Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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Draw in Table 3 the circuit schematic of each segment using the basic logic gates in kmap
Transcribed Image Text:k-map for segment "a"
k-map for segment "b"
k-map for segment "c"
AB AB AB ĀB
AB AB AB ĀB
AB AB AB ĀB
1
1
1
1
1
1
1
C lo
1
1
SOP equation:
b= AC+AB
SOP equation: C=AB+ĀB C
SOP equation:
a= C+B
k-map for segment "d"
k-map for segment "e"
k-map for segment "f"
AB AB AB ĀB
АВ | АВ АВ | АВ
AB AB AB ĀB
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
SOP equation
SOP equation E=AB+BC+A B C
SOP equation F= B +AC
D=1
k-map for segment
AB AB AB ĀB
SOP equation G= ĀB C+A B C
Transcribed Image Text:Having the SOP equation for each segment, we are going to construct the logic circuit for each segment.
9. For each SOP equation in Table 2, list in Table 3 the basic logic gates that are required to build the
logic circuit. Remember that AND gate is used for multiplication, OR gate is used for addition, and NOT
gate is used for inversion. Here is the code reference for some of the basic gates
B 74LSO8 = 2-input AND gate (quad)
B 74LS32 = 2-input OR gate (quad)
E 74LS04 = NOT gate (hex)
E 74LS11 = 3-input AND gate (triple)
E 74LS00 = 2-input NAND gate (quad)
B 74LSO2 = 2-input NOR gate (quad)
8 74LS86 = 2-input XOR gate (quad)
a 747266 = 2-input XNOR gate (quad)
E 74LS133 = 13-input NAND gate (single)
10. Draw in Table 3 the circuit schematic of each segment using the basic logic gates in step7
Segment
Basic logic gates needed
Circuit Schematic According
to SOP equation in Table 2
a
b
d
e
f
Table 3 - Logic gates needed for each segment of a 7-segment display
bo
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