Science (and Elect. Eng.)
Columbia University
New York, NY, USA
Conditional Sum Adders
8-Bit Conditional Sum Adder: Level 1
D
An Introduction to
Burst-Mode Controllers
and the MINIMALIST CAD Package
(Release v2.0)
Steven M. Nowick
Columbia University
(nowick@cs.columbia.edu)
November 24, 2007
MINIMALIST: Funding Acknowledgments
v2.0 Release (NEW):
This work was supported by NSF
2
3
4
5
Latch Controller
ackN-1
ackN
En
reqN
doneN
reqN+1
Data in
Data out
Data Latch
Stage N-1
Stage N
Stage N+1
6
Latch Controller
ackN-1
ackN
En
reqN
doneN
reqN+1
Data in
Data out
Data Latch
Stage N-1
Stage N
Stage N+1
7
Latch Controller
ackN-1
ackN
En
CSEE W4823 ADVANCED LOGIC DESIGN
Quartus II Tool Setup
Quartus is a CAD tool produced by Altera for analysis, synthesis and simulation of HDL
designs. It enables the developer to model their digital design, perform timing and functional
simulations, synth
CSEE W4823x
Prof. Christos Vezyrtzis
Homework 2
Handout 11
September 25, 2013
This homework is due at the beginning of class on Monday, October 7.
Note: A correct answer without adequate explanation or derivation will have points deducted. To get full cre
CSEE W4823x
Prof. Christos Vezyrtzis
Homework 1
Handout 8
September 14, 2012
This homework is due at the beginning of class on Wednesday, September 25.
Note: A correct answer without adequate explanation or derivation will have points deducted. To get ful
CSEE 4823, Advanced Adders Handout
Prof. Christos Vezyrtzis
Two-Operand Addition
Chapter two
Excerpts from class notes of
Prof. Erik Brunvand
(used by courtesy)
Dept. of Computer Science
University of Utah
revised version
1
Prefix Adders (Tree Adders)
Mo
CSEE 4823 Advanced Logic Design
Handout: Lecture #5
9/18/13
Prof. Christos Vezyrtzis
cvezyrt@us.ibm.com
Department of Computer Science (and Elect. Eng.)
Columbia University
New York, NY, USA
Iterative Circuits:
Example #2
(Mealy-machine based]
Pattern Det
I EEE TRANSACTIONS O N VERY L ARGE SCALE INTEGRATION (VLSI) SYSTEMS, VOL. 3, NO. I , M ARCH 1995
49
Bus-Invert Coding for Low-Power I/O
Mircea R . S tan, Member, IEEE, a nd Wayne P. Burleson, Member, IEEE
Abstruct- Technology trends and especially portabl
CSEE 4823 Advanced Logic Design
Handout: Lecture #11
10/9/13
Prof. Christos Vezyrtzis
nowick@cs.columbia.edu
Department of Computer Science (and Elect. Eng.)
Columbia University
New York, NY, USA
Conditional Sum Adders
8-Bit Conditional Sum Adder: Level 1
CSEE W4823x
Prof. Christos Vezyrtzis
The Quine-McCluskey Method
Handout 5
September 9 , 2012
Introduction.
The Quine-McCluskey method is an exact algorithm which nds an optimal, i.e. minimum-cost, sum-ofproducts implementation of a Boolean function. This
x
1
x
2
x
x1
2
A
R1
R2
f
xn
A
xn
R2
LE
g1
x
x1
2
R1
xn
R1
A
R2
LE
g1
FF
g2
FF
f
g2
R3
f
C<n1>
D<n1>
R1
C<n2>
C>D
D<n2>
C<0>
R2
D<0>
LE
R3
f
C
R1
K
R5
+
R2
D
>
X
R7
f
R3
L
R6
+
Y
R4
x[2:n]
R1
fx
1
LE
0
1
R2
LE
x
1
R3
fx
1
R4
f
x
x
x
x
x
x
x
x
x
x
1
A
2
3
B