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16 Logic................................... gate.pdf
16 Logic................................... gate.pdf
ShohidulIslamSovon
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42 slides
Feb 23, 2024
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About This Presentation
logic gate
Size:
1.06 MB
Language:
en
Added:
Feb 23, 2024
Slides:
42 pages
Slide Content
Slide 1
Computer Fundament: L 3 all Se Fritl Sinn
Slide 2
Computer Fundamant
AND Gate
Slide 3
Inputs Output
_| _— :-::
[e [e | E
Le | 1 | 3
It Te | :
Ref. Page 77 Chapter 6: Boolean Algebra and Logic Circuits Slide 39/78
Slide 4
Computer Fundament: L 3 all Se Fritl Sinn
Slide 5
‘Computer Fundamentalssrrdaao ini
OR Gate ESA Symool
ane Trutn Tagle)
Ref. Page 78 Chapter 6: Boolean Algebra and Logic Circuits Slide 41/78
Slide 6
Computer Fundament d e ina ee Frith Sin
Slide 7
Computer Fundamento sini 2. mer]
NOT Gara’ CUA Symool
ane [rutin Taole)
Ref. Page 79 "Chapter 6: Boolean Algebra and Logic Circuits Slide 43/78
Slide 8
Computer Fundam SN sini 2 Frith Sitte
E
Slide 9
Output
C=A+B
Ref. Page 79 Chapter 6: Boolean Algebra and Logic Circuits Slide 45/78
Slide 10
Computer Fundamant
Slide 11
¡Computer Fundamental Arras Sink de QE
NOR Gare (Sloe Diagram Symool
ane [ruin Taole)
Ref. Page 80 Chapter 6: Boolean Algebra and Logic Circuits Slide 47/78
Slide 12
Computer Fundamant
Slide 13
Computer Fundamentales KOSiT ferrite Sinter
Finding Soolsatreexoression
Of alogic Circuit (Example)
Slide 14
Computer Fundamentals "re KOSiT ferrite Sinter
Finding SOOMmeexore
of a Logic Circuit
Slide 15
Computer Fundamantarenrt
trucrir Logic Circuit from
jon (Exarmole 1)
Slide 16
Computer Fundam antarer
trucrir Logic Circuit from
jon (Example 2)
Slide 17
Computer Fundam antler
Universal NAND Gat
[INAND gate is an universal gate
Isufficient to implement an
lexpression|
Slide 18
Computer Fundamenti rra nO
moler entarromoj NOT, AND and OreGiat
MANE) Gizti
Serrith Singen
Slide 19
Computer Fundamenti rra nO
moler entarromoj NOT, AND and OreGiat
NAND Gizti
Serrith Singen
Slide 20
Computer Fundamentos Pit Sidi
Metnod Of Mrriolemernting a Boolean Expression
wien Only NAND Gates
Slide 21
Computer Fundamantserrigasy i Sint ce Pritt Sine
Imiolemeriting™esoolean Expressiorowitna Only
Slide 22
Computer Fundamantas™ Preis iC age rrith Sine
Imiolemeriting™esoolean Expressiorowitna Only
i
NAND Gates (Exar ole)
Ca itera rad ere pa
Slide 23
Computer Fundamantserrigasy i Sint ce Pritt Sine
Imiolemeriting™esoolean Expressiorowitna Only
Slide 24
Computer Fundamentals res iC Sinker a Fritt Singer
Universal NOR Gate
8 INOR gate is an universal gate, it is alone sufficient to]
lim plement Boolean expression|
Slide 25
Computer Fundamentos iC Sinia ee rrith Sinter
Imolemeritarrornsoi NOT, OR and ANDeGates
NOR Gates
Slide 26
Computer Fundamen tire
Timor NOT, OR and ANDA
Imolemerirar
NOR Gates
Slide 27
Computer Fundamenta ap
Metnod or Frrdlssmerking
wien Only NOR Gates
a Boolean Expression
Slide 28
Computer Fundamantals™ Prego iC Sinha 2 rrith Sir
Imolemenitingesoolsan Expressionmomith Only
NOR Gates (Exarmpoles
Slide 29
Computer Fundamento E Sint 2 rite Sine
Imolemeriting™esoolsan Expressiornoitn Only
NOR Gates (Exarmpoles
tes rf roro ely
dus camplanm kamen
| tie and age Lay
—_
—
Slide 30
Computer Fundamantals™ Prego iC Sinha 2 rrith Sir
Imolemenitingesoolsan Expressionmomith Only
NOR Gates (Exarmpoles
Slide 31
IA®@B=A-B+A-B
(A ®B) ®C=A@(B@C)=A@BEC|
Slide 32
Sl
Ref. Page 92 Chapter 6: Boolean Algebra and Logic Circuits Slide 68/78
Slide 33
Computer Fundam antler.
fa
Equivalence rumetion wien Block Di
Sy moo!
Slide 34
‘Computer Fundamentalssrrdaao ini
SrnCesrunerion
Ref. Page 92 Chapter 6: Boolean Algebra and Logic Circuits Slide 70/78
Slide 35
Computer Fundament PRES iC Sinha se Priti Siria
Steos in Designinty Cormoinational Cirewtt
1.
LA
Slide 36
Computer Fundamenta SURE PK Sinira
igning a Comoinational Circuit =>
mole dl — rlali-Adder Des u
Outputs
Ref. Page 93 Chapter 6: Boolean Algebra and Logic Circuits Slide 72/78
Slide 37
Computer Fundamental
Designing a Comoinational Circuit
examole | — rlali-Adder Design
>
Slide 38
signing a Combinational Circuit
mole — Full-Adder Design
=lueoakhooo
oohohrhls
Ref. Page 94 Chapter 6: Boolean Algebra and Logic Circuits Slide 74/78
Slide 39
Computer Fundamantar
Designing a Comoinational Circuit
example 2 — Full-Adder Desi
Slide 40
Computer Fundamantar
Designing a Comoinational Circuit
example 2 — Full-Adder Desi
Slide 41
Computer Fundamantar
Designing a Comoinational Circuit
example 2 — Full-Adder Desi
Slide 42
Computer Fundamantlren reap i Sink & Prith Sine
ay Words nr =
D
f
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